tag:blogger.com,1999:blog-8220805187991356202024-03-13T14:23:20.115-07:00fathurrahmanAnonymoushttp://www.blogger.com/profile/17323859818272095055noreply@blogger.comBlogger18125tag:blogger.com,1999:blog-822080518799135620.post-74539563640935713072014-03-04T19:18:00.000-08:002014-03-04T19:18:02.914-08:00Metode Muatan Bayangan<div class="MsoNormal">
<b><span style="font-size: 16.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">6.5 Metode
Bayangan Untuk Muatan Diatas plat konduktor<o:p></o:p></span></b></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Metode muatan bayangan (juga
dikenal sebagai metode cermin dan metode muatan mirror) adalah alat pemecahan
masalah dasar dalam elektrostatika. Nama ini berasal dari penggantian
unsur-unsur tertentu dari tata letak asli menjadi muatan imajiner, yang meniru
kondisi batas dari muatan sebenarnya.<o:p></o:p></span></div>
<br />
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<span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Metode bayangan sering digunakan
dalam kasus khusus dari teorema umum dalam elektrostatik yang dikenal sebagai
teorema setara. (Teorema Norton dan Thevenin dalam teori sirkuit adalah salah
satu contoh dari teorema setara). Konsep dasar dari teorema ini adalah sebagai
berikut.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"><a href="http://www.mediafire.com/download/u1x0uwr638y1rce/makalah+elnet.docx" target="_blank">download filenya disini</a><o:p></o:p></span></div>
Anonymoushttp://www.blogger.com/profile/17323859818272095055noreply@blogger.com0tag:blogger.com,1999:blog-822080518799135620.post-34885003053096850912014-01-28T02:33:00.003-08:002014-01-28T02:34:51.456-08:00laporan praktikum sensasi indra dan gerak refleks pada manusiaB. Tujuan<br />
Tujuan praktikum ini adalah :<br />
1. Untuk mengetahui adanya berbagai macam sensasi indera umum dan khusus<br />
2. Untuk meningkatkan pemahaman mengenai refleks patella dan refleks Achilles pada manusia<br />
<br />
C. Dasar Teori<br />
Salah satu sifat makhluk hidup adalah iritabilitas, yaitu kemampuan- nya untuk merespon stimuli (yang biasanya merupakan suatu perubahan lingkungan). Pada hewan maupun manusia, respon terhadap stimuli melibatkan tiga proses : 1) menerima stimulus, 2) menghantarkan implus, dan 3) respon oleh efektor (Soewolo; 1999: 241).<br />
Agar terjadi sensasi diperlukan empat syarat: 1. Harus ada rangsang; 2. Organ pengindera harus menerima rangsang dan mengubahnya kedalam implus saraf; 3. Implus harus dihantarkan melalui sistem saraf dari sensori hingga ke otak atau sumsum tulang belakang; 4. Bagian otak yang menerima harus menerjemahkan implus menjadi sensasi.<br />
Sebuah reseptor sensori (indera)/ neuron mempunyai struktur sederhana yang berupa badan sel yaitu bagian sel saraf yang membesar dan mengandung inti, satu atau lebih tonjolan (cabang) yang keluar dari badan sel yang dibedakan menjadi dendrit (tonjolan yang membawa implus ke badan sel) dan akson (tonjolan yang membawa implus dari badan sel). Berdasarkan fungsinya sel saraf yang membawa implus dari reeseptor disebut sel saraf sensori; yang membawa implus ke efektor disebut sel saraf motoric; dan sel saraf yang menghubungkan sel saraf sensori dan sel saraf motor disebut sel saraf interneuron........<br />
<br />
untuk makalahnya silakan didownload di link berikut:<br />
<a href="http://www.mediafire.com/download/ddslsqo2ldkd7lo/84319839-Laporan-Praktikum-Sensasi-Indera-Dan-Refleks-Gerak-Pada-Manusia.pdf" target="_blank">http://www.mediafire.com/download/ddslsqo2ldkd7lo/84319839-Laporan-Praktikum-Sensasi-Indera-Dan-Refleks-Gerak-Pada-Manusia.pdf</a>Anonymoushttp://www.blogger.com/profile/17323859818272095055noreply@blogger.com0tag:blogger.com,1999:blog-822080518799135620.post-16973374632520345402013-12-12T07:48:00.001-08:002013-12-12T07:48:57.981-08:00<a href="http://www.mediafire.com/download/r4lw43n33l7zunf/MoneraDanKehidupannya.docx" target="_blank">kingdom monera dan kehidupannya</a><br />Anonymoushttp://www.blogger.com/profile/17323859818272095055noreply@blogger.com0tag:blogger.com,1999:blog-822080518799135620.post-33734847579469371362013-10-24T21:29:00.003-07:002013-10-24T21:30:29.111-07:00laporan Uji makananlangsung aja download filenya disini <a href="http://www.mediafire.com/download/hxofqolob9vm1qm/LAPORAN+PRAKTIKUM+BIOLOGI+UJI+MAKANAN.docx" target="_blank">disini</a>Anonymoushttp://www.blogger.com/profile/17323859818272095055noreply@blogger.com0tag:blogger.com,1999:blog-822080518799135620.post-83470537178396796672013-10-16T03:16:00.001-07:002013-10-16T03:16:20.744-07:00makalah tentang Kemiskinan di Indonesia dan Upaya Penanggulangannyalangsung aja download makalahnya <a href="http://www.mediafire.com/download/l2ngboads9326oj/Makalahku.doc" target="_blank">disini</a>Anonymoushttp://www.blogger.com/profile/17323859818272095055noreply@blogger.com0tag:blogger.com,1999:blog-822080518799135620.post-71817061658384026212013-10-14T21:44:00.000-07:002013-10-14T21:44:02.126-07:00makalah Biologi tentang genetika<div align="center" class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">MAKALAH
BIOLOGI UMUM<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">GENETIKA<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Disusun untuk memenuhi tugas mata kuliah<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Biologi Umum<o:p></o:p></span></div>
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<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-no-proof: yes;"><!--[if gte vml 1]><v:shapetype
id="_x0000_t75" coordsize="21600,21600" o:spt="75" o:preferrelative="t"
path="m@4@5l@4@11@9@11@9@5xe" filled="f" stroked="f">
<v:stroke joinstyle="miter"/>
<v:formulas>
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style='width:84.75pt;height:83.25pt;visibility:visible;mso-wrap-style:square'>
<v:imagedata src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image001.jpg"
o:title="logo-um1" croptop="4274f"/>
</v:shape><![endif]--><!--[if !vml]--><img height="111" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image002.jpg" v:shapes="Picture_x0020_8" width="113" /><!--[endif]--></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Yang dibimbing oleh Drs.<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Oleh :kelompok
6<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-top: 12pt; text-indent: 120.5pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">1.Eka
Novitasari P. (120321419948)<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-top: 12pt; text-indent: 120.5pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">2.Nadya
Dewi Arofah M. (120321402473)<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-top: 12pt; text-indent: 120.5pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">3.
Lili May Yanti (129321402<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-top: 12pt; text-indent: 120.5pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">4.Fathurrahman (120321419927)<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-top: 12pt; text-indent: 120.5pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">5.Rendi
Indiwara (120321402479)<o:p></o:p></span></div>
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<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">PENDIDIKAN FISIKA<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">FAKULTAS MATEMATIKA DAN ILMU PENGETAHUAN
ALAM<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">UNIVERSITAS NEGERI MALANG<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">NOVEMBER 2012<o:p></o:p></span></div>
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span>
<br />
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">BAB I<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">PENDAHULUAN<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: 10.0pt; margin-left: 18.75pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; mso-list: l9 level2 lfo1; text-align: justify; text-indent: -18.75pt;">
<!--[if !supportLists]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.1</span><!--[endif]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Latar
Belakang<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: 10.0pt; margin-left: 18.7pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; text-align: justify; text-indent: 17.3pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Genetika adalah bidang
sains yang mempelajari pewarisansifatdan variasiyang diwariskan.Teori pewarisan
sifat ataubiasa disebut hukum heraditas pertamakalidicetuskanoleh Gregor
JohannMendel. Ia berpendapat bahwa sifat – sifat dapat ditunkan dari generasikegenerasi
melalui faktor penentu.Mendel menemukan prinsip dasar tentang pewarisan sifat
dengan cara membiakan ercis kebun dalam percobaan yang dirancang secara hati
–hati.Mendel mengembangkan teori pewarisan sifatnya beberapa dasawarsa sebelum
kromosom terlihat dengan mikroskop dan nilai penting kromosom dipahami,Sejak itu
teori Mendel belum diakui dan baru
diakui saat ia sudah meninggal seiring dengan perkembangan jaman.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: 10.0pt; margin-left: 18.7pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; text-align: justify; text-indent: 17.3pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: 10.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1.2
RumusanMasalah <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-top: 12.0pt; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Bagaimanamendel
melakukan percobaannya sampai ia menemukan hukum hereditas? <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-top: 12.0pt; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Bagaimana persilangan
yang ada dalam teoripewarisan sifat ?<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-top: 12.0pt; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Bagaimana penyimpangan
hukum mendel, tautan, gen letal, dan pewarisan sifat yang terpaut kromosom seks<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-top: 12.0pt; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Bagaimana penjelasan
dari hukum Hardy-Weinberg ?<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: 10.0pt; margin-left: 72.0pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: 10.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; mso-list: l7 level2 lfo2; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1.3<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Tujuan
Penelitian <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-top: 12.0pt; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Mengetahui percobaan yang dilakukan oleh mendel sampai
ia menemukan hukum hereditas.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-top: 12.0pt; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menjelaskan persilangan
yang ada dalam teori pewarisan sifat.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-top: 12.0pt; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menjelaskan
penyimpangan hukum mendel, tautan, gen letal, dan pewarisan sifat yang terpaut
kromosom seks.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-top: 12.0pt; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menjelaskan tentang
hukum Hardy-Weinberg.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: 10.0pt; margin-left: 18.75pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">BAB II<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">PEMBAHASAN<o:p></o:p></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; mso-list: l12 level1 lfo11; text-align: justify; text-indent: 0cm;">
<!--[if !supportLists]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">A.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> Materi Genetik<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Manusia sejak dulu sangat tertarik pada pewarisan
sifat atau hereditas. Manusia telah mengetahui pentingnya pewarisan sifat dalam
keluarga, produksi tanaman, dan ternak.
Gregor Mendel adalah orang pertama yang mempelajari pewarisan sifat
secara ilmiah. Sekitar 1857.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">KROMOSOM<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> Kromosom
berasal dari kata chrome artinya berwarna dan soma artinya badan. Oleh karena
itu, kromosom dapat diartikan sebagai badan yang menyerap warna. Kromosom
terdapat pada nukleus (inti sel) setiap sel. Kromosom dapat diamati pada tahap
metafase saat pembelahan mitosis maupun meiosis.<o:p></o:p></span></div>
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<!--[if !supportLists]--><b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-weight: normal; line-height: normal;"> </span></span></b><!--[endif]--><b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Struktur Kromosom</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kromosom terdiri atas sentromer dan lengan kromosom.
Sentromer tidak mengandung gen dan merupakan tempat melekatnya kromosom. Jika
dilihat menggunakan mikroskop, sentromer terlihat terang karena kemampuan
menyerap zat warna yang rendah. Sentromer memiliki fungsi penting dalam
pembelahan sel mitosis dan meiosis yang akan Anda pelajari pada bab berikutnya.
Lengan kromosom merupakan bagian kromosom yang mengandung gen. setiap kromosom
memiliki satu atau dua lengan. Setiap lengan kromosom, terdapat benang halus
yang terpilin. Benang-benang halus tersebut dikenal dengan kromatin.
Benang-benang kromatin juga merupakan untaian
DA (deo yribonucleic acid) yang berpilin dengan protein histon. Bentuk ikatan DNA dan protein
histon disebut juga nukleosom.<o:p></o:p></span></div>
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<!--[if !supportLists]--><b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">b)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-weight: normal; line-height: normal;"> </span></span></b><!--[endif]--><b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Bentuk Kromosom</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kromosom memiliki bentuk yang berbeda-beda.
Berdasarkan panjanglengan yang dimilikinya kromosom dibedakan menjadi metasentrik, submetasentrik, akrosentrik, dan telosentrik<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1)
Metasentrik, kromosom jenis ini memiliki panjang lengan yang relative sama
sehingga sentromer berada di tengah-tengah kromosom.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">2)
Submetasentrik, kromosom jenis ini memiliki satu lengan kromosom lebih pendek
sehingga letak sentromer sedikit bergeser dari tengah kromosom.<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3) Akrosentrik,
pada kromosom ini salah satu lengan kromosom jauh pendek dibandingkan lengan
kromosom lainnya.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">4)
Telosentrik, kromosom ini hanya memiliki satu buah lengan saja sehingga letak
sentromernya berada di ujung kromosom.<o:p></o:p></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; mso-list: l2 level1 lfo13; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">c)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-weight: normal; line-height: normal;"> </span></span></b><!--[endif]--><b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Jumlah kromosom</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Semua makhluk hidup eukariotik memiliki jumlah
kromosom yang berbeda-beda. Pada sel tubuh atau sel somatis, jumlah kromosom
umumnya genap, karena kromosom sel tubuh selalu berpasangan. Jumlah kromosom
sel somatis tersebut terdiri atas 2 set kromosom (diploid, 2n), dari induk
jantan dan induk betina. Berikut ini tabel jumlah kromosom beberapa makhluk
hidup.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pada sel gamet atau sel kelamin, seperti sel telur dan
sel sperma, hanya memiliki setengah dari jumlah kromosom sel tubuh. Jumlah
kromosom sel gamet hanya satu set atau haploid (n). Pada manusia dengan jumlah
kromosom sel somatis 46, sel telur atau sel sperma hanya memiliki 23 kromosom.
Adanya fertilisasi (peleburan sel telur dan sel sperma) mengembalikan jumlah
kromosom sel tubuh menjadi 46 buah.<o:p></o:p></span></div>
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<!--[if !supportLists]--><b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">d)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-weight: normal; line-height: normal;"> </span></span></b><!--[endif]--><b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> Tipe Kromosom</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"><!--[if gte vml 1]><v:shape id="Picture_x0020_2"
o:spid="_x0000_i1042" type="#_x0000_t75" style='width:240pt;height:136.5pt;
visibility:visible;mso-wrap-style:square'>
<v:imagedata src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image003.jpg"
o:title="bentuk2"/>
</v:shape><![endif]--><!--[if !vml]--><img height="182" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image003.jpg" v:shapes="Picture_x0020_2" width="320" /><!--[endif]--></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kromosom dalam tubuh berdasarkan pengaruhnya terhadap
penentuan jenis kelamin dan sifat tubuh dibedakan menjadi dua, yaitu:<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1) Autosom,
disebut juga kromosom biasa atau kromosom tubuh. Autosom tidak menentukan jenis
kelamin organisme. Pada manusia dengan jumlah kromosom sel somatis 46 buah,
memiliki 44 autosom. Selebihnya, 2 kromosom, adalah kromosom kelamin. Penulisan
autosom dilambangkan dengan huruf A sehingga penulisan autosom sel somatis
manusia adalah 44A atau 22AA. Bagaimanakah penulisan<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">sel gamet?<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">2) Gonosom,
disebut juga kromosom kelamin atau kromosom seks. Gonosom dapat menentukan
jenis kelamin makhluk hidup. Jumlahnya sepasang pada sel somatis. Pada manusia
dengan jumlah kromosom sel somatis 46 buah, terdapat 44 autosom dan 2 gonosom.
Terdapat 2 jenis gonosom, yaitu X dan Y. Umumnya pada makhluk hidup, gonosom X
menentukan jenis kelamin betina dan gonosom Y menentukan jenis kelamin jantan.
Susunan gonosom wanita XX dan gonosom pria XY. Oleh karena itu, penulisan
kromosom sel somatic (2n) adalah 44A + XY (pria) atau 44A + XX (wanita). Adapun
untuk sel gamet (n) adalah 22A + X atau 22A + Y.<o:p></o:p></span></div>
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<br /></div>
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<!--[if !supportLists]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">B.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">DNA
DAN RNA <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-no-proof: yes;"><!--[if gte vml 1]><v:shape id="_x0000_i1041" type="#_x0000_t75"
style='width:142.5pt;height:256.5pt;visibility:visible;mso-wrap-style:square'>
<v:imagedata src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image004.jpg"
o:title="rna_sstrand"/>
</v:shape><![endif]--><!--[if !vml]--><img height="342" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image005.jpg" v:shapes="_x0000_i1041" width="190" /><!--[endif]--></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-no-proof: yes;"><!--[if gte vml 1]><v:shape
id="Picture_x0020_5" o:spid="_x0000_i1040" type="#_x0000_t75" style='width:191.25pt;
height:266.25pt;visibility:visible;mso-wrap-style:square'>
<v:imagedata src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image006.png"
o:title="doble-helix"/>
</v:shape><![endif]--><!--[if !vml]--><img height="355" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image007.jpg" v:shapes="Picture_x0020_5" width="255" /><!--[endif]--></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: 10.0pt; margin-left: 72.0pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">RNA DNA<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Asam nukleat adalah polinukleotida yang terdiri dari
unit-unit mononukleotida, jika unit-unit pembangunnya dioksinukleotida maka
asam nukleat itu disebut dioksiribonukleat(DNA) dan jika terdiri dari unit-unit
mononukleotida disebut asam ribonukleat(RNA).<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">DNA dan RNA mempunyai sejumlah sifat kimia dan fisika
yang sama sebab antara unit-unit mononukleotida terdapat ikatan yang sama yaitu
melalui jembatan fosfodiester antara posisi 3′ suatu mononukleotida dan posisi
5′ pada mononukleotida lainnya(Harpet, 1980).<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Asam-asam nukleat seperti asam dioksiribosa nukleat
(DNA) dan asam ribonukleat (RNA) memberikan dasar kimia bagi pemindahan
keterangan di dalam semua sel. Asam nukleat merupakan molekul makro yang
memberi keterangan tiap asam nukleat mempunyai urutan nukleotida yang unik sama
seperti urutan asam amino yang unik dari suatu protein tertentu karena asam
nukleat merupakan rantai polimer yang tersusun dari satuan monomer yang disebut
nukleotida(Dage, 1992).<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dua tipe utama asam nukleat adalah asam dioksiribonukleat(DNA)
dan asam ribonukleat(RNA). DNA terutama ditemui dalam inti sel, asam ini
merupakan pengemban kode genetik dan dapat memproduksi atau mereplikasi dirinya
dengan tujuan membentuk sel-sel baru untuk memproduksi organisme itu dalam
sebagian besar organisme, DNA suatu sel mengerahkan sintesis molekul RNA, satu
tipe RNA, yaitu messenger RNA(mRNA), meninggalkan inti sel dan mengarahkan
tiosintesis dari berbagai tipe protein dalam organisme itu sesuai dengan kode
DNA-nya(fessenden, 1990).<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Meskipun
banyak memiliki persamaan dengan DNA, RNA memiliki perbedaan dengan DNA, antara
lain yaitu(Poedjiati, 1994):<br />
1. Bagian pentosa RNA adalah ribosa, sedangkan bagian pentosa DNA adalah
dioksiribosa.<br />
2. Bentuk molekul DNA adalah heliks ganda, bentuk molekul RNA berupa rantai
tunggal yang terlipat, sehingga menyerupai rantai ganda.<br />
3. RNA mengandung basa adenin, guanin dan sitosin seperti DNA tetapi tidak
mengandung timin, sebagai gantinya RNA mengandung urasil.<br />
4. Jumlah guanin dalam molekul RNA tidak perlu sama dengan sitosin, demikian
pula jumlah adenin, tidak perlu sama dengan urasil.<br />
Selain itu perbedaan RNA dengan DNA yang lain adalah dalam hal(Suryo, 1992):<b><o:p></o:p></b></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-indent: 1.0cm;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1. Ukuran
dan bentuk</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><br />
Pada umumnya molekul RNA lebih pendek dari molekul DNA. DNA berbentuk double
helix, sedangkan RNA berbentuk pita tunggal. Meskipun demikian pada beberapa
virus tanaman, RNA merupakan pita double namun tidak terpilih sebagai spiral.<b><o:p></o:p></b></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-indent: 1.0cm;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">2. Susunan
kimia</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><br />
Molekul RNA juga merupakan polimer nukleotida, perbedaannya dengan DNA yaitu:<br />
a. Gula yang menyusunnya bukan dioksiribosa, melainkan ribosa.<br />
b. Basa pirimidin yang menyusunnya bukan timin seperti DNA, tetapi urasil.<b><o:p></o:p></b></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-indent: 1.0cm;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3. Lokasi</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><br />
DNA pada umumnya terdapat di kromosom, sedangkan RNA tergantung dari macamnya,
yaitu:<br />
a. RNA d(RNA duta), terdapat dalam nukleus, RNA d dicetak oleh salah satu pita
DNA yang berlangsung didalam nukleus.<br />
b. RNA p(RNA pemindah) atau RNA t(RNA transfer), terdapat di sitoplasma.<br />
c. RNA r(RNA ribosom), terdapat didalam ribosom.<b><o:p></o:p></b></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-indent: 1.0cm;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">4. Fungsinya</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><br />
DNA berfungsi memberikan informasi atau keterangan genetik, sedangkan fungsi
RNA tergantung dari macamnya, yaitu:<br />
a. RNA d, menerima informasi genetik dari DNA, prosesnya dinamakan transkripsi,
berlangsung didalam inti sel.<br />
b. RNA t, mengikat asam amino yang ada di sitoplasma.<br />
c. RNA t, mensintesa protein dengan menggunakan bahan asam amino, proses ini
berlangsung di ribosom dan hasil akhir berupa polipeptida.<br />
<br />
Ada beberapa cara untuk menentukan DNA dan RNA, yaitu(Frutan and Sofia, 1968):<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1. Jaringan
hewan dan alkali hangat<br />
RNA akan terpecah menjadi komponen-komponen nukleotida yang larut dalam asam.
DNA sulit dipecah atau dirusak oleh alkali.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">2. Metode
Schnider<br />
Jaringan dan asam trikloro asetat panas dan diperkirakan DNA dapat diuji oleh
reaksi kalorimetri dengan difenilanin, yang mana akan bereaksi dengan purin
dioksiribosa dan tidak bereaksi dengan purin ribosa.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3. Metode
Feligen<br />
Fuchsin sulfurous acid akan berwarna merah dengan DNA, dan tidak dengan RNA.
Reaksi ini diterapkan untuk mempelajari distribusi RNA dan DNA didalam bagian-bagian
sel.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">4. Secara
Spektroskopi<br />
Pengaukuran absorbsi cahaya oleh RNA dan DNA pada 260nm dimana spektra cincin
purin dan pirimidin asam nukleat menunjukkan maksimal.<br />
Tiga bentuk utama RNA yang terdapat didalam sel adalah mRNA(messenger RNA),
rRNA(ribosa RNA), dan tRNA(transfer RNA). Tiap bentuk RNA ini mempunyai berat
molekul dan komposisi yang berlainan, tetapi khas untuk tiap macam bentuk RNA.<br />
Semua RNA terdiri dari rantai tunggal poliribonukleotida. Pada sel bakteri,
hampir semua RNA ada di dalam sitoplasma. Disel hati kira-kira 11% terdapat
dalam nukleus(terutama mRNA), sekitar 15% dalam mitokondria, lebih dari 50%
dalam ribosom, dan kira-kira 24% dalam strosol.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">C.KODE
GENETIK<o:p></o:p></span></div>
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<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kode genetik
</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">adalah suatu informasi dengan menggunakan huruf sebagai lambang basa
nitrogen (A, T, C, dan G) yang dapat menerjemahkan macam-macam asam amino dalam
tubuh. Dengan kata lain, kode genetik adalah cara pengkodean urutan nukleotida
pada DNA atau RNA untuk menentukan urutan asam amino pada saat sintesis
protein. Macam molekul protein tergantung pada asam amino penyusunnya dan
panjang pendeknya rantai polipeptida.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pada tahun
1968, Nirenberg, Khorana dan Holley menerima hadiah nobel untuk penelitian
mereka yang sukses menciptakan kode-kode genetik yang hingga sekarang kita kenal.
Seperti kita ketahui saat ini, ada 20 macam asam amino penting yang dapat
dirangkai membentuk jutaan polipeptida.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Untuk memudahkan mempelajarinya, asam amino ditulis
secara singkat dengan mencantumkan 3 huruf pertama dari nama asam amino itu.<o:p></o:p></span></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-list: l15 level1 lfo10; mso-margin-bottom-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Yang menjadi masalah bagaimana 4 basa nitrogen
ini dapat mengkode 20 macam asam amino yang diperlukan untuk mengontrol
semua aktifitas sel?<o:p></o:p></span></li>
</ul>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Para
peneliti melakukan penelitian pada bakteri E. Coli. Mula mula digunakan basa
nitrogen <b>kode singlet</b> (kode yang terdiri atas satu huruf atau satu
basa), maka diperoleh 4 (4<sup>1</sup>) asam amino saja yang dapat
diterjemahkan. Padahal ke 20 asam amino itu harus diterjemahkan semua agar
protein yang dihasilkan dapat digunakan. Kemudian para ilmuwan mencoba lagi
dengan <b>kodeduplet</b> (kombinasi dua basa), namun baru dapat menerjemahkan
16 (4<sup>2</sup>) asam amino. Ini pun belum cukup. Kemudian yang terakhir
dicoba adalah<b> kodetriplet</b> (kombinasi 3 basa) yang dapat menerjemahkan 64
(4<sup>3</sup>) asam amino.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Berdasarkan
hasil berbagai percobaan, terbukti bahwa kombinasi tiga basa adalah yang paling
mungkin untuk mengkode asam amino. Tiga basa tersebut yang mewakili informasi
bagi suatu asam amino tertentu dinamakan kode triplet atau <b>kodon</b>.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">HAL ini
tidak mengapa, meskipun jumlah asam amino ini melebihi jumlah 20 macam asam
amino. Terjadi suatu “kelimpahan” dalam kode genetika, di mana terdapat
lebih dari satu kodon memberi kode bagi satu asam amino tertentu. Misalnya asam
amino phenilalanin yang merupakan kode terjemahan dari kodon UUU atau UUC.
Istilah yang diberikan oleh para ahli genetika pada kelimpahan semacam ini
adalah <b>degenerasi</b> atau mengalami <b>redundansi.</b> Dapat dikatakan kode
genetik bersifat degeneratif dikarenakan 18 dari 20 asam amino ditentukan oleh
lebih dari satu kodon, yang disebut<b> kode sinonimus</b>. Hanya metionin dan
triptofan yang mempunyai kodon tunggal. Kodon sinonimus mempunyai perbedaan
pada urutan basa ketiga.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Selain itu
terdapat pula kodon-kodon yang memiliki fungsi yang sama. Misalkan fungsi kodon
asam asparat (GAU dan GAS) sama dengan fungsi kodon asam tirosin (UAU,UAS) dan
juga triptopan (UGG). Hal ini justru sangat menguntungkan pada proses
pembentukkan protein karena dapat menggantikan asam amino yang kemungkinan
rusak.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Proses
sintesis protein (polipeptida) baru akan diawali apabila ada kodon AUG yang
mengkode asam amino metionin, karenanya kodon AUG disebut sebagai <b>kodon
permulaan (kode ‘start’)</b><i>.</i> Sedangkan berakhirnya proses sintesis
polipeptida apabila terdapat kodon UAA, UAG, dan UGA (pada prokariotik) dan UAA
(pada eukariotik). Kodon UAA,UAG, dan UGA tidak mengkode asam amino apapun dan
merupakan agen pemotong gen (tidak dapat bersambung lagi dengan double helix
asam amino) disebut sebagai <b>kodon terminasi/kodon nonsense (kode ‘stop’)</b>.
Kode genetik berlaku universal, artinya kode genetik yang sama berlaku untuk
semua jenis makhluk hidup.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dengan
adanya kodon permulaan dan kodon terminasi, berarti tidak semua urutan
basa berfungsi sebagai kodon. Yang berfungsi sebagai kodon hanyalah urutan basa
yang berada di antara kodon permulaan dan kodon terminasi. Urutan basa yang
terletak sebelum kodon permulaan dan setelah kodon penghenti tidak dibaca
sebagai kodon.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tabel 4. Kode genetik<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN"><a href="http://desybio.files.wordpress.com/2010/03/aa_codon_table2.gif"><span lang="EN-US" style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shape
id="_x0000_i1039" type="#_x0000_t75" alt="http://desybio.files.wordpress.com/2010/03/aa_codon_table2.gif?w=427&h=318"
href="http://desybio.files.wordpress.com/2010/03/aa_codon_table2.gif" style='width:320.25pt;
height:238.5pt;visibility:visible;mso-wrap-style:square' o:button="t">
<v:fill o:detectmouseclick="t"/>
<v:imagedata src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image008.gif"
o:title="aa_codon_table2"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="http://desybio.files.wordpress.com/2010/03/aa_codon_table2.gif?w=427&h=318" border="0" height="318" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image008.gif" v:shapes="_x0000_i1039" width="427" /><!--[endif]--></span></a></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">D.
REPLIKASI DNA<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: justify; text-indent: 14.2pt;">
<b><span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">1. Pengertian Replikasi DNA</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Replikasi adalah proses duplikasi DNA
secara akurat. genom manusia pada satu sel terdiri sekitar 3 milyar dan pada
saat replikasi harus diduplikasi secara akurat (persis tidak boleh ada yang
salah). Replikasi adalah transmisi vertical (dari sel induk ke sel anak supaya
informasi genetik yang diturunkan sama dengan sel induk). Replikasi hanya
terjadi pada fase S (pada mamalia), Replikasi terjadi sebelum sel membelah dan
selesai sebelum fase M.<o:p></o:p></span></div>
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<br /></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Salah satu sumber kesalahan DNA adalah pada kesalahan replikasi yang
dipengaruhi oleh berbagai factor, diantaranya karena kondisi lingkungan dan
kesalahan replikasi sendiri sehingga menyebabkan terjadinya mutasi. Supaya
replikasi sel dari generasi ke generasi tidak terjadi kesalahan maka perlu ada
repair DNA. Selain karena kesalahan replikasi, DNA juga sangat rentan terhadap
bahan kimia, radiasi maupun panas (hal yang dapat menyebabkan mutasi pada DNA
pada saat replikasi).<o:p></o:p></span></div>
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<br /></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Replikasi terjadi dengan proses
semikonservatif karena semua DNA double helix. Hasil replikasi DNA double
strand. Kedua DNA parental strand bisa menjadi template yang berfungsi sebagai
cetakan untuk proses replikasi: Semikonservaative process. Primer strand : Pada
3’ dia akan melepaskan 2P dipakai sebagai energy untuk menempelkan, tetapi pada
5’ P tidak bisa dilepas karena ketiga P dibutuhkan sehigga tidak ada energy
sehingga tidak pernah terjadi sintesis dari 3’-5’, tetapi dari 5’-3’, jadi yang
menambah selalu ujung 3’ <o:p></o:p></span></div>
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<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; mso-list: l14 level1 lfo12; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">2.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><b><span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Perbedaan Replikasi DNA
dan Trankripsi </span></b><span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">DNA yaitu : <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Enzim yang berperan dalam proses
transkripsi dan replikasi berbeda Pada proses transkripsi, enzim yang berperan
RNA polymerase. transkripsi DNA : terjadi pada saat akan terjadi sintesis protein
(ekspresi gen); yang dipakai cetakan hanya salah satu untai DNA(3’-5’)<o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">replikasi DNA : sebelum fase mitosis (fase S) dalam siklus sel; kedua untai
induk dipakai sebagai cetakan untuk di replikasi.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">3.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><b><span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">DNA polymerase</span></b><span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"><o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Pada proses replikasi DNA terdapat enzim
sentral, yaitu DNA polymerase. Pada proses replikasi, DNA polymerase hanya bisa
menempel pada gugus OH (hidroksil) dimana gugus OH hanya ada pada ujung 3’
sedangkan ujung 5’ adalah ujung fosfat. (ciri utama DNA polymerase). Ciri
kedua: DNA polymerase tidak bisa mensintesis/ menempelkan DNA ke pasangan-nya
kalau tidak ada primer (lokomotif). Sifat dari DNA polymerase dia hanya bisa
mensintesis DNA dari arah 5’-3’ sehingga pertumbuhan dari 5’-3’ karena
penambahan pada ujung 3’, dimana pada ujung 3’ ada ujung hidroksil. <o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Ciri lain DNA polymerase: membutuhkan primer, tidak bisa mensintesis DNA
tanpa adanya primer, primer yang dipakai adalah RNA (sekitar 4-5 basa dan
dilanjutkan DNA). DNA yang dibutuhkan adalah DNA primase untuk meletakkan RNA
pada tempatnya. DNA primase untuk mensintesis RNA sebagai lokomotif (4-5 basa).
Bila lokomotif sudah jadi maka akan di-take over oleh DNA polymerase, dan yang
ditambahkan adalah DNA. <o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Pada Proses replikasi di butuhkan titik
awal (replication origin) biasa di singkat ORI. Contoh pada plasmid
(prokariot), terdapat proses replikasi yang dimulai pada replication origin dan
mengembang sampai dihasilkan 2 plasmid yang sama persis. Tetapi pada eukariot
(mamalia) lebih kompleks tetapi tetap membutuhkan replication origin. <o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Pada mamalia ada beberapa replication
origin (replication bubble) yang akan bergabung satu sama lain. DNA harus
terbuka dahulu baru bisa digandakan. Origin replication disebut sebagai unique
sequence yang merupakan pertanda sebagai tempat proses/titik mulai terjadinya
replikasi, dimana ada protein tertentu yang akan mengenali sequence. Pada
bakteri (prokariot) hanya butuh satu titik ORI (origin of replication)
sedangkan pada mamalia (eukariot) butuh beberapa ORI karena kalau hanya 1 ORI
akan butuh waktu 3 minggu untuk mereplikasi 3 milyard DNA. Sehingga pada
mamalia ada 30.000 titik ORI yang bekerja secara bersamaan sehingga fase S
untuk replikasi hanya butuh beberapa jam saja.<o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Untuk replikasi perlu sequence tertentu
yaitu yang disingkat (ACS) merupakan urutan basa yang sangat terjaga karena
urutan basa tersebut dikenali oleh protein Origin Recognition Complex (ORC)
sehingga bila ORC mengenali sequence maka replikasi dapat dimulai. ORI lebih
global sedangkan ACS sudah pada sequence (pada urutan basa tertentu). Replikasi
terjadi pada fase S sedangkan transkripsi bisa terjadi pada fase S atau G1
dimana terjadi sintesis protein maka bisa terjadi transkripsi. <o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Saat awal akan di mulainya repliaksi, pada
G1 akhir ORC mengenali sequence ACS, kemudian ada molekul lain, juga helikase
yang membentuk pre-replicative complex (pre-RC). selanjutnya pada fase S
degradasi fosporilasi ORC, degradasi fosforilasi Cdc6 maka terbentuk bubble
replication. Helikase membuka pilinan, topoisomerase yang memotong pada titik
tertentu.<o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">secara singkat dalam siklus sel : Pada fase G2/M sudah ada 2 copy. Pada
fase G1 persiapan, S proses replikasi, G2/M sudah selesai<o:p></o:p></span></div>
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<span lang="IN"><a href="http://id.shvoong.com/medicine-and-health/genetics/2077846-replikasi-dna/#ixzz1ZcT9i8gj"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Sumber:
</span></a></span><span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"><o:p></o:p></span></div>
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<span lang="IN"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVT0TOyMuZMTUO_mXISikEG-ZLYV7wF24hsUerOXt6iGX7TdDE6pdY7aBUYiMKYMXcAQdNVO0kGYwwxUVQgGixU_SpLafTzTCVHBVny32v0l9D6H437BcaC5tQax5TPIcbPDJJRquWLF3w/s1600/replikasi+DNA.gif"><span lang="EN-US" style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shape
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</v:shape><![endif]--><!--[if !vml]--><img alt="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVT0TOyMuZMTUO_mXISikEG-ZLYV7wF24hsUerOXt6iGX7TdDE6pdY7aBUYiMKYMXcAQdNVO0kGYwwxUVQgGixU_SpLafTzTCVHBVny32v0l9D6H437BcaC5tQax5TPIcbPDJJRquWLF3w/s200/replikasi+DNA.gif" border="0" height="72" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image010.jpg" v:shapes="Picture_x0020_4" width="200" /><!--[endif]--></span></a></span><span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">4.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><b><span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Proses replikasi DNA</span></b><span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"><o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Pertama adanya replication origin,
kemudian pembukaan local DNA helix dan adanya RNA primer synthesis.
Replikasi:> ORC menempel pada ACS (ORI) :> sehingga pilinan membuka
dengan bantuan helikase. Helikase akan menempel untuk membuka pilinan (helix).
DNA double helix (bentuk terpilin). Untuk mereplikasi bila bentuknya terpilin
tidak akan pernah bisa sehingga perlu dibuka pilinannya. Bila membuka pilinan
pada salah satu ujung maka ujung yang lain akan semakin kuat pilinannya
sehingga perlu daerah tertentu yang dipotong untuk membuka pilinan tesebut yang
dilakukan oleh helikase. Perlu DNA primase untuk membuat RNA primer sintesis,
karena DNA polymerase tidak bisa mensintesis tanpa ada primer.<o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Kemudian terjadi proses replikasi. Karena
arah DNA anti parallel maka perlu Leading-strand dan lagging strand. Dari ORI
didapatkan 2 replication fork.<o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Ada ORI dan helikase yang membuka pilinan terus sampai terbentuk
replication bubble.<o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Proses replikasi yang di perlukan utama: <o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">1. ORI<o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">2. Helikase<o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">3. Replication bubble<o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Selanjutnya perlu primase untuk membuka
primary. Merah RNA, Biru DNA. Bubble semakin besar, replikasi berlanjut dan 1
ORI akan membentuk 2 replication fork.<o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Replication fork pada plasmid<o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Terdapat 2 parental strand (run occusite direction) yang bersifat
antiparalel: 5’-3’ dan 3’-5’. DNA polymerase hanya mensintesis/mempolimerasi
dari arah 5’-3’. Satu strain bisa secara kontinyu disintesis yaitu yang 5’-3
(leading strain). Sementara yang 3’-5’ tidak bisa dibentuk, tetapi tetap harus
dibentuk dengan 5’-3’, sehingga perlu satu strain yang terbentuk dari small
discontinue peaces yang disebut sebagai lagging strain. Small peaces disebut
okazaki fragmen.<o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Pada leading strand karena arahnya sudah
dari 5’-3’ maka tinggal menambah saja. Sedangkan pasangannya (lagging strain)
karena arahnya 3’-5’ maka hanya diam, tetapi pada titik tertentu akan
ditambahkan primase lagi dan akan mensintesis lagi dari arah 5’-3’ (okazaki
fragmen: fragmen2 potongan kecil yang terjadi pada saat replikasi pada lagging
strain)-> Pada lagging strand arahnya dari 3’-5’<o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Okazaki fragment: fragment potongan kecil
pada saat replikasi yang terjadi pada lagging strand template. Yang terjadi pd
Okazaki fragment (OF): kita punya RNA primer sehingga di OF ada RNA-DNA hybrid.
Tetapi RNA harus dibuang oleh RNase H. Setelah itu untuk menggantikan RNA
dibutuhkan polymerase delta (delta) yang bisa bersifat exonuclease tetapi juga
bisa bersifat endonuclease, yaitu mereplace atau menempatkan dNTP. Pada saat
RNA dibuang maka akan digantikan dengan DNA polymerase delta yang baru sampai
hilang sama sekali. Tetapi masih belum lengkap karena masih ada celah sehingga
perlu DNA ligase untuk menempelkan. Akhirnya diperoleh 2 strain yang sama
persis.<o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Protein yang dibutuhkan dalam replication fork yaitu:<o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">- Helicase: fungsinya untuk membuka (unwinding) parental DNA<o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">- Single-stranded DNA-binding protein: untuk menstabilisasi unwinding,
untuk mencegah DNA yang single-stranded agar tetap stabil (tidak double straded
lagi).<o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">- Topoisomerase: untuk memotong (breakage) pada tempat-tempat tertentu. <o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">DNA Polimerase yang memiliki DNA
single-strand binding protein monomer yang bertugas untuk mencegah supaya DNA
tidak hanya menempel dengan lawannya tetapi juga bisa membentuk hairpins. <o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Karena sudah terbuka sehingga ada basa-basa tertentu yang saling
berpasangan sehingga terbentuk hairpins. Supaya tidak terbentuk hairpins maka
didatangkan single strand binding protein supaya tetap lurus dan tidak
berbelok-belok.<o:p></o:p></span></div>
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<br /></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Topoisomerase, cirinya memotong DNA pada
tempat tertentu sehingga mudah untuk memutar karena sudah dipotong. Tugasnya
adalah memasangkan kembali DNA yang terpotong.<o:p></o:p></span></div>
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<br /></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Protein aksesori:<o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Brace protein, : Replication factor C (RFC), supaya DNA polimerasenya
menempelnya stabil (tidak mudah terlepas dari DNA template).<o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Sliding-clamps protein, supaya kedudukannya stabil dan tidak goyang2.<o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Proses pada leading dan lagging strand
berlangsung secara bersamaan, tetapi proses pada lagging bertahap. Ada DNA
polimerase dan sliding clamps. Sintesis terjadi pada leading strand terlebih
dahulu. Pada tahap tertentu DNA primase akan ditambahkan sehingga clamps-nya
datang lagi. Setelah proses replikasi selesai maka RNA akan segera dibuang
digantikan dengan DNA yang baru.<o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Perangkat untuk replikasi: DNA polimerasi, brace, clamp, DNA helicase,
single-strand binding protein, primase, topoisomerase.<o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Setelah direplikasi ujung DNA harus ada telomere (ujung DNA). Bila tidak
ada telomere maka kromosom akan saling menempel sehingga kromosom tidak 46
tetapi dalam bentuk gandeng2 (tidak diketahui).<o:p></o:p></span></div>
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<br /></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Chromosome end:<o:p></o:p></span></div>
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<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Pada lagging strand, di akhir replikasi
ujungnya akan dihilangkan, RNA juga akan dihilangkan, sehingga hasil replikasi
menjadi lebih pendek. Hal ini terjadi karena menggunakan primer RNA untuk proses
replikasi, dan RNA primer setelah replikasi harus dibuang dan tidak bisa
digantikan. Untuk mengatasinya maka diadakan telomerase yang dibuat
berkali-kali. (slide 76: TTGGGGTTGGGTTGGGG). Telomer dibuat oleh enzim
telomerase. Telomer: ujung yang merupakan non coding DNA sehingga kalau
memendek tidak akan menjadi masalah karena tidak mengkode apapun. Telomer
diadakan untuk mengantisipasi pada saat replikasi karena DNA akan memendek.
EXTENDS 3’ PRIMARY GENE --> TELOMERE, dan enzim yang membuatnya : telomerase.
Semua sel selain stem sel tidak punya telomere. Pada saat sel replikasi maka
akan selalu memendek. Sampai pada suatu titik tertentu yang merupakan signal
bagi sel untuk berhenti membelah. Karena kemampuan sel untuk membelah dibatasi
oleh panjangnya telomerase. Pada saat telomere memendek sampai batas tertentu
maka akan memberikan sinyal bagi sel untuk berhenti membelah. Sedangkan pada
stem sel yang memiliki telomerase, maka kemampuan membelahnya tidak terbatas
karena pada saat telomere habis maka telomerase akan membentuk telomere baru.
Hal ini yang dimanfaatkan oleh sel kanker karena sel kanker memiliki telomerase
sehingga sel kanker dapat terus membelah. Manusia memiliki kemampuan replikasi
sel yang terbatas karena keterbatasan telomere, shg bila telomere habis sel
akan berhenti membelah.<o:p></o:p></span></div>
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<span lang="IN"><a href="http://erickbio.files.wordpress.com/2011/10/dna_replication_britannicacom.gif"><span lang="EN-US" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shape
id="Picture_x0020_6" o:spid="_x0000_i1037" type="#_x0000_t75" alt="http://erickbio.files.wordpress.com/2011/10/dna_replication_britannicacom.gif?w=560"
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style='width:307.5pt;height:225pt;visibility:visible;mso-wrap-style:square'
o:button="t">
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</v:shape><![endif]--><!--[if !vml]--><img alt="http://erickbio.files.wordpress.com/2011/10/dna_replication_britannicacom.gif?w=560" border="0" height="300" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image011.gif" v:shapes="Picture_x0020_6" width="410" /><!--[endif]--></span></a></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="IN">5.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><strong><span lang="IN">Tahapan-tahapan dalam
proses replikasi </span></strong></div>
<div style="line-height: 150%; margin-top: 12.0pt; text-align: justify; text-indent: 1.0cm;">
<span lang="IN">§ Inisiasi, DNA dalam sel-sel eukaryotik memiliki
ARCs (autonomously replicating sequence) yang berperan sebagai asal muasal
replikasi dan mereka saling berlawanan dari asal bakterial (ORI). ARCs terdiri
atas 11 pasangan landasan rentetan tambah dua atau tiga rentetan nucleotida
pendek tambahan dengan 100 hingga 200 pasangan landasan sepanjang area DNA.
Grup utama dari enam protein, secara kolektif dikenal dikenal sebagai ORC
(Origin Recognition Complex), mengikat asal muasal replikasi, menandai replikasi
DNA dengan tepat pada saat waktu yang sesuai melalui siklus sel. Pengenalan
situs awal replikasi, oleh suatu protein komponen polymerase <em>DnaA</em> yang
dihasilkan oleh gen <em>dnaA</em>.</span></div>
<div style="line-height: 150%; margin-top: 12.0pt; text-align: justify; text-indent: 1.0cm;">
<span lang="IN">§ Terbentuknya Garpu Replikasi. Garpu replikasi atau
cabang replikasi (replication fork) ialah struktur yang terbentuk ketika DNA
bereplikasi. Garpu replikasi ini dibentuk akibat enzim helikase yang memutus
ikatan-ikatan hidrogen yang menyatukan kedua untaian DNA, membuat terbukanya
untaian ganda tersebut menjadi dua cabang yang masing-masing terdiri dari
sebuah untaian tunggal DNA. Masing-masing cabang tersebut menjadi “cetakan”
untuk pembentukan dua untaian DNA baru berdasarkan urutan nukleotida
komplementernya. DNA polimerase membentuk untaian DNA baru dengan memperpanjang
oligonukleotida (RNA) yang dibentuk oleh enzim primase dan disebut primer.</span></div>
<div style="line-height: 150%; margin-top: 12.0pt; text-align: justify; text-indent: 1.0cm;">
<span lang="IN">§ Pemanjangan Untaian DNA. DNA polimerase membentuk
untaian DNA baru dengan menambahkan nukleotida dalam hal ini,
deoksiribonukleotida ke ujung 3′ hidroksil bebas nukleotida rantai DNA yang sedang
tumbuh. Dengan kata lain, rantai DNA baru (DNA “anak”) disintesis dari arah
5′→3′, sedangkan DNA polimerase bergerak pada DNA “induk” dengan arah 3′→5′.
Namun demikian, salah satu untaian DNA induk pada garpu replikasi berorientasi
3′→5′, sementara untaian lainnya berorientasi 5′→3′, dan helikase bergerak
membuka untaian rangkap DNA dengan arah 5′→3′. Oleh karena itu, replikasi harus
berlangsung pada kedua arah berlawanan tersebut</span></div>
<div style="line-height: 150%; margin-top: 12.0pt; text-align: justify; text-indent: 1.0cm;">
<span lang="IN">§ Pembentukan Leading strand. Pada replikasi DNA,
untaian pengawal (leading strand) ialah untaian DNA disintesis dengan arah
5′→3′ secara berkesinambungan. Pada untaian ini, DNA polimerase mampu membentuk
DNA menggunakan ujung 3′-OH bebas dari sebuah primer RNA dan sintesis DNA
berlangsung secara berkesinambungan, searah dengan arah pergerakan garpu
replikasi.</span></div>
<div style="line-height: 150%; margin-top: 12.0pt; text-align: justify; text-indent: 1.0cm;">
<span lang="IN">§ Pembentukan Lagging strand. Lagging strand ialah
untaian DNA yang terletak pada sisi yang berseberangan dengan leading strand
pada garpu replikasi. Untaian ini disintesis dalam segmen-segmen yang disebut
fragmen Okazaki. Panjang fragmen okazaki mencapai sekitar 2.000 nukleotides
panjang dalam sel-sel bakterial dan sekitar 200 panjang nukelotides dalam
sel-sel eukaryotic. Pada untaian ini, primase membentuk primer RNA. DNA
polimerase dengan demikian dapat menggunakan gugus OH 3′ bebas pada primer RNA
tersebut untuk mensintesis DNA dengan arah 5′→3′. Fragmen primer RNA tersebut
lalu disingkirkan (misalnya dengan RNase H dan DNA Polimerase I) dan
deoksiribonukleotida baru ditambahkan untuk mengisi celah yang tadinya ditempati
oleh RNA. DNA ligase lalu menyambungkan fragmen-fragmen Okazaki tersebut
sehingga sintesis lagging strand menjadi lengkap.</span></div>
<div style="line-height: 150%; margin-top: 12.0pt; text-align: justify; text-indent: 1.0cm;">
<span lang="IN">DNA polymerases tidak mampu ‘mengisi’ ikatan covalent yang
hilang. Celah yang tersisa direkat oleh DNA ligase. Enzim ini mengkatalis
pembentukan ikatan phosphodiester antara 3’ – OH dari salah satu helaian dari
5’-P dari helaian yang lain.DNA ligase diaktifkan oleh AMP (adenosine
monophosphate) sebagai ‘cofactor’ (faktor pengendali). Dalam E.coli, AMP dibawa
dari nucleotide NAD+. Dalam sel-sel eukaryotik, AMP ditandai dari ATP.
Ligase-ligase tidak dilibatkan dalam pemanjangan rantai; melainkan, mereka
berperan pemasang enzim-enzim untuk perekatan ‘celah’ melalui molekul DNA.</span></div>
<div style="line-height: 150%; margin-top: 12.0pt; text-align: justify; text-indent: 1.0cm;">
<span lang="IN">§ Modifikasi Post-Replikasi DNA, Setelah DNA
direplikasikan, dua helaian tersintesis terbaru dipasangkan ke modifikasi
enzimatik. Perubahan-perubahan ini biasanya melibatkan penambahan
molekul-molekul tertentu untuk mengkhususkan titik-titik sepanjang helix ganda.
Pada cara ini, tags sel, atau label-label, DNA, sehingga ini bisa membedakan
material genetiknya sendiri dari berbagai DNA asing yang mungkin bisa masuk ke
dalam sel. Modifikasi post-replikasi DNA mungkin juga mempengaruhi cara molekul
diikat. DNA merupakan faktor utama modifikasi dengan penambahan kelompok methyl
ke beberapa adenine dan residu-residu cytosine. Grup methyl ditambahkan oleh
DNA methylasess setelah nucleotides telah digabungkan dengan DNA polymerases.</span></div>
<div style="line-height: 150%; margin-top: 12.0pt; text-align: justify; text-indent: 1.0cm;">
<span lang="IN">Penambahan methyl ke cytosine membentuk 5-methylcytosine
dan methylasi dari adenine membentuk 6-methyladine. Methyladine lebih umum
daripada methylcytosine dalam sel-sel bakterial, di mana dalam sel-sel
eukaryotik, grup methyl paling banyak ditambahkan ke cytosine. Methylase muncul
hanya pada beberapa rentetan nucleotide khusus. Dalam sel-sel eukaryotik,
sebagai contoh, methylasi secara umum muncul pada saat cytosine berdampingan ke
guanine di sisi 3’-OH (5’ P-CG-3’OH).Pola methylasi bersifat spesifik untuk
spesies yang diberikan, berperan seperti tanda tangan untuk DNA spesies
tersebut. Hal ini patut diperhatikan karena grup methy melindungi DNA melawan
perlawanan enzim-enzim tertentu disebut ‘restriction endonucleases’ Oleh karena
itu DNA asing melalui sebuah sel dicerna dengan ‘restriction
endonucleases’. Dalam sel tertentu, ‘restriction endonucleases’ bisa memotong
DNA di titik khusus tertentu di mana DNA methylase menambah sebuah grup methyl.</span></div>
<div style="line-height: 150%; margin-top: 12.0pt; text-align: justify; text-indent: 1.0cm;">
<span lang="IN">Pola methylasi melindungi DNA dari cernaan oleh sel yang
memiliki endonucleases tapi tidak melawan pembatasan enzim-enzim yang
diproduksi sel-sel spesies yang lain. Pembatasan ini menyederhanakan pertukaran
DNA antar sel dari spesies yang diproduksi sel-sel spesies yang berbeda.
Methylasi DNA pada titik-titik tertentu mungkin akan berakhir pada konversi
terdekat dari B-DNA ke bentuk-bentuk Z-DNA. Dalam bentuk B-DNA, grup-grup
hydropholic methyl dari alur utama, menghasilkan pengaturan yang tepat. Dengan
mengubahnya ke bentuk Z, grup-grup methyl membentuk area hydropholik yang
membantu menstabilkan DNA. Konversi lokal ini (dari B-DNA ke Z-DNA) mungkin mempengaruhi
fungsi beberapa gen.</span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Dalampenelitiannya,Mendel
dapat merumuskan suatu hukumyang dikenaldengan hukum Mendel antara lain :<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 10.0pt; margin-left: 21.3pt; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1.<b>Hukum I Mendel</b>, yaitu hukum
segregasimenyatakan bahwa pasangan – pasangan alel selama pembentukan gamet dan
berpasangan kembali secara acak pada saat fertilisasi antargamet<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 10.0pt; margin-left: 21.3pt; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2.<b>Hukum II Mendel</b>, yaitu hukum pemisahan
bebas menyatakan bahwa pada persilangan dengan dua sifatbeda atau
lebihmakasifatyang sepasang tidaktergantung dengan sifat pasangannya<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: justify;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Macam- macam
persilangan padahukum mendel :<o:p></o:p></span></b></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: 10.0pt; margin-left: 39.3pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; mso-list: l1 level1 lfo14; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Persilangan
Monohibrid atau Monohibridisasi ialah suatupersilangan </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">persilangan
sederhana</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> dengan satusifat beda<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: 10.0pt; margin-left: 57.3pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; mso-list: l5 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Contoh persilangan antara
:<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Mawar merah bergenotif (MM) , dan <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: 10.0pt; margin-left: 57.3pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Mawar putih bergenotif (mm)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: justify; text-indent: .05pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-no-proof: yes;"><!--[if gte vml 1]><v:shape id="Picture_x0020_1" o:spid="_x0000_i1036"
type="#_x0000_t75" alt=" Genetika : Hukum Mendel" style='width:449.25pt;
height:264pt;visibility:visible;mso-wrap-style:square'>
<v:imagedata src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image012.png"
o:title=" Hukum Mendel"/>
</v:shape><![endif]--><!--[if !vml]--><img alt=" Genetika : Hukum Mendel" border="0" height="352" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image013.gif" v:shapes="Picture_x0020_1" width="599" /><!--[endif]--></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: 10.0pt; margin-left: 39.3pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; mso-list: l1 level1 lfo14; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">2.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Persilangan
dihibrid atau dihibridisasi ialah suatu persilangan ( pembastaran ) dengan dua
sifat beda <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: 10.0pt; margin-left: 57.3pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; mso-list: l5 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Contoh persilangan
antara :<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: 10.0pt; margin-left: 57.3pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kacang ercis bulat kuning (BBKK),Gen B
(bulat) dominan terhadap gen b (kisut)<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: 10.0pt; margin-left: 57.3pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kacang ercis kisut hijau (bbkk). Gen K (kuning) dominan terhadap gen k
(hijau)<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: 10.0pt; margin-left: 57.3pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: 10.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-no-proof: yes;"><!--[if gte vml 1]><v:shape
id="Picture_x0020_3" o:spid="_x0000_i1035" type="#_x0000_t75" alt=" Genetika : Hukum Mendel"
style='width:451.5pt;height:321pt;visibility:visible;mso-wrap-style:square'>
<v:imagedata src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image014.png"
o:title=" Hukum Mendel" gain="109227f"/>
</v:shape><![endif]--><!--[if !vml]--><img alt=" Genetika : Hukum Mendel" border="0" height="428" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image015.gif" v:shapes="Picture_x0020_3" width="602" /><!--[endif]--></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 10.0pt; margin-left: 21.3pt; margin-right: 0cm; margin-top: 12.0pt; tab-stops: 14.2pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3.
Persilangan Trihibrid atau lebih adalah persilangan antar induk yang memiliki
tiga atau lebih sifatbeda. Misalnnya, persilangan dua organisme dengan genotif
AaBbCc.Kita dapat menentukan bahwa peristiwatersebutmerupakan 3 persilangan
monohibridyang terpisah ,yaitu Aa >< Aa,Bb >< Bb,dan Cc ><
Cc. Hasil persilangan trihibrid dapat dijelaskan dengan prinsipsegresi
dankombinasi alel – alelnya <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">4.
Persilangan Resiprok </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">atau persilangan tukar kelamin adalah persilangan
ulang dengan jenis kelamin yang dipertukarkan. Misalnya pada perkawinan
monohybrid tanaman jantannya berbiji bulat, sedangkan tanaman betina berbiji
keriput. Maka pada perkawinan resiproknya adalah tanaman jantannya berbiji
keriput dan tanaman betinanya berbiji bulat.<o:p></o:p></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 57.3pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; mso-list: l5 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: IN;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">contoh dapat
digunakan percobaan Mendel lainnya </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
H : gen yang
menentukan buah polong berwarna hijau </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
h : gen yang
menentukan buah polong berwarna kuning </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
contoh :
Persilangan resiproknya </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
P ♀
hh >< ♂
HH
P ♀ HH >< ♂ hh
</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
Kuning
hijau
hijau
kuning </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
F1
Hh F1
Hh </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
hijau
Hijau </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
</span><span lang="PT-BR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: PT-BR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">serbuk sari : H dan h
Serbuk sari : H dan h</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="PT-BR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: PT-BR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
</span><span lang="NL" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: NL; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">sel telur : H dan
h
Sel telur : H dan h</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="NL" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: NL; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">F2
HH : polong hijau
F2 HH : polong
hijau <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Hh :
polong
hijau
Hh : polong hijau <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Hh : polong
hijau
Hh : polong
hijau <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
</span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">hh : polong
kuning
hh : polong
kuning </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">5. Backcross
atau persilangan kembali </span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Ialah
persilangan antara hibrid F1 dengan induknya jantan atau betina</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 57.3pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; mso-list: l5 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: IN;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">C</span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">ontoh</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> persilangan pada </span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> marmot.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
B : gen
untuk warna hitam </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
b : gen
untuk warna putih </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
Contoh :</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
P
♂
BB
>< ♀ bb </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
Hita</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">m</span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> Putih
</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
F1
Bb (hitam)</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
“backcross” ♂
BB >< ♀Bb
</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">F2</span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
Hitam </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
Hitam </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div align="center">
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: 68.4pt; mso-padding-alt: 0cm 0cm 0cm 0cm; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="height: 47.2pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; height: 47.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.95pt;" valign="top" width="55">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; vertical-align: baseline;">
<!--[if gte vml 1]><v:shapetype id="_x0000_t32"
coordsize="21600,21600" o:spt="32" o:oned="t" path="m,l21600,21600e"
filled="f">
<v:path arrowok="t" fillok="f" o:connecttype="none"/>
<o:lock v:ext="edit" shapetype="t"/>
</v:shapetype><v:shape id="_x0000_s1027" type="#_x0000_t32" style='position:absolute;
left:0;text-align:left;margin-left:.2pt;margin-top:8.65pt;width:25.85pt;
height:26.75pt;flip:y;z-index:4' o:connectortype="straight"/><![endif]--><!--[if !vml]--><span style="height: 37px; left: 0px; margin-left: -1px; margin-top: 11px; mso-ignore: vglayout; position: absolute; width: 37px; z-index: 4;"><img height="37" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image016.gif" v:shapes="_x0000_s1027" width="37" /></span><!--[endif]--><span lang="SV" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"> ♂
</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; vertical-align: baseline;">
<span lang="SV" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">♀</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 47.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 85.85pt;" valign="top" width="114">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">B</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 47.2pt; mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 47.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.95pt;" valign="top" width="55">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">B</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 47.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 85.85pt;" valign="top" width="114">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; vertical-align: baseline;">
<span lang="SV" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">BB</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Hitam</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 47.2pt; mso-yfti-irow: 2; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 47.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.95pt;" valign="top" width="55">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">B</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 47.2pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 85.85pt;" valign="top" width="114">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; vertical-align: baseline;">
<span lang="SV" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">BB</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Hitam</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">6.
Persilangan testcrossatau uji silang</span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> Ialah
persilangan antara hibrid F1 dengan individu yang homozigotik resesif </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 57.3pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; mso-list: l5 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: IN;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Jika digunakan
induk seperti pada contoh, hibrid </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
F1 disilangkan dengan induk betina (homozigotik resesif)</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 2.0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Uji silang monohibrid ini menghasilkan keturunan dengan perbandingan
fenotip maupun genotip 1 : 1</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
P
♂ BB ><
♀ bb </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
Hitam
Putih
</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
F1 Bb
(hitam)</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
Uji
silang ♂
Bb ><
♀ bb </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
Hitam
putih </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div align="center">
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: 46.75pt; mso-padding-alt: 0cm 0cm 0cm 0cm; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1184; width: 240px;">
<tbody>
<tr style="height: 46.9pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; height: 46.9pt; padding: 3.6pt 7.2pt 3.6pt 7.2pt; width: 38.1pt;" valign="top" width="51">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; vertical-align: baseline;">
<!--[if gte vml 1]><v:shape id="_x0000_s1026"
type="#_x0000_t32" style='position:absolute;left:0;text-align:left;
margin-left:4.5pt;margin-top:6.75pt;width:9.25pt;height:20.3pt;flip:y;
z-index:3' o:connectortype="straight"/><![endif]--><!--[if !vml]--><span style="height: 29px; left: 0px; margin-left: 5px; margin-top: 8px; mso-ignore: vglayout; position: absolute; width: 14px; z-index: 3;"><img height="29" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image017.gif" v:shapes="_x0000_s1026" width="14" /></span><!--[endif]--><span lang="SV" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">♂ ♀</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 46.9pt; padding: 3.6pt 7.2pt 3.6pt 7.2pt; width: 70.9pt;" valign="top" width="95">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; vertical-align: baseline;">
<span lang="SV" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">B
</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 46.9pt; padding: 3.6pt 7.2pt 3.6pt 7.2pt; width: 70.85pt;" valign="top" width="94">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; vertical-align: baseline;">
<span lang="SV" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">b
</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 42.1pt; mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 42.1pt; padding: 3.6pt 7.2pt 3.6pt 7.2pt; width: 38.1pt;" valign="top" width="51">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; vertical-align: baseline;">
<span lang="SV" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">b
</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 42.1pt; padding: 3.6pt 7.2pt 3.6pt 7.2pt; width: 70.9pt;" valign="top" width="95">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; vertical-align: baseline;">
<span lang="SV" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Bb</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; vertical-align: baseline;">
<span lang="SV" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">hitam
</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; vertical-align: baseline;">
<span lang="SV" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">50%
</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 42.1pt; padding: 3.6pt 7.2pt 3.6pt 7.2pt; width: 70.85pt;" valign="top" width="94">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; vertical-align: baseline;">
<span lang="SV" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">bb</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; vertical-align: baseline;">
<span lang="SV" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">putih
</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; vertical-align: baseline;">
<span lang="SV" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">50%
</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
</div>
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<br /></div>
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<br /></div>
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<b><i><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">PENYIMPANGAN SEMU HUKUM MENDEL<o:p></o:p></span></i></b></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Hukum I dan II Mendel yang telah dipelajari
sebelumnya pada persilangan monohybrid heterozigot akan menghasilkan
perbandingan fenotip 3:1, sedangkan persilangan dihibrid heterozigot menghasilkan
perbandingan fenotip 9:3:3:1<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> Pada
kenyataannya, kebanyakan sifat yang diturunkan dari induk kepada keturunannya
tidak dapat dianalisis dengan cara Mendel yang sederhana.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; text-indent: -40.5pt;">
<i><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <o:p></o:p></span></i></div>
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<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1) EPISTASIS
dan HIPOTASIS </span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; text-indent: 35.45pt;">
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</v:shape><![endif]--><!--[if !vml]--><span style="height: 195px; left: 0px; margin-left: 2px; margin-top: 81px; mso-ignore: vglayout; position: absolute; width: 145px; z-index: 5;"><a href="http://lh6.ggpht.com/_wYv4UjyptOQ/TOM4xqp8EaI/AAAAAAAAAlw/GuIUPmk5DwM/s1600-h/image%5b55%5d.png" target=""_blank""><img alt=" Penyimpangan Semu Hukum Mendel" border="0" height="195" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image019.gif" v:shapes="Picture_x0020_29" width="145" /></a></span><!--[endif]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Epistasis-hipostasis
merupakan suatu peristiwa dimana suatu gen dominan menutupi pengaruh gen
dominan lain yang bukan alelnya. Gen yang menutupi disebut epistasis, dan yang
ditutupi disebut hipostasis.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<br /></div>
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<br /></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Contoh: persilangan antara jagung
berkulit hitam dengan jagung berkulit kuning.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">P
: hitam
x kuning<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">HHkk
hhKK<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; tab-stops: center 225.65pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">F1 : HhKh = hitam <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Perhatikan bahwa H dan K berada
bersama dan keduanya dominan. Tetapi karakter yang muncul adalah hitam. Ini
berarti hitam epistasis (menutupi) terhadap kuning/kuning hipostasis (ditutupi)
terhadap hitam<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">P2 :
HhKk
x HhKk<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">F2 : 9
H-K- : hitam<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3 H-kk : hitam<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3 hhK- : kuning<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1 hhkk : putih<o:p></o:p></span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="margin-left: 9.35pt; mso-cellspacing: 0cm; mso-padding-alt: 1.5pt 1.5pt 1.5pt 1.5pt; mso-yfti-tbllook: 1184; width: 388px;">
<tbody>
<tr style="height: 18.55pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="height: 18.55pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 290.65pt;" valign="top" width="388">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Rasio fenotif F2 hitam : kuning : putih = 12 : 3 : 1</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 290.65pt;" valign="top" width="388"></td>
</tr>
</tbody></table>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">2) POLIMERI
<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> Polimeri adalah
suatu gejala dimana terdapat banyak gen bukan alel tetapi mempengaruhi
karakter/sifat yang sama.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Polimeri memiliki ciri: makin banyak
gen dominan, maka sifat karakternya makin kuat.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN"><a href="http://lh4.ggpht.com/_wYv4UjyptOQ/TOM4nHy4y3I/AAAAAAAAAlg/Sl_ob1gAMic/s1600-h/image%5b57%5d.png" target="_blank"><span lang="EN-US" style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shape id="Picture_x0020_27" o:spid="_x0000_i1034"
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target=""_blank"" style='width:141.75pt;height:91.5pt;visibility:visible;
mso-wrap-style:square' o:button="t">
<v:fill o:detectmouseclick="t"/>
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</v:shape><![endif]--><!--[if !vml]--><img alt=" Penyimpangan Semu Hukum Mendel" border="0" height="122" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image021.gif" v:shapes="Picture_x0020_27" width="189" /><!--[endif]--></span></a></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Contoh: persilangan antara gandum
berkulit merah dengan gandum berkulit putih<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">P
: gandum berkulit merah
x gandum berkulit putih<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">M1M1M2M2
m1m1m2m2<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">F1
: M1m1M2m2 = merah muda<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">P2
: M1m1M2m2
x M1m1M2m2<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">F2
: 9 M1- M2
- : merah – merah tua sekali<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3 M1-
m2m2 : merah muda – merah tua<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3 m1m1M2
- : merah muda – merah tua<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1
m1m1m2m2 : putih<o:p></o:p></span></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-list: l13 level1 lfo5; mso-margin-bottom-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dari contoh di atas diketahui bahwa gen M1 dan M2
bukan alel, tetapi sama-sama berpengaruh terhadap warna merah gandum.<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-list: l13 level1 lfo5; mso-margin-bottom-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Semakin banyak gen dominan, maka semakin merah
warna gandum. <o:p></o:p></span></li>
<ul style="margin-top: 0cm;" type="circle">
<li class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-list: l13 level2 lfo5; mso-margin-bottom-alt: auto; tab-stops: list 72.0pt; text-align: justify;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">4M = merah tua sekali<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-list: l13 level2 lfo5; mso-margin-bottom-alt: auto; tab-stops: list 72.0pt; text-align: justify;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3M = merah tua<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-list: l13 level2 lfo5; mso-margin-bottom-alt: auto; tab-stops: list 72.0pt; text-align: justify;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">2M = merah<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-list: l13 level2 lfo5; mso-margin-bottom-alt: auto; tab-stops: list 72.0pt; text-align: justify;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">M = merah muda<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-list: l13 level2 lfo5; mso-margin-bottom-alt: auto; tab-stops: list 72.0pt; text-align: justify;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">m = putih<o:p></o:p></span></li>
</ul>
</ul>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Bila disamaratakan antara yang
berwarna merah dengan yang berwarna putih, diperoleh:<o:p></o:p></span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="mso-cellspacing: 0cm; mso-padding-alt: 1.5pt 1.5pt 1.5pt 1.5pt; mso-yfti-tbllook: 1184; width: 300px;">
<tbody>
<tr>
<td style="padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 223.5pt;" valign="top" width="298">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Rasio fenotif F2 merah : putih = 15 : 1</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; text-indent: -40.5pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
<b>3) KRIPTOMERI</b><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kriptomeri merupakan suatu peristiwa
dimana suatu faktor tidak tampak pengaruhnya bila berdiri sendiri, tetapi baru
tampak pengaruhnya bila ada faktor lain yang menyertainya.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kriptomeri memiliki ciri khas: ada
karakter baru muncul bila ada 2 gen dominan bukan alel berada bersama<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN"><a href="http://lh6.ggpht.com/_wYv4UjyptOQ/TOM4sD_ar6I/AAAAAAAAAlo/j-XKUJNR-j8/s1600-h/image%5b56%5d.png" target="_blank"><span lang="EN-US" style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shape id="Picture_x0020_28" o:spid="_x0000_i1033"
type="#_x0000_t75" alt=" Penyimpangan Semu Hukum Mendel"
href="http://lh6.ggpht.com/_wYv4UjyptOQ/TOM4sD_ar6I/AAAAAAAAAlo/j-XKUJNR-j8/s1600-h/image%5b56%5d.png"
target=""_blank"" style='width:115.5pt;height:142.5pt;visibility:visible;
mso-wrap-style:square' o:button="t">
<v:fill o:detectmouseclick="t"/>
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</v:shape><![endif]--><!--[if !vml]--><img alt=" Penyimpangan Semu Hukum Mendel" border="0" height="190" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image023.gif" v:shapes="Picture_x0020_28" width="154" /><!--[endif]--></span></a></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Contoh: persilangan <i>Linaria
maroccana</i><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">A : ada
anthosianin
B : protoplasma basa<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a : tak ada
anthosianin b :
protoplasma tidak basa<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">P
:
merah
x putih<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> AAbb aaBB<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">F1
: AaBb = ungu
- warna ungu muncul karena A dan B berada bersama<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">P2
: AaBb
x AaBb<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">F2
: 9 A-B- : ungu<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3
A-bb : merah<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3
aaB- : putih<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1
aabb : putih<o:p></o:p></span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="mso-cellspacing: 0cm; mso-padding-alt: 1.5pt 1.5pt 1.5pt 1.5pt; mso-yfti-tbllook: 1184; width: 400px;">
<tbody>
<tr>
<td style="padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 298.5pt;" valign="top" width="398">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Rasio fenotif F2 ungu : merah : putih = 9 : 3 : 4</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">4) ATAVISME
atau INTERAKSI ALEL </span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
Interaksi alel merupakan suatu peristiwa dimana muncul
suatu karakter akibat interaksi antar gen dominan maupun antar gen resesif.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Contoh: mengenai pial/jengger pada
ayam<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
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o:title=" Penyimpangan Semu Hukum Mendel"/>
</v:shape><![endif]--><!--[if !vml]--><span style="height: 181px; left: 0px; margin-left: 227px; margin-top: 0px; mso-ignore: vglayout; position: absolute; width: 152px; z-index: 1;"><a href="http://lh5.ggpht.com/_wYv4UjyptOQ/TOM4-0HaTOI/AAAAAAAAAmI/SAEwQEM0fFg/s1600-h/image%5b62%5d.png" target=""_blank""><img alt=" Penyimpangan Semu Hukum Mendel" border="0" height="181" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image025.gif" v:shapes="Picture_x0020_32" width="152" /></a></span><!--[endif]--><span lang="IN"><a href="http://lh3.ggpht.com/_wYv4UjyptOQ/TOM46n9tm4I/AAAAAAAAAmA/AEgk5VF5kXk/s1600-h/image%5b61%5d.png" target="_blank"><span lang="EN-US" style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shape id="Picture_x0020_31" o:spid="_x0000_i1032"
type="#_x0000_t75" alt=" Penyimpangan Semu Hukum Mendel"
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target=""_blank"" style='width:115.5pt;height:135.75pt;visibility:visible;
mso-wrap-style:square' o:button="t">
<v:fill o:detectmouseclick="t"/>
<v:imagedata src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image026.png"
o:title=" Penyimpangan Semu Hukum Mendel"/>
</v:shape><![endif]--><!--[if !vml]--><img alt=" Penyimpangan Semu Hukum Mendel" border="0" height="181" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image027.gif" v:shapes="Picture_x0020_31" width="154" /><!--[endif]--></span></a></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">R-pp : pial
Ros/Gerigi
rrP- : pial Pea/Biji<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
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target=""_blank"" style='position:absolute;left:0;text-align:left;
margin-left:170.35pt;margin-top:-.35pt;width:114.35pt;height:135.7pt;
z-index:2;visibility:visible;mso-wrap-style:square;mso-wrap-distance-left:9pt;
mso-wrap-distance-top:0;mso-wrap-distance-right:9pt;
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<v:fill o:detectmouseclick="t"/>
<v:imagedata src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image028.png"
o:title=" Penyimpangan Semu Hukum Mendel"/>
</v:shape><![endif]--><!--[if !vml]--><span style="height: 181px; left: 0px; margin-left: 227px; margin-top: 0px; mso-ignore: vglayout; position: absolute; width: 152px; z-index: 2;"><a href="http://lh5.ggpht.com/_wYv4UjyptOQ/TOM5IBD5OGI/AAAAAAAAAmY/wMeljm4Pq4Y/s1600-h/image%5b64%5d.png" target=""_blank""><img alt=" Penyimpangan Semu Hukum Mendel" border="0" height="181" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image029.gif" v:shapes="Picture_x0020_34" width="152" /></a></span><!--[endif]--><span lang="IN"><a href="http://lh6.ggpht.com/_wYv4UjyptOQ/TOM5DLA6G7I/AAAAAAAAAmQ/pEFE7JuQuU4/s1600-h/image%5b63%5d.png" target="_blank"><span lang="EN-US" style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shape id="Picture_x0020_33" o:spid="_x0000_i1031"
type="#_x0000_t75" alt=" Penyimpangan Semu Hukum Mendel"
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target=""_blank"" style='width:115.5pt;height:135.75pt;visibility:visible;
mso-wrap-style:square' o:button="t">
<v:fill o:detectmouseclick="t"/>
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</v:shape><![endif]--><!--[if !vml]--><img alt=" Penyimpangan Semu Hukum Mendel" border="0" height="181" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image031.gif" v:shapes="Picture_x0020_33" width="154" /><!--[endif]--></span></a></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">R-P- : pial
Walnut/Sumpel rrpp : pial Single/Bilah<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">P
: Ros
x Pea<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">R-pp
rrP-<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">F1
: RrPp : Walnut<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">P2
: RrPp X RrPp<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">F2
: 9 R-P- : Walnut<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3
R-pp : Ros<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3
rrP- : Pea<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1
rrpp : Single<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pada contoh di atas ada 2 karakter
baru muncul:<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">- Walnut : muncul karena interaksi 2
gen dominan<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">- Singel : muncul karena interaksi 2
gen resesif<o:p></o:p></span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="mso-cellspacing: 0cm; mso-padding-alt: 1.5pt 1.5pt 1.5pt 1.5pt; mso-yfti-tbllook: 1184; width: 400px;">
<tbody>
<tr>
<td style="padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 300.0pt;" valign="top" width="400">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Rasio fenotif F2 Walnut : Ros : Pea : Single = 9 : 3
: 3 : 1</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<i><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <o:p></o:p></span></i></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: justify;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">5) KOMPLEMENTER<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Komplementer merupakan bentuk
kerjasama dua gen dominan yang saling melengkapi untuk memunculkan suatu
karakter.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN"><a href="http://lh4.ggpht.com/_wYv4UjyptOQ/TOM42Fjg_iI/AAAAAAAAAl4/tABieH_HLXI/s1600-h/image%5b60%5d.png" target="_blank"><span lang="EN-US" style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shape id="Picture_x0020_30" o:spid="_x0000_i1030"
type="#_x0000_t75" alt=" Penyimpangan Semu Hukum Mendel"
href="http://lh4.ggpht.com/_wYv4UjyptOQ/TOM42Fjg_iI/AAAAAAAAAl4/tABieH_HLXI/s1600-h/image%5b60%5d.png"
target=""_blank"" style='width:135pt;height:102pt;visibility:visible;
mso-wrap-style:square' o:button="t">
<v:fill o:detectmouseclick="t"/>
<v:imagedata src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image032.png"
o:title=" Penyimpangan Semu Hukum Mendel"/>
</v:shape><![endif]--><!--[if !vml]--><img alt=" Penyimpangan Semu Hukum Mendel" border="0" height="136" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image033.gif" v:shapes="Picture_x0020_30" width="180" /><!--[endif]--></span></a></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Contoh: perkawinan antara dua orang
yang sama-sama bisu tuli<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">P
: bisu tuli x
bisu tuli<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">DDee
ddEE<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">F1 : DdEe =
normal<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">D dan E berada bersama bekerjasama
memunculkan karakter normal. Bila hanya memiliki salah satu gen dominan D atau
E saja, karakter yang muncul adalah bisu tuli.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">P2
: DdEe X DdEe<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">F2
: 9 D-E- : normal<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3
D-uu : bisu tuli<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3
ppE- : bisu tuli<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1
ppuu : bisu tuli<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tautan<o:p></o:p></span></b></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> Tautan dapat terjadi pada kromosom
tubuh maupun kromosom kelamin. Tautan pada kromosom tubuh disebut tautan
autosomal atau tautan non-kelamin. Sedangkan tautan kelamin disebut juga tautan
seks. <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Misal:
AaBbCcDDee, gen A dan B saling bertautan. berapa kemungkinan gamet yang dapat
dibentuk?<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">kemungkinan
gamet yang dapat dibentuk = jumlah kemungkinan gamet/jumlah gen yang tertaut<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; mso-list: l11 level1 lfo15; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tautan Autosomal</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; text-indent: -40.5pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> Tautan autosomal merupakan gen-gen
yang terletak pada kromosom yang sama, tidak dapat bersegregasi secara bebas
dan cenderung diturunkan bersama. Penelitian mengenai tautan dilakukan secara
intensif oleh Thomas Hunt Morgan. Beliau adalah orang pertama yang
menghubungkan suatu gen tertentu dengan kromosom khusus<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; text-indent: -40.5pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
Bukti gen tertaut dapat ditemukan pada Drosophila yang di testcross antara
lalat buah yang dibedakan dalam dua karakter, yaitu warna tubuh dan ukuran
sayap. <o:p></o:p></span></div>
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<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; mso-list: l11 level1 lfo15; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">2.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tautan Kelamin</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; text-indent: 35.45pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Gen tertaut kelamin (sex linked genes) adalah gen yang
terletak pada kromosom kelamin dan sifat yang ditimbulkan gen ini diturunkan
bersama dengan jenis kelamin. Kromosom kelamin terdiri dari kromosom X dan
kromosom Y. Perempuan memiliki susunan XX dan laki-laki XY.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; text-indent: -40.5pt;">
<br /></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
Gen tertaut kromosom X adalah gen yang terdapat pada kromosom X<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
Gen tertaut kromosom Y adalah gen yang terdapat pada kromosom Y<o:p></o:p></span></div>
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<br /></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
Dari setiap persilangan, anak jantan akan menerima kromosom X dari induk
betinanya. Sedangkan anak betina akan menerima kromosom X dari kedua induknya.<o:p></o:p></span></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pindah
Silang</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
Gen-gen yang mengalami tautan pada satu kromosom tidak selalu bersama-sama pada
saat pembentukan gamet melalui pembelahan meiosis. Gen-gen yang tertaut
tersebut dapat mengalami pindah silang. Pindah silang (crossing over) adalah
peristiwa pertukaran gen-gen suatu kromatid dengan gen-gen kromatid homolognya.<o:p></o:p></span></div>
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<br /></div>
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<span lang="IN"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJWIhEJiyhEE7rlaCJ-Y1sc1pQOnkzxbq56Joveng0f6mTUuENd4Km3X7Ye-XxlVrqBwaHWA-2l3WQg1-nYlvAH5JIWdRhzOw9JqbUDOrpCNckjfRipxznP3iU0zw1krIZmqJarGz2jHs/s1600/pindah+silang.jpg"><span lang="EN-US" style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shape
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<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Gen Letal</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
Gen Letal merupakan gen yang menyebabkan kematian bila dalam keadaan homozigot.
Letal dominan disebabkan oleh gen homozigot dominan, sedangkan letal resesif
disebabkan oleh gen homozigot resesif<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiw3qVZKFeLhVsBvJvU3I9xOne8mliDOj0Tv43u6Z9QAFC9a0pZ_h7hCR_7oAMAQi8uexu2JZGJmWFUMdGPEpgshZghAb0ae3skfXUo6lwAsSXrRnlftAqgshB5zHuoCzTucgIbV5OEigE/s1600/gen+letal.jpg"><span lang="EN-US" style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shape
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<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<b><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pewarisan Sifat yang Terpaut dalam Kromosom Seks</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; text-indent: 18.0pt;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Gen yang
bertempat pada kromosom seks disebut gen terpaut seks. Sifat gen yang terpaut
dalam seks sifatnya bergabung dengan jenis kelamin tertentu dan diwariskan
bersama kromosom seks. Umumnya gen terpaut seks terdapat pada kromosom X,
tetapi ada juga yang terpaut pada kromosom Y.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-top: 12.0pt; mso-list: l10 level3 lfo6; tab-stops: list 108.0pt; text-align: justify;"><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Buta warna</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></li>
</ol>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; text-indent: 18.0pt;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Orang yang
menderita buta warna tidak dapat membedakan warna-warna tertentu, buta warna
merah hijau, tidak mampu membedakan warna merah dan hijau. Buta warna ini
dikendalikan oleh gen resesif. Gen ini terpaut dalam kromosom X. Terdapat 5
kemungkinan genotipe, yaitu:</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1) X<sup>C</sup> X<sup>C </sup>: wanita normal</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">2) X<sup>c</sup> X<sup>c</sup> : wanita buta warna</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3) X<sup>C</sup> X<sup>c</sup> : wanita pembawa buta
warna/karier</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">4) X<sup>C</sup> Y : pria normal</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">5) X<sup>c</sup>Y : pria buta warna</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; text-indent: 18.0pt;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Wanita karier
atau pembawa artinya wanita yang secara fenotipe normal tetapi secara genotipe
dia membawa alel sifat resesif untuk buta warna. <i>Coba kalian buat diagram
penurunan sifat, kepada siapa gen buta warna seorang ibu diwariskan. (Ibu buta
warna menikah dengan ayah normal).</i></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<ol start="1" style="margin-top: 0cm;" type="1">
<ol start="2" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-top: 12.0pt; mso-list: l4 level3 lfo7; tab-stops: list 108.0pt; text-align: justify;"><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Hemofilia</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></li>
</ol>
</ol>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; text-indent: 18.0pt;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Hemofilia
merupakan kelainan dimana seseorang darahnya tidak dapat/sulit membeku bila
luka. Luka kecil pun dapat menyebabkan penderita meninggal karena terjadi
pendarahan yang terus-menerus. Gen yang mengendalikan sifat ini adalah gen
resesif dan terpaut dalam kromosom X. Dalam keadaan homozigot resesif gen ini
bersifat letal (menimbulkan kematian). Beberapa kemungkinan susunan genotype adalah:</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1) X<sup>H</sup> X<sup>H</sup> : wanita normal</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">2) X<sup>h</sup> X<sup>h</sup> : wanita hemofilia
bersifat letal</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3) X<sup>H</sup> X<sup>h </sup>: wanita pembawa/karier</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">4) X<sup>H</sup> Y : pria normal</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">5) X<sup>h</sup> Y : pria hemofilia</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Golongan
Darah Manusia</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
</span></b><u><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Golongan Darah Sistem ABO</span></u><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; text-indent: -36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
Penggolongan darah sistem ABO berdasarkan adanya dua macam antigen, yaitu
antigen A dan antigen B serta dua macam antibody, yaitu anti-A dan anti-B.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; text-indent: -36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
Antigen merupakan glikoprotein yang terdapat pada permukaan sel darah merah<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; text-indent: -36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
Antibodi merupakan molekul protein yang dihasilkan oleh sel-B (limfosit-B)
untuk merespon adanya antigen. Antibodi terdapat pada serum atau cairan darah.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify; text-indent: -36.0pt;">
<br /></div>
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<span lang="IN"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcPAI33DNl6JLlRLWah1RN3jVEdFSbLsfrstspGIFQVwufuSkYoHlWWbv867ZJgf_RJ7Q4GlMtw4lukroAylgSVOggQMTa96qsTvfdmg7UKajCsroP8v0BmvQPmE5QcAQOJagPdbRTzJY/s1600/golongan+ABO.jpg"><span lang="EN-US" style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shape
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <u>Golongan
Darah Sistem MN</u><o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
Berbeda dengan penggolongan darah sistem ABO, penggolongan darah sistem
MN berdasarkan adanya perbedaan salah satu jenis antigen glikoprotein. Antigen
glikoprotein ini terdapat pada membran sel darah merah yang disebut glikoforin
A.<o:p></o:p></span></div>
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<span lang="IN"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTaLwdHHENd85DCZ_Hz0hfA6VtB1zz9e4EuYAucC5qnnY8BEBhAI1Zl5r7gd_TGzcoJGQgKXCbbNyeGetJa1iq8p-4UC8D6dy_u-f3MdLyCXB97NQ-rBnAY1WBZr4yAv96Guzdsa3ANeg/s1600/golongan+MN.jpg"><span lang="EN-US" style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shape
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <u>Golongan
Darah Sistem Rhesus</u><o:p></o:p></span></div>
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<br /></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
Sistem <i>Rh </i>membagi golongan darah manusia menjadi dua kelompok
berdasarkan reaksi penggumpalan antara antigen sel darah merah dengan annti
serum <i>Rh.</i> Hasilnya berupa individu dengan golongan <i>Rh</i> positif,
dengan genotip <i>RhRh</i> atau <i>Rhrh</i>, memiliki antigen faktor rhesus di
dalam sel-sel darah merahnya.<o:p></o:p></span></div>
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Sebaliknya individu golongan <i>Rh</i> negatif, dengan genotip <i>rhrh</i>,
tidak memiliki antigen faktor rhesus di dalam sel-sel darah merahnya.<o:p></o:p></span></div>
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<span lang="IN"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTwKT1Zom241eprIHdq9ieYfQcR0vXPiHnGGzjEJK397UwConXvTJK0cwChoUIaWaQDPpinLQ9ItIPF4RLYri0eeDQDgCyvEOSBELEyG4LOsGqB6oKnzeqkGX9WSGoP-q6HOGlzyqzwpE/s1600/golongan+rhesus.jpg"><span lang="EN-US" style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shape
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</v:shape><![endif]--><!--[if !vml]--><img alt="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTwKT1Zom241eprIHdq9ieYfQcR0vXPiHnGGzjEJK397UwConXvTJK0cwChoUIaWaQDPpinLQ9ItIPF4RLYri0eeDQDgCyvEOSBELEyG4LOsGqB6oKnzeqkGX9WSGoP-q6HOGlzyqzwpE/s1600/golongan+rhesus.jpg" border="0" height="111" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image042.jpg" v:shapes="Picture_x0020_17" width="431" /><!--[endif]--></span></a></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
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<br /></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">HUKUM HARDY
- WEINBERG<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Populasi
mendelian yang berukuran besar sangat memungkinkan terjadinya kawin acak
(panmiksia) di antara individu-individu anggotanya. Artinya, tiap individu
memiliki peluang yang sama untuk bertemu dengan individu lain, baik dengan
genotipe yang sama maupun berbeda dengannya. Dengan adanya sistem kawin acak
ini, frekuensi alel akan senantiasa konstan dari generasi ke generasi. Prinsip
ini dirumuskan oleh G.H. Hardy, ahli matematika dari Inggris, dan W.Weinberg,
dokter dari Jerman,. sehingga selanjutnya dikenal sebagai <b>hukum keseimbangan
Hardy-Weinberg</b>.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Di samping
kawin acak, ada persyaratan lain yang harus dipenuhi bagi berlakunya hukum
keseimbangan Hardy-Weinberg, yaitu tidak terjadi migrasi, mutasi, dan seleksi.
Dengan perkatan lain, terjadinya peristiwa-peristiwa ini serta sistem kawin
yang tidak acak akan mengakibatkan perubahan frekuensi alel.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Deduksi terhadap hukum keseimbangan
Hardy-Weinberg meliputi tiga langkah, yaitu :<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">(1) Dari tetua
kepada gamet-gamet yang dihasilkannya<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">(2) Dari
penggabungan gamet-gamet kepada genotipe zigot yang dibentuk<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">(3) Dari genotipe
zigot kepada frekuensi alel pada generasi keturunan.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Secara lebih rinci ketiga langkah
ini dapat dijelaskan sebagai berikut.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kembali kita
misalkan bahwa pada generasi tetua terdapat genotipe AA, Aa, dan aa,
masing-masing dengan frekuensi P, H, dan Q. Sementara itu, frekuensi alel
A adalah p, sedang frekuensi alel a adalah q. Dari populasi generasi tetua ini
akan dihasilkan dua macam gamet, yaitu A dan a. Frekuensi gamet A sama dengan
frekuensi alel A (p). Begitu juga, frekuensi gamet a sama dengan frekuensi alel
a (q).<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dengan
berlangsungnya kawin acak, maka terjadi penggabungan gamet A dan a secara acak
pula. Oleh karena itu, zigot-zigot yang terbentuk akan memilki frekuensi
genotipe sebagai hasil kali frekuensi gamet yang bergabung. Pada Tabel 15.1
terlihat bahwa tiga macam genotipe zigot akan terbentuk, yakni AA, Aa, dan aa,
masing-masing dengan frekuensi p<sup>2</sup>, 2pq, dan q<sup>2</sup>.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tabel 15.1. Pembentukan zigot pada
kawin acak</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
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<tbody>
<tr>
<td colspan="2" rowspan="2" style="padding: 0cm 0cm 0cm 0cm; width: 148.5pt;" valign="top" width="198"></td>
<td colspan="2" style="padding: 0cm 0cm 0cm 0cm; width: 99.0pt;" valign="top" width="132">
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Gamet-gamet Edan frekuensinya<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 0cm 0cm 0cm; width: 36.75pt;" valign="top" width="49">
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">A(p)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 0cm 0cm 0cm; width: 62.25pt;" valign="top" width="83">
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a(q)<o:p></o:p></span></div>
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<td rowspan="2" style="padding: 0cm 0cm 0cm 0cm; width: 99.0pt;" valign="top" width="132">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Gamet-gamet G<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">dan frekuensinya<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 0cm 0cm 0cm; width: 49.5pt;" valign="top" width="66">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">A (p)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 0cm 0cm 0cm; width: 36.75pt;" valign="top" width="49">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">AA(p<sup>2</sup>)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 0cm 0cm 0cm; width: 62.25pt;" valign="top" width="83">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Aa(pq)<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="padding: 0cm 0cm 0cm 0cm; width: 49.5pt;" valign="top" width="66">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a (q)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 0cm 0cm 0cm; width: 36.75pt;" valign="top" width="49">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Aa(pq)<o:p></o:p></span></div>
</td>
<td style="padding: 0cm 0cm 0cm 0cm; width: 62.25pt;" valign="top" width="83">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">aa(q<sup>2</sup>)<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Oleh karena
frekuensi genotipe zigot telah didapatkan, maka frekuensi alel pada populasi
zigot atau populasi generasi keturunan dapat dihitung. Fekuensi alel A = p<sup>2</sup>
+ ½ (2pq) = p<sup>2 </sup>+ pq = p (p + q) = p. Frekuensi alel a = q<sup>2</sup>
+ ½ (2pq) = q<sup>2 </sup>+ pq = q (p + q) = q. Dengan demikian, dapat dilihat
bahwa frekuensi alel pada generasi keturunan sama dengan frekuensi alel pada
generasi tetua.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kita ketahui
bahwa frekuensi <i>gene pool </i>dari generasi ke generasi pada waktu ini
(populasi hipotesis) adalah 0,9 dan 0,1; dan perbandingan genotip adalah 0,81;
0,81; dan 0,01. Dengan angka – angka ini kita akan mendapatkan harga yang sama
pada generasi berikutnya. Hasil yang sama ini akan kita jumpai pada generasi
seterusnya, frekuensi genetis dan perbandingan genotip tidak berubah. Dapat
kita simpulkan bahwa perubahan evolusi tidak terjadi. Hal ini dapat diketahui
oleh <b>Hardy</b> (1908) dari Cambrige University dan <b>Weinberg</b> dari
jerman yang bekerja secara terpisah. <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Secara singkat dikatakan di dalam
rumus Hardy-Weinberg<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<i><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">“Di bawah suatu kondisi yang stabil,
baik frekuensi gen maupun perbandingan genotip akan tetap (konstan) dari
generasi ke generasi pada populasi yang berbiak secara seksual”</span></i><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kondisi yang Diperlukan untuk
Keseimbangan Genetis</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Perlu
diteliti apakah yang dimaksud dengan kondisi pada hokum Hardy – Weinberg,
sehingga menyebabkan <i>gene pool </i>dari suatu populasi berada di dalam
keseimbangan genetis. Kondisi tersebut digambarkan sebagai berikut:<o:p></o:p></span></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-list: l6 level1 lfo8; mso-margin-bottom-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Populasi harus cukup besar, sehingga suatu faktor
kebetulan saja tidak mungkin mengubah frekuensi genetis secara berarti.<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-list: l6 level1 lfo8; mso-margin-bottom-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Mutasi tidak boleh terjadi, atau harus terjadi
keseimbangan secara mutasi.<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-list: l6 level1 lfo8; mso-margin-bottom-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Harus tidak terjadi emigrasi dan imigrasi.<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-list: l6 level1 lfo8; mso-margin-bottom-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Reproduksi harus sama sekali sembarang (random).<o:p></o:p></span></li>
</ul>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Secara
teoritis, suatu populasi harus begitu besar sehingga dapat dianggap bukan
merupakan faktor penyebab dari perubahan frekuensi genetis. Dalam kenyataan,
tidaklah ada populasi yang besarnya tidak terbatas, tetapi beberapa populasi
alami dapat cukup besar sehingga perubahan sedikit saja tidak cukup menjadi
penyebab dari perubahan yang berarti pada frekuensi genetis <i>gene pool </i>mereka.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Suatu
populasi produktif yang terdiri lebih dari 10.000 anggota yang dapat berbiak,
mempunyai kemungkinan besar tidak dipengaruhi secara berarti oleh perubahan
sembarang, yang dapat menuju kepada lenyapnya suatu alel dari <i>gene pool, </i>meskipun
alel itu merupakan alel superior. Di dalam populasi yang demikian, ternyata
hanya terdapat sangat kecil alel yang mempunyai frekuensi antara, rupanya semua
alel itu mempunyai kecenderungan untuk hilang dengan segera atau tertahan
sebagai satu – satunya alel yang ada. Dengan perkataan lain, populasi kecil
mempunyai kecenderungan besar untuk menjadi homozigot, sedangkan populasi besar
cenderung untuk lebih bermacam – macam.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 1.0cm;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Jadi suatu
kesempatan dapat menyebabkan perubahan evolusi di dalam populasi kecil, tetapi
perubahan ini kadang – kadang disebut juga <i>genetic drift </i>atau pergeseran
genetis tidak dipengaruhi secara besar oleh adaptivitas relative dari berbagai
gen. Hal ini disebut sebagai evolusi pertengahan (<i>intermediate evolution</i>).
Syarat kedua bagi keseimbangan mutasi mungkin tidak dijumpai pada suatu
populasi.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-top: 12.0pt; mso-add-space: auto; mso-list: l8 level1 lfo16; mso-margin-bottom-alt: auto; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Mutasi maju<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Mutasi
selalu terjadi, tidak ada suatu cara apapun untuk mencegahnya. Hampir semua gen
mungkin mengalami mutasi sekali pada 50.000 sampai 10.000 pembelahan, kecepatan
mutasi pada berbagai macam gen berbeda. Sangat jarang mutasi alel dengan sifat
sama dapat sampai mencapai keseimbangan. Jadi jumlah mutasi maju jarang sekali
sama dengan mutasi balik di dalam suatu kesatuan waktu. Contoh mutasi alel A ke
alel a adalah mutasi maju, sedangkan mutasi dari a ke A adalah mutasi mundur.<o:p></o:p></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-top: 12.0pt; mso-add-space: auto; mso-list: l8 level1 lfo16; mso-margin-bottom-alt: auto; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">b.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Mutasi
mundur<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kecepatan
dari kedua mutasi ini jarang sekali akan terjadi dalam keadaan yang sama - sama
betul sama, salah satu mutasi yang akan terjadi lebih sering. Tekanan mutasi
ini akan cenderung untuk menyebabkan pergeseran perlahan – lahan pada frekuensi
genetis di dalam populasi. Alel yang lebih stabil akan cenderung untuk
bertambah frekuensinya, sedangkan alel yang mudah bermutasi akan cenderung
untuk berkurang frekuensinya, kecuali kalau ada faktor lain yang mengubah
tekanan mutasi ini. Meskipun tekanan mutasi selalu ada, tetapi mungkin sekali
bahwa ini merupakan faktor utama yang dapat menghasilkan perubahan pada
frekuensi genetis di dalam suatu populasi. Mutasi berjalan begitu lambat
sehingga kalau bereaksi secara tunggal akan membutuhkan waktu yang lama sekali
untuk menimbulkan suatu perubahan yang nyata (kecuali dalam hal poliploid).
Mutasi terjadi secara sembarang (random) dan seringkali cenderung untuk
mengarah pada jurusan yang berbeda dari faktor – faktor lain yang menyebabkan
organism sesungguhnya harus berevolusi.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 18.0pt;">
<i><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Mutasi
mempertinggi variabilitas sehingga dengan demikian merupakan bahan (raw
material) yang segera ada untuk evolusi, tetapi jarang menentukan arah atau
sifat dari perubahan evolusi.</span></i><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kalau <i>gene
pool </i>harus dalam keadaan seimbang, sudah barang tentu imigrasi dari
populasi lain tidak boleh terjadi kalau hal ini akan menyebabkan terjadinya
pemasukan gen baru. Hilangnya <i>gene pool </i>secara emigrasi harus tidak
boleh terjadi. sebagian besar populasi alami mungkin paling sedikit mengalami
migrasi genetis di dalam jumlah yang sangat kecil, dan faktor ini menambah
terjadinya variasi yang cenderung untuk mengacaukan keseimbangan
Hardy-Weinberg. Sangat disangsikan akan adanya suatu populasi yang bebas dari
migrasi genetis dan pada beberapa kejadian dimana migrasi genetis terjadi, hal
ini terjadi begitu kecil sehingga dapat diabaikan sebagai faktor yang
menyebabkan pergeseran frekuensi genetis. Itulah sebabnya dapat kita simpulkan
bahwa syarat ketiga untuk keseimbangan genetis kadang – kadang terjadi di alam.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kondisi
untuk keseimbangan genetis di dalam populasi adalah perkembangbiakan atau
reproduksi yang random. Reproduksi atau perkembangbiakan tidak hanya
bertanggung jawab atas kelangsungan reproduksi dari suatu populasi. Seleksi
pasangan, efisiensi dan frekuensi proses perkawinan, fertilitas, jumlah zigot yang
terjadi pada setiap perkawinan, prosentase zigot yang menuju kea rah
pertumbuhan embrio dan kelahiran berhasil, kemampuan hidup keturunan sampai
mencapai umur berbiak. Hal tersebut mempunyai pengaruh langsung pada
keturunannya dalam arti keselamatan atau efisiensi dari reproduksi. Bila
reproduksi merupakan sesuatu yang sama sekali random, maka semua faktor yang
mempengaruhi harus random, yakni tidak terganggu dari genotip.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Keadaan
tersebut di atas mungkin tidak dijumpai pada suatu populasi. Faktor – faktor
tersebut mungkin selalu berhubungan dengan genotip, yakni genotip dari
organisme yang mempengaruhi pasangannya dan semua hal yang disebutkan di atas.
Secara singkat dapat dikatakan bahwa tidak ada aspek reproduksi yang sama
sekali tidak mempunyai hubungan dengan genotip.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Reproduksi
tidak sembarang (nonrandom) adalah hokum umum. Reproduksi di dalam arti luas
adalah seleksi alam. Jadi seleksi selalu bekerja pada semua populasi. Sehingga
kalau kita simpulkan, empat kondisi yang diperlukan untuk keseimbangan genetis
yang diusulkan oleh hokum Hardy-Weinberg adalah:<o:p></o:p></span></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-list: l16 level1 lfo9; mso-margin-bottom-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Ditemukan pada populasi besar.<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-list: l16 level1 lfo9; mso-margin-bottom-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tidak pernah dijumpai mutasi.<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-list: l16 level1 lfo9; mso-margin-bottom-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanpa migrasi.<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-list: l16 level1 lfo9; mso-margin-bottom-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Reproduksi random tidak pernah dijumpai.<o:p></o:p></span></li>
</ul>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Suatu keseimbangan yang lengkap di
dalam <i>gene pool </i>tidak pernah dijumpai, perubahan secara evolusi adalah
sifat – sifat fundamental dari kehidupan suatu populasi.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Peranan Seleksi Alam</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Setelah
ditemukan daya antibiotik dari penisilin, kemudian diketahui pula bahwa suatu
bakteri yang disebut <i>Staphylococcus aureus </i>dapat dengan cepat tumbuh
resistan terhadap antibiotic tersebut. Akan dibutuhkan dosis yang lebih tinggi
lagi untuk membunuh bakteri tersebut, jadi nyatalah bahwa di bawah pengaruh
seleksi penisilin yang kuat, maka populasi bakteri mengalami perubahan secara evolusi.
Fenomena ini telah diselidiki secara mendalam di laboratorium secara
eksperimental. Pada eksperimen tersebut menujukkan, kultur dari berjuta – juta
bakteri mati, dan hanya beberapa yang dapat hidup terus. Kalau sisa bakteri
yang hidup ini dikenai penisilin dari dosis yang sama, maka hampir semua
bakteri dapat hidup.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Gen untuk
kekebalan mungkin telah ada pada populasi sebelum percobaan di atas dimulai,
dan antibiotic hanyalah membunuh bakteri yang tidak mempunyai gen ini, yang
ditinggalkan hanyalah bakteri yang mempunyai gen kekebalan. Dengan perkataan
lain, penisilin mungkin hanya melakukan suatu tekanan seleksi yang kuat
terhadap gen yang tidak kebal, sehingga menyebabkan adanya pergeseran besar
pada frekuensi tersebut.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dari
beberapa percobaan diketahui bahwa keterangan pertama rupanya benar. Obat ini
tidak menyebabkan adanya mutasi untuk kekebalan, hanya mengadakan seleksi
terhadap bakteri yang tidak kebal. Beberapa gen yang menentukan jalan
metabolism yang menyebabkan resistensi terhadap penisilin sudah ada di dalam
kebanyakan populasi pada frekuensi rendah yang muncul mula – mula sekali
sebagai hasil mutasi sembarang. Seandainya gen semacam itu belum ada pada
populasi yang terkena penisilin, tidak akan ada sel dari populasi yang dapat
hidup dan populasi tersebut akan tersapu bersih.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Hal tersebut
di atas, tidak berarti bahwa mutasi baru tidak dapat memperbaiki kekebalan,
malahan seleksi terus menerus oleh penisilin biasanya menuju ke arah penambahan
resistensi secara gradual. Hal ini sudah hampir dipastikan sebagai hasil dari
mutasi. Tetapi mutasi tidak dihasilkan oleh kondisi sama yang menyeleksi gen
mutan yang telah timbul.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Keuntungan
mutasi pada suatu keadaan keliling yang mengandung penisilin dapat timbul
sewaktu obat itu dimasukkan sebagai hal yang terjadi secara kebetulan. Sebab
mutasi yang serupa dapat juga timbul meskipun penisilin tidak ada. Evolusi
resistensi obat pada bakteri tidak dapat disamakan seluruhnya pada evolusi
organisme biparental, sebab seleksi yang hebat dapat mengubah frekuensi genetis
lebih cepat pada organism haploid aseksual daripada organisme biparental.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Rekombinasi
yang terjadi pada setiap generasi pada spesies biparental sering menimbulkan
kembali genotip yang hilang pada generasi sebelumnya. Hal ini tidak akan
terjadi pada organisme aseksual. Tetapi bagaimanapun juga, suatu tekanan
seleksi yang sangat kecil dapat menimbulkan suatu pergeseran besar pada
frekuensi gen suatu populasi biparental kalau jangka waktunya mencapai 50.000
tahun (meskipun waktu ini relative sangat pendek). Hal tersebut pernah
diperhitungkan <b>Haldane </b>bahwa jika suatu alel dominan yang memperkuat
suatu individu dibawa oleh satu bagian dari 1000 (misalnya 1000 individu dari
AA yang dapat hidup dan berbiak untuk alel dominan dapat bertambah dari alel
resesif).<o:p></o:p></span></div>
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span>
<br />
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: center; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">BAB III<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-margin-bottom-alt: auto; text-align: center; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">PENUTUP<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 0cm; margin-top: 12.0pt; mso-add-space: auto; mso-list: l0 level1 lfo17; mso-margin-bottom-alt: auto; text-indent: 0cm;">
<!--[if !supportLists]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">A.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kesimpulan<o:p></o:p></span></div>
<br />
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-top: 12.0pt; mso-add-space: auto; mso-margin-bottom-alt: auto;">
<a href="" name="_GoBack"></a><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Genetika
adalah </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">bidang sains yang mempelajari
pewarisansifatdan variasiyang diwariskan.Teori pewarisan sifat ataubiasa
disebut hukum heraditas pertamakalidicetuskanoleh Gregor Johann Mendel.Didalam
genetika terbagi menjadi beberapa bagian yaitu kromosom, DNA,dan RNA. Genetika
saling berkaitan satu sama lainnya.</span><em><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></em></div>
Anonymoushttp://www.blogger.com/profile/17323859818272095055noreply@blogger.com1tag:blogger.com,1999:blog-822080518799135620.post-47229657294449549882013-10-11T21:33:00.001-07:002013-10-14T22:00:22.760-07:00kumpulan materi Fisika Dasar 1berikut adalah kumpulan materi fisika dasar 1,....<br />
langsung aja download filenya <a href="http://download1336.mediafire.com/ly6xnylkq78g/1edc3azyh059766/Materi+Fisika.rar" target="_blank">disini</a>Anonymoushttp://www.blogger.com/profile/17323859818272095055noreply@blogger.com0tag:blogger.com,1999:blog-822080518799135620.post-26897046362010198662013-10-11T01:41:00.001-07:002013-10-11T01:53:13.927-07:00IDM full patch freebagi sobat2 yang mau install idm patch gampang ko',,, ikuti aja langkah2 dibawah ini..<br />
install idm nya, buka pacth nya, masukan nama 2 kali, done<br />
silakan langsung aja di download IDMnya <a href="http://www.mediafire.com/download/x0c0ah6ri3562zc/IDM_6.12_Final_Build_23_Full.zip" target="_blank">Disini</a>Anonymoushttp://www.blogger.com/profile/17323859818272095055noreply@blogger.com0tag:blogger.com,1999:blog-822080518799135620.post-23378721808762752832013-10-11T01:33:00.000-07:002013-10-11T01:46:58.634-07:00Menyembunyikan File Didalam File Gambar JPG <h1 style="font-family: 'Lucida Grande', Verdana, 'Lucida Sans Regular', 'Lucida Sans Unicode', Arial, Verdana, sans-serif;">
Menyembunyikan File Didalam File Gambar JPG<span style="font-size: 10px;"> </span></h1>
<div style="font-family: 'Lucida Grande', Verdana, 'Lucida Sans Regular', 'Lucida Sans Unicode', Arial, Verdana, sans-serif; font-size: 12px;">
<a href="http://blog.fastncheap.com/menyembunyikan-file-didalam-file-gambar-jpg/" style="color: #2255aa; text-decoration: none;"><img alt="Menyembunyikan File Didalam File Gambar JPG" class="alignleft size-full wp-image-3772" height="186" src="http://blog.fastncheap.com/wp-content/uploads/2010/09/hidden-files.jpg" style="border: none; display: inline; float: left; margin: 0px 10px 10px 0px; padding: 0px;" title="Menyembunyikan File Didalam File Gambar JPG" width="275" /></a>Jika ingin menyembunyikan file (<em>hidden file</em>) pada hard disk drive, anda mungkin telah membaca banyak artikel bagaimana cara menyembunyikan sebuah file. Metode yang digunakan diantaranta adalah dengan cara merubah <em>attribute </em>suatu file agar file tersebut tidak terlihat secara kasat mata. Selain merubah <em>attribute </em>file, ada banyak cara yang bisa digunakan untuk menyembunyikan file mengenkripsi data, membuat password file dan beragam cara lainnya.</div>
<div style="font-family: 'Lucida Grande', Verdana, 'Lucida Sans Regular', 'Lucida Sans Unicode', Arial, Verdana, sans-serif; font-size: 12px;">
Diantara banyak cara tersebut, ada cara yang mungkin tidak pernah anda bayangkan sebelumnya yaitu <a href="http://blog.fastncheap.com/menyembunyikan-file-didalam-file-gambar-jpg/" style="color: #2255aa; text-decoration: none;">menyembunyikan file di dalam sebuah gambar berformat JPG</a>. Tips ini merupakan tips sederhana karena hanya memerlukan sebuah aplikasi untuk mengkompress file seperti <strong>WinZip</strong>, <strong>WinRar </strong>atau <strong>7Zip </strong>dan sebuah <strong>DOS Command</strong> dari sistem operasi <a href="http://blog.fastncheap.com/tag/windows/" style="color: #2255aa; text-decoration: none;">Windows</a>.<span id="more-3768"></span></div>
<div style="font-family: 'Lucida Grande', Verdana, 'Lucida Sans Regular', 'Lucida Sans Unicode', Arial, Verdana, sans-serif; font-size: 12px;">
Anda dapat menyembunyikan berbagai macam file, mulai dari file text, music, video, gambar atau file lain. Nilai lebihnya, anda tidak perlu lagi terganggu dengan enkripsi, code program dan hal teknis yang lain.</div>
<div style="font-family: 'Lucida Grande', Verdana, 'Lucida Sans Regular', 'Lucida Sans Unicode', Arial, Verdana, sans-serif; font-size: 12px;">
Sebagai contoh, sekarang kita coba praktekkan bagaimana menyembunyikan file dalam sebuah gambar <strong>JPG </strong>dengan menggunakan aplikasi <strong>7Zip </strong>dan <strong>DOS Command</strong>.</div>
<ul style="font-family: 'Lucida Grande', Verdana, 'Lucida Sans Regular', 'Lucida Sans Unicode', Arial, Verdana, sans-serif; font-size: 12px;">
<li>Buat sebuah folder pada <strong>drive D</strong> dengan nama <strong>test</strong> (Nama folder test hanya sebagai contoh, anda dapat menggantinya dengan nama yang anda inginkan).</li>
<li>Copy semua file yang ingin kita sembunyikan dan copy sebuah <strong>file gambar</strong> berformat <strong>JPG</strong> pada folder yang baru saja kita buat.</li>
<li>Perhatikan ukuran asli <strong>file-gambar.jpg</strong>.<br /><img alt="Ukuran asli file Gambar" class="alignnone size-full wp-image-3777" height="161" src="http://blog.fastncheap.com/wp-content/uploads/2010/09/original-file-jpg-size.png" style="border: 1px solid black; display: inline; margin: 0px 0px 10px; padding: 0px;" title="Ukuran asli file Gambar" width="506" /></li>
<li>Drag semua file kecuali file gambar, klik kanan file tersebut dan buat archive dari file-file tersebut. Pada contoh, kami menggunakan aplikasi <strong>7Zip </strong>dan mengkompressnya dalam bentuk <strong>ZIP</strong> dengan nama <strong>test.zip</strong>. Jika diinginkan, anda bisa mengkompress dalam bentuk lain seperti <strong>RAR </strong>yang merupakan default dari <strong>WinRAR</strong>.<br /><img alt="Add to Zip menggunakan aplikasi 7Zip" class="size-full wp-image-3773 alignnone" height="460" src="http://blog.fastncheap.com/wp-content/uploads/2010/09/add-to-zip.png" style="border: 1px solid black; display: inline; margin: 0px 0px 10px; padding: 0px;" title="Add to Zip menggunakan aplikasi 7Zip" width="465" /></li>
<li>Sekarang, ini bagian yang paling menyenangkan! Buka DOS Command dengan cara klik tombol <strong>Start</strong>, <strong>Run</strong>, kemudian ketik <strong>CMD</strong> dan tekan tombol <strong>enter</strong>.<br /><img alt="Start, Run dan ketik CMD kemudian tekan tombol OK" class="alignnone size-full wp-image-3774" height="186" src="http://blog.fastncheap.com/wp-content/uploads/2010/09/run-cmd.png" style="display: inline; margin: 0px 0px 10px; padding: 0px;" title="Start, Run dan ketik CMD kemudian tekan tombol OK" width="347" /></li>
<li>Ketik <strong>D:</strong> kemudian tekan tombol <strong>enter</strong>.</li>
<li>Masuk ke direktori yang telah kita buat dengan cara ketik <strong>cd test</strong>, kemudian tekan tombol <strong>enter</strong>.<br /><img alt="copy /b file-gambar.jpg + test.zip file-gambar.jpg" class="alignnone size-full wp-image-3775" height="259" src="http://blog.fastncheap.com/wp-content/uploads/2010/09/cmd-copy.png" style="display: inline; margin: 0px 0px 10px; padding: 0px;" title="copy /b file-gambar.jpg + test.zip file-gambar.jpg" width="557" /></li>
<li>Ketik <strong>copy /b file-gambar.jpg + test.zip file-gambar.jpg</strong> dan kemudian tekan <strong>enter</strong>.</li>
<li>Lihat kembali folder <strong>test </strong>dan lihat kapasitas <strong>file-gambar.jpg</strong> yang sebelumnya hanya berkisar 6.05 KB sekarang menjadi 6.15 MB. Hal tersebut menunjukkan kalauu <strong>file-text.txt</strong> dan <strong>file-mp3.mp3</strong> sudah ada di dalam <strong>file-gambar.jpg</strong>.<br /><img alt="Kapasitas file yang berubah menjadi lebih besar setelah digabung dengan file lain" class="alignnone size-full wp-image-3776" height="161" src="http://blog.fastncheap.com/wp-content/uploads/2010/09/file-jpg-size.png" style="border: 1px solid black; display: inline; margin: 0px 0px 10px; padding: 0px;" title="Kapasitas file yang berubah menjadi lebih besar setelah digabung dengan file lain" width="506" /></li>
<li>Sekarang, coba anda buka <strong>file-gambar.jpg</strong> dengan menggunakan aplikasi <strong>7Zip</strong>.<br /><img alt="Membuka file gambar dengan aplikasi ZIP" class="alignnone size-full wp-image-3778" height="416" src="http://blog.fastncheap.com/wp-content/uploads/2010/09/open-with-7zip.png" style="border: 1px solid black; display: inline; margin: 0px 0px 10px; padding: 0px;" title="Membuka file gambar dengan aplikasi ZIP" width="465" /></li>
<li>Anda dapat melihat didalam file tersebut terdapat dua file yang merupakan bagian lain dari gambar. Untuk kembali melihat isi file, anda bisa mengkstrak ke folder lain dan membuka isinya.<br /><img alt="List file ZIP" class="alignnone size-full wp-image-3779" height="229" src="http://blog.fastncheap.com/wp-content/uploads/2010/09/list-file.png" style="display: inline; margin: 0px 0px 10px; padding: 0px;" title="List file ZIP" width="468" /></li>
</ul>
<div style="font-family: 'Lucida Grande', Verdana, 'Lucida Sans Regular', 'Lucida Sans Unicode', Arial, Verdana, sans-serif; font-size: 12px;">
Jika menggunakannya untuk menyembunyikan file dengan kapasitas yang besar seperti video atau music, kemungkinan orang lain akan curiga karena ada kejanggalan dengan kapasitas yang terlalu besar untuk sebuah file JPG. Metode ini akan sangat efektif jika ingin menyembunyikan file text yang biasanya mempunyai kapasitas yang lebih kecil dari file lain.</div>
<div style="font-family: 'Lucida Grande', Verdana, 'Lucida Sans Regular', 'Lucida Sans Unicode', Arial, Verdana, sans-serif; font-size: 12px;">
<span style="text-decoration: underline;"><strong>Kesimpulan!</strong></span></div>
<div style="font-family: 'Lucida Grande', Verdana, 'Lucida Sans Regular', 'Lucida Sans Unicode', Arial, Verdana, sans-serif; font-size: 12px;">
Sekarang, tanpa program enkripsi sekalipun, anda bisa menyembunyikan file tanpa harus ketahuan orang lain. Metode ini juga dapat anda gunakan saat mengirim file “<em><strong>rahasia</strong></em>” ke orang lain melalui email dengan menyertakannya dalam file attachment.</div>
<span style="font-family: 'Lucida Grande', Verdana, 'Lucida Sans Regular', 'Lucida Sans Unicode', Arial, Verdana, sans-serif; font-size: 12px;"><br /></span>Anonymoushttp://www.blogger.com/profile/17323859818272095055noreply@blogger.com0tag:blogger.com,1999:blog-822080518799135620.post-19516785835775582372013-10-11T00:49:00.002-07:002013-10-14T21:59:34.227-07:00laporan praktikum gaya gesek<div align="center" class="MsoNormal" style="margin-bottom: 14.5pt; text-align: center;">
<span style="background-color: white; color: red; font-size: 16pt;">LAPORAN PRAKTIKUM FISIKA
DASAR I<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="margin-bottom: 14.5pt; text-align: center;">
<span style="background-color: white; color: red;"><span style="font-size: 16pt;">PERCOBAAN GAYA GESEK<br />
<br />
</span><br />
DOSEN PEMBIMBING : DRS. Edy soepramono M.SI<br />
<!--[if !supportLineBreakNewLine]--><br />
<!--[endif]--><o:p></o:p></span></div>
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<span style="background-color: white; color: red;"><br />
<br />
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<br />
DISUSUN OLEH :<br />
<br />
FATHURRAHMAN/120321419927<span style="font-size: 16pt;"><br />
<br />
JURUSAN FISIKA <o:p></o:p></span></span></div>
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<span style="background-color: white; color: red; font-size: 16pt;">FAKULTAS
MATEMATIKA DAN ILMU PENGETAHUA ALAM<o:p></o:p></span></div>
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<span style="background-color: white; color: red; font-size: 16pt;">UNIVERSITAS
NEGERI MALANG<br />
2012<o:p></o:p></span></div>
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<span style="background-color: white; color: red;">PERCOBAAN<br />
GAYA GESEKAN<br />
<br />
<b><i>Dasar Teori : </i></b>Gaya gesek adalah gaya yang berarah melawan
gerak benda atau arah kecenderungan benda akan bergerak. Gaya gesek muncul
apabila dua buah benda bersentuhan. Benda-benda yang dimaksud di sini tidak
harus berbentuk padat, melainkan dapat pula berbentuk cair, ataupun gas. Gaya gesek
antara dua buah benda padat misalnya adalah gaya gesek statis dan kinetis,
sedangkan gaya antara benda padat dan cairan serta gas adalah gaya Stokes.<br />
Secara umum gaya gesek dapat dituliskan sebagai suatu ekspansi deret, yaitu di
mana suku pertama adalah gaya gesek yang dikenal sebagai gaya gesek statis dan
kinetis, sedangkan suku kedua dan ketiga adalah gaya gesek pada benda dalam
fluida.<br />
Gaya gesek dapat merugikan atau bermanfaat. Panas pada poros yang berputar,
engsel pintu yang berderit, dan sepatu yang aus adalah contoh kerugian yang
disebabkan oleh gaya gesek. Akan tetapi tanpa gaya gesek manusia tidak dapat
berpindah tempat karena gerakan kakinya hanya akan menggelincir di atas lantai.
Tanpa adanya gaya gesek antara ban mobil dengan jalan, mobil hanya akan slip
dan tidak membuat mobil dapat bergerak. Tanpa adanya gaya gesek juga tidak
dapat tercipta parasut.<br />
<br />
<b><i>Asal gaya gesek</i></b><br />
Gaya gesek merupakan akumulasi interaksi mikro antar kedua permukaan yang
saling bersentuhan. Gaya-gaya yang bekerja antara lain adalah gaya
elektrostatik pada masing-masing permukaan. Dulu diyakini bahwa permukaan yang
halus akan menyebabkan gaya gesek (atau tepatnya koefisien gaya gesek) menjadi
lebih kecil nilainya dibandingkan dengan permukaan yang kasar, akan tetapi
dewasa ini tidak lagi demikian. Konstruksi mikro (nano tepatnya) pada permukaan
benda dapat menyebabkan gesekan menjadi minimum, bahkan cairan tidak lagi dapat
membasahinya (efek lotus).<br />
Jenis-jenis gaya gesek<br />
Terdapat dua jenis gaya gesek antara dua buah benda yang padat saling bergerak
lurus, yaitu gaya gesek statis dan gaya gesek kinetis, yang dibedakan antara
titik-titik sentuh antara kedua permukaan yang tetap atau saling berganti
(menggeser). Untuk benda yang dapat menggelinding, terdapat pula jenis gaya gesek
lain yang disebut gaya gesek menggelinding (rolling friction). Untuk benda yang
berputar tegak lurus pada permukaan atau ber-spin, terdapat pula gaya gesek
spin (spin friction). Gaya gesek antara benda padat dan fluida disebut sebagai
gaya Coriolis-Stokes atau gaya viskos (viscous force).<o:p></o:p></span></div>
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<span style="background-color: white; color: red;"><b><br />
Gaya Gesek Statis</b><br />
<b><i>Gaya gesek statis</i></b> adalah gesekan antara dua benda padat yang
tidak bergerak relatif satu sama lainnya. Seperti contoh, gesekan statis dapat
mencegah benda meluncur ke bawah pada bidang miring. Koefisien gesek statis
umumnya dinotasikan dengan μs, dan pada umumnya lebih besar dari koefisien
gesek kinetis.<br />
Gaya gesek statis dihasilkan dari sebuah gaya yang diaplikasikan tepat sebelum
benda tersebut bergerak. Gaya gesekan maksimum antara dua permukaan sebelum
gerakan terjadi adalah hasil dari koefisien gesek statis dikalikan dengan gaya
normal f = μs Fn. Ketika tidak ada gerakan yang terjadi, gaya gesek dapat
memiliki nilai dari nol hingga gaya gesek maksimum. Setiap gaya yang lebih
kecil dari gaya gesek maksimum yang berusaha untuk menggerakkan salah satu
benda akan dilawan oleh gaya gesekan yang setara dengan besar gaya tersebut
namun berlawanan arah. Setiap gaya yang lebih besar dari gaya gesek maksimum
akan menyebabkan gerakan terjadi. Setelah gerakan terjadi, gaya gesekan statis
tidak lagi dapat digunakan untuk menggambarkan kinetika benda, sehingga
digunakan gaya gesek kinetis.<br />
<br />
<b>Gaya Gesek Kinetis<i> </i></b> <br />
Gaya gesek kinetis (atau dinamis) terjadi ketika dua benda bergerak relatif
satu sama lainnya dan saling bergesekan. Koefisien gesek kinetis umumnya
dinotasikan dengan μk dan pada umumnya selalu lebih kecil dari gaya gesek
statis untuk material yang sama.<br />
Tujuan :<br />
1. untuk mengetahui hubungan gerak benda dengan
penampang <br />
permukaan<br />
2. untuk menentukan koefisien gesek<br />
3. untuk menentukan percepatan gerak benda<br />
<br />
Alat dan Bahan :<br />
1. set papan luncur<br />
2. beban ( yang massanya beraneka ragam )<br />
3. benang<br />
4. busur<br />
5. pencatat waktu<br />
6. serbuk tepung<br />
7. Neraca<br />
<br />
Langkah Kerja :<br />
A. Menentukan Koefisien gesek statis<br />
1. siapkan papan luncur seperti gambar:<br />
2. tarik pegas perlahan – lahan dan amati besarnya gaya tarik
pada<br />
pegas hingga benda tepat akan bergerak, catat berapa besar gaya<br />
tarik tepat saat benda akan bergerak<br />
3. ulangi hingga 3 X<br />
4. ulangi langkah 1 – 3 untuk permukaan benda yang lain<br />
5. hitunglah koefisien gesek statisnya<br />
B. Menentukan Koefisien gesek Kinetis<br />
1. siap alat seperti gambar , dengan massa benda yang
berbeda.<br />
Upayakan M2 > M1<br />
2. ukur tinggi M2 dari tanah, dan siapkan pencatat waktu<br />
3. lepasakan M2 hingga jatuh, dan catat waktu jatuhnya<br />
4. ulangi langkah 1 – 3 hingga 3 x<br />
5. ulangi langkah 1 – 4 untuk permukaan yang lain<br />
6. anda boleh mencoba dengan sudut yang diubah – ubah<br />
7 masukkan hasil pengamatan kedalam tabel berikut:<br />
<br />
Data Pengamatan :<br />
<br />
Massa : 200 gr =200 x 10-3 =0,2 kg<br />
<br />
Tabel 2<br />
Permukaan M1 M2
Tinggi t (waktu jatuh) Koofisien
gesekan Rata-rata koefisien gesek
Kesimpulan<br />
1<br />
(Kayu) 250 gr 290 gr 61
cm 0,43 s 0,9
<br />
52
cm 0,50 s
<br />
34
cm 0,39 s
<br />
2<br />
(Kertas Koran) 58
cm 0,61 s 0,37
0,57 <br />
52
cm 0,58 s 0,35
<br />
24
cm 0,26s 1
<br />
3<br />
(Kertas Koran + Tepung)
58 cm 0,77s 0,1
0,37 <br />
32
cm 0,43 s 0,4
<br />
29
cm 0,37 s 0,6
<br />
<br />
PEMBAHASAN<br />
Tabel 1<br />
Permukaan 1( kayu)<br />
1. Fs = μs x N 2.
Fs = μs x N 3. Fs = μs x N
<br />
μs = μs =
μs = <br />
= =
= <br />
= =
= <br />
= =
=
<br />
= 0,4 =
0,3 = 0,3<br />
<br />
Rata-rata μs = = = 0,3<br />
Permukaan 2 (Kertas Koran)<br />
1. Fs = μs x N 2.
Fs = μs x N 3. Fs = μs x N
<br />
μs = μs =
μs = <br />
= =
= <br />
= =
= <br />
= =
=
<br />
= 0,4 =
0,45 = 0,4<br />
Rata-rata μs = = = 0,4<br />
Permukaan 3 (Kertas Koran + tepung)<br />
1. Fs = μs x N 2.
Fs = μs x N 3. Fs = μs x N
<br />
μs = μs =
μs = <br />
= =
= <br />
= =
= <br />
= =
=
<br />
= 0,4 =
0,6 = 0,55<br />
Rata-rata μs = = = 0,5<br />
<br />
Tabel 2<br />
<br />
m1 T<br />
l<br />
m2<br />
w<br />
1.PERMUKAAN KAYU<br />
No. Kecepatan ( V ) Percepatan( a
) fs μs<br />
1. V =<br />
=<br />
=<br />
= 3,49 m/s<br />
Vt = v0 + at<br />
a =<br />
=<br />
=<br />
= <br />
= 8,12 m/s2 Fs = w2 – w1 sin - (m1 +
m2) a<br />
= m2 x g - m1 x g sin - (m1 + m2) a<br />
= 0,29 x 10 – 0,25 x 10 sin 18 - ( 0,29 + 0,25 ) 8,12<br />
= 2,9 – 2,5 x 0,3 – 0,54 x 8,12<br />
= 2,9 – 0,77 – 4,38<br />
= -2,25 Fs = μs x N<br />
Fs = μs s x w cos<br />
μs =<br />
μs =<br />
=<br />
=<br />
= 0,9<br />
2. V =<br />
=<br />
=<br />
= 3,2 m/s<br />
Vt = v0 + at<br />
a =<br />
=<br />
=<br />
= <br />
= 6,4 m/s2 Fs = w2 – w1 sin - (m1 +
m2) a<br />
= m2 x g - m1 x g sin - (m1 + m2) a<br />
= 0,29 x 10 – 0,25 x 10 sin 18 - ( 0,29 + 0,25 ) 6,4<br />
= 2,9 – 2,5 x 0,3 – 0,54 x 6,4<br />
= 2,9 – 0,77 – 3,46<br />
= -1,33 Fs = μs x N<br />
Fs = μs s x w cos<br />
μs =<br />
μs =<br />
=<br />
=<br />
= 0,6<br />
3. V =<br />
=<br />
=<br />
= 2,6 m/s<br />
Vt = v0 + at<br />
a =<br />
=<br />
=<br />
= <br />
= 6,67 m/s2 Fs = w2 – w1 sin - (m1 +
m2) a<br />
= m2 x g - m1 x g sin - (m1 + m2) a<br />
= 0,29 x 10 – 0,25 x 10 sin 18 - ( 0,29 + 0,25 ) 6,67<br />
= 2,9 – 2,5 x 0,3 – 0,54 x 6,67<br />
= 2,9 – 0,77 – 3,6<br />
= -1,47 Fs = μs x N<br />
Fs = μs s x w cos<br />
μs =<br />
μs =<br />
=<br />
=<br />
= 0,6<br />
<br />
Rata-rata koefisien gesek = = = 0,7<br />
2.PERMUKAAN KORAN<br />
No. Kecepatan ( V ) Percepatan( a
) fs μs<br />
1. V =<br />
=<br />
=<br />
= 3,4 m/s<br />
Vt = v0 + at<br />
a =<br />
=<br />
=<br />
= <br />
= 5,57 m/s2 Fs = w2 – w1 sin - (m1 +
m2) a<br />
= m2 x g - m1 x g sin - (m1 + m2) a<br />
= 0,29 x 10 – 0,25 x 10 sin 18 - ( 0,29 + 0,25 ) 5,57<br />
= 2,9 – 2,5 x 0,3 – 0,54 x 5,57<br />
= 2,9 – 0,77 – 3,0078<br />
= -0,88 Fs = μs x N<br />
Fs = μs s x w cos<br />
μs =<br />
μs =<br />
=<br />
=<br />
= 0,37<br />
2. V =<br />
=<br />
=<br />
= 3,2 m/s<br />
Vt = v0 + at<br />
a =<br />
=<br />
=<br />
= <br />
= 5,5 m/s2 Fs = w2 – w1 sin - (m1 +
m2) a<br />
= m2 x g - m1 x g sin - (m1 + m2) a<br />
= 0,29 x 10 – 0,25 x 10 sin 18 - ( 0,29 + 0,25 ) 5,5<br />
= 2,9 – 2,5 x 0,3 – 0,54 x 5,5<br />
= 2,9 – 0,77 – 2,97<br />
= -0,84 Fs = μs x N<br />
Fs = μs s x w cos<br />
μs =<br />
μs =<br />
=<br />
=<br />
= 0,35<br />
3. V =<br />
=<br />
=<br />
=2 ,2 m/s<br />
Vt = v0 + at<br />
a =<br />
=<br />
=<br />
= <br />
= 8,46 m/s2 Fs = w2 – w1 sin - (m1 +
m2) a<br />
= m2 x g - m1 x g sin - (m1 + m2) a<br />
= 0,29 x 10 – 0,25 x 10 sin 18 - ( 0,29 + 0,25 ) 8,46<br />
= 2,9 – 2,5 x 0,3 – 0,54 x 8,46<br />
= 2,9 – 0,77 – 4,57<br />
= -2,44 Fs = μs x N<br />
Fs = μs s x w cos<br />
μs =<br />
μs =<br />
=<br />
=<br />
= 1<br />
<br />
Rata-rata koefisien gesek = = = 0,57<br />
<br />
<br />
3.PERMUKAAN KORAN DAN TEPUNG<br />
No. Kecepatan ( V ) Percepatan( a
) fs μs<br />
1. V =<br />
=<br />
=<br />
= 3,4 m/s<br />
Vt = v0 + at<br />
a =<br />
=<br />
=<br />
= <br />
= 4,42 m/s2 Fs = w2 – w1 sin - (m1 +
m2) a<br />
= m2 x g - m1 x g sin - (m1 + m2) a<br />
= 0,29 x 10 – 0,25 x 10 sin 18 - ( 0,29 + 0,25 ) 4,42<br />
= 2,9 – 2,5 x 0,3 – 0,54 x 4,42<br />
= 2,9 – 0,77 – 2,39<br />
= -0,26 Fs = μs x N<br />
Fs = μs s x w cos<br />
μs =<br />
μs =<br />
=<br />
=<br />
= 0,1<br />
2. V =<br />
=<br />
=<br />
= 2,5 m/s<br />
Vt = v0 + at<br />
a =<br />
=<br />
=<br />
= <br />
= 5,8 m/s2 Fs = w2 – w1 sin - (m1 +
m2) a<br />
= m2 x g - m1 x g sin - (m1 + m2) a<br />
= 0,29 x 10 – 0,25 x 10 sin 18 - ( 0,29 + 0,25 ) 5,8<br />
= 2,9 – 2,5 x 0,3 – 0,54 x 5,8<br />
= 2,9 – 0,77 – 3,1<br />
= -0,97 Fs = μs x N<br />
Fs = μs s x w cos<br />
μs =<br />
μs =<br />
=<br />
=<br />
= 0,4<br />
3. V =<br />
=<br />
=<br />
= 2,4 m/s<br />
Vt = v0 + at<br />
a =<br />
=<br />
=<br />
= <br />
= 6,49 m/s2 Fs = w2 – w1 sin - (m1 +
m2) a<br />
= m2 x g - m1 x g sin - (m1 + m2) a<br />
= 0,29 x 10 – 0,25 x 10 sin 18 - ( 0,29 + 0,25 ) 6,49<br />
= 2,9 – 2,5 x 0,3 – 0,54 x 6,49<br />
= 2,9 – 0,77 – 3,5<br />
= -1,37 Fs = μs x N<br />
Fs = μs s x w cos<br />
μs =<br />
μs =<br />
=<br />
=<br />
= 0,6<br />
<br />
Rata-rata koefisien gesek = = = 0,37 <br />
<br />
Pertanyaan:<br />
1. Bandingkan besarnya gaya gesek benda saat benda belum
bergerak, akan bergerak, dan tepat saat<br />
akan bergerak, mana gaya yang lebih besar ? mengapa
demikian ?<br />
2. Bandingkan besar gaya gesek dengan permukaan bidang sentu<br />
Yang berbeda – beda, mana gaya
gesek yang paling besar? Mengapa demikian?<br />
3. berikan 2 kegiatan sehari – hari yang sangat butuh gaya
gesek, dan jelaskan!<br />
4. berikan 2 kegiatan sehari – hari yang tidak perlu gaya
gesek, dan jelaskan!<br />
5. buat kesimpulan.<br />
<br />
Jawaban :<br />
1. Pada percobaan, sebuah balok yang di letak pada permukaan
meja. Kemudian diikat pada sebuah neraca pegas pada sisi depan balok
tersebut dan setelah itu ditarik pegas perlahan-lahan sambil mengamati
perubahan skala pada neraca pegas. Tampak bahwa balok tidak bergerak jika
diberikan gaya yang kecil. Balok belum bergerak karena gaya tarik yang kita
berikan pada balok diimbangi oleh gaya gesekan antara alas balok dengan
permukaan meja. Ketika balok belum bergerak, besarnya gaya gesekan sama dengan gaya
tarik yang kita berikan. Jika tarikan semakin kuat, terlihat bahwa pada suatu
harga tertentu balok mulai bergerak. Pada saat balok mulai bergerak, gaya yang
sama menghasilkan gaya dipercepat. Dengan memperkecil kembali gaya tarik
tersebut, kita dapat menjaga agar balok bergerak dengan laju tetap; tanpa
percepatan. Kita juga bisa mempercepat gerak balok tersebut dengan menambah
gaya tarik. Jadi, pada percobaan tersebut rata-rata koefisien gesek pada
permukaan kayu yang lebih kasar memiliki gaya gesek yang lebih besar dibanding
dengan permukaan lainnya karena koefisien gesek yang dimiliki lebih
besar.besarnya gaya gesek benda yang lebih besar adalah pada saat benda saat
benda akan bergerak (fs maximal).<br />
2. <br />
Permukaan Rata-rata koefisien gesek<br />
kayu 0,7<br />
Kertas Koran 0,57<br />
Kertas Koran + tepung 0,37<br />
<br />
Berdasarkaan pada tabel pengamatan diatas, besar gaya gesek pada bidang
sentuh dengan permukaan kayu memiliki gaya gesek yang paling besar.
Karena pada bidang permukaan kayu memiliki permukaan yang kasar sehingga
memiliki koefisien gaya gesek yang besar pula.<br />
<br />
3. Gaya gesek ada yang menguntungkan dan ada pula yang
merugijan . Dalam kehidupan kita
sehari-hari tidak terlepas dari bantuan gaya gesekan, walaupun terkadang tidak
kita sadari. Contohnya ketika kita terpeleset saat menginjakkan kaki pada
sesuatu yang licin itu karena tidak ada gaya gesek yang bekerja. Tanpa gaya
gesek, kita tidak akan bisa berjalan. Kita dapat berjalan karena terdapat gaya
gesek antara permukaan sandal atau sepatu dengan permukaan tanah. Jika anda
tidak biasa menggunakan alas kaki gaya gesek tersebut bekerja antara
permukaan bawah kaki dengan permukaan tanah atau lantai. Alas sepatu atau
sandal biasanya kasar / bergerigi alias tidak licin. Para pembuat sepatu dan sandal
membuatnya demikian karena mereka sudah mengetahui konsep gaya gesekan.
Demikian juga alas sepatu bola yang dipakai oleh pemain sepak bola, yang
terdiri dari tonjolan-tonjolan kecil. Apabila alas sepatu atau sandal sangat
licin, maka anda akan terpeleset ketika berjalan di atas lantai yang licin atau
gaya gesek yang bekerja sangat kecil sehingga akan mempersulit gerakan kita. ,
roda sepeda motor atau mobil juga tidak akan bisa berputar, demikian juga
pesawat terbang akan selalu tergelincir. Akan tetapi tanpa adanya gaya gesek
antara ban mobil dengan jalan, mobil hanya akan slip dan tidak membuat mobil
dapat bergerak. Tanpa adanya gaya gesek juga tidak dapat tercipta parasut. Ini
merupakan contoh gaya gesek yang menguntungkan.<br />
4. Berikan 2 kegiatan yang tidak perlu gaya gesek, dan
jelaskan !<br />
Kegiatan yang tidak perlu gaya gesek atau Gaya gesek yang merugikan
contohnya: Panas pada poros yang berputar, engsel pintu yang berderit,
dan sepatu yang aus adalah contoh kerugian yang disebabkan oleh gaya gesek
.Selain itu pada mesin kendaraan bermotor, gaya gesek yang ditimbulkan akan
menyebabkan kerusakan pada mesin tersebut sehingga untuk mengatasi hal tersebut
biasanya dilumuri dengan minyak pelumas atau oli.<br />
5.Kesimpulan:<br />
a. Jika f<fs maka benda masih diam (a=0)<br />
b. Jika gaya di perbesarlai sehingga di peroleh nilai f=fs
maka gaya gesek statis bernilai maksimum dan benda tepat
bergerak (a=0)<br />
c. Jika gaya di perbesar lagi sehingga diperoleh nilai
f>fs, maka fs berubah menjadi fk dan benda sudah bergerak
(a≠0) <br />
d. Koefisien gaya gesek yang besar menadakan bahwa permukaan
benda tersebut kasar. Dan sebaliknya jika koefisien gaya gesek yang dimiliki
benda tersebut kecil ,berate permukaan licin.<br />
e. Gaya gesek ada yang menguntungkan (diperlukan) ada juga
yang merugikan (tidak diperlukan )<br />
f. Besar gaya gesek tepat saat akan bergerak (fs max)
memiliki gaya gesek yang lebih besar dibanding dengan saat belum bergerak dan
akan bergerak.<br />
<br />
Benda yang bergerak pada permukaan yang lebih kasar gaya
geseknya lebih besar daripada benda yang bergerak pada permukaan halus.Hal ini
terjadi karena pada bidang sentuh tersebut memiliki koefisien gesek yang lebih
besar.<o:p></o:p></span></div>
<span style="color: red;"><br /></span>
<div class="MsoNormal">
<br /></div>
Anonymoushttp://www.blogger.com/profile/17323859818272095055noreply@blogger.com0tag:blogger.com,1999:blog-822080518799135620.post-67283176300129700642013-10-11T00:36:00.001-07:002013-10-14T22:00:12.774-07:00cara mengupload file yang bisa didownload ke blog<span style="background-color: #cccccc;"><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;">hallo sobat2 blogger,, kali ini gw mau share </span><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: 12px; line-height: 16.796875px;">cara mengupload file yang bisa didownload ke blog...</span></span></span><br />
<span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="background-color: #cccccc; font-size: 12px; line-height: 16.796875px;">Caranya gk terlalu sulit, yg pertama kita butuh account mediafire dan ikuti langkah2 berikut ini!</span></span><br />
<span style="background-color: #cccccc; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;">1. Setelah masuk ke tampilan mediafire anda klik tab Menu Sign Up </span><br />
<span style="background-color: #cccccc;"><img alt="" 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" style="border: 0px solid rgb(204, 204, 204); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px; padding-top: 4px;" /></span><br />
<span style="background-color: #cccccc; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;">2. Lalu anda buat account dengan mengklik account type yang free, klo anda sanggup bayar boleh anda pilih yang pro atau business. Di account type yang free anda klik “Try it” di bawah kolom free</span><br />
<span style="background-color: #cccccc;"><img alt="" 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" style="border: 0px solid rgb(204, 204, 204); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px; padding-top: 4px;" /></span><br />
<span style="background-color: #cccccc; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;"> 2. Anda isikan semua yang diminta disitu lalu anda klik Create Account & Continue</span><br />
<span style="background-color: #cccccc; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;">Untuk alamat email lebih baik anda gunakan Gmail, jadi anda harus buat account gmail dulu</span><br />
<span style="background-color: #cccccc;"><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;"> </span><img alt="" 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" style="border: 0px solid rgb(204, 204, 204); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px; padding-top: 4px;" /></span><br />
<span style="background-color: #cccccc; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;">3. Setelah selesai bikin account anda akan masuk ke layar mediafire seperti dibawah dan anda klik tab menu My Files lalu anda pilih Upload</span><br />
<span style="background-color: #cccccc;"><img alt="" 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<span style="background-color: #cccccc; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;">4. Setelah klik upload akan keluar tampilan seperti ini lalu anda klik tanda Tambah di pojok kiri bawah untuk mengupload file</span><br />
<span style="background-color: #cccccc;"><img alt="" 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" style="border: 0px solid rgb(204, 204, 204); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px; padding-top: 4px;" /></span><br />
<span style="background-color: #cccccc; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;">5. Lalu anda pilih file mana yang akan anda upload ke mediafire yang ada di dalam komputer anda, contohnya yang saya upload adalah aplikasi pemutar musik yang sudak saya masukkan ke Winrar.</span><br />
<span style="background-color: #cccccc; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;">Setelah itu klik Open</span><br />
<span style="background-color: #cccccc;"><img alt="" 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style="border: 0px solid rgb(204, 204, 204); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px; padding-top: 4px;" /></span><br />
<span style="background-color: #cccccc; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;">6. Setelah itu anda klik Begin Upload</span><br />
<span style="background-color: #cccccc;"><img alt="" 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" style="border: 0px solid rgb(204, 204, 204); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px; padding-top: 4px;" /></span><br />
<span style="background-color: #cccccc; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;">7. Tunggu sementara file di upload</span><br />
<span style="background-color: #cccccc;"><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;"> </span><img alt="" 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" 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cxevnxldlZaRGR0dsHKVSuXZ2Wk0sOj0rPylq9YmZeVnrQ0NTU5PiI6Njs3Lyc7ryA3NyEuNj07f/nKVXmZaTEx8XkFKwoK8lMSY2l0+httjojotIyM+JjIiJiE9GVpsTEJuQXLCwryUxITU1LTUtPSl69evaIgb2lCHI32kgrj4uIcHRykpaQUFRTGycvJqWromhjqKcrJKiioGJtZWFMtddRVlJTULayoVAtTdSVVXT09fX19SwsrMxNDdWUFBXmFiTW8nLy8nKyCiZmVo5Ozkx1VT1ffxsbWxtrOzsrMyMjQSF9X39DEWFdTRkHV3t5eU1lOS9/E3sbWzsbRytTA2NhYX0fX2MRUXVFez8BEX1tD38gsNjZ2dUHe0uS0jLSkCBo9PTsvMzU+KT3/y00bV69avSI/JysrKyc7Y+XqdZ+sW79x42crcjIiwukZOcs/2bBh7eoVy9Iz83OzIiLjjfS0lZS1LS2NrWzsHOwdXRwdJ4VOUFBQVFSUqanpokWL5s+fHxgYNDQ08s80XZOFLP+J8t327xRl5Yz1DYz1DQ109XQ1tfS0tHQ1NHU0NPW0tHU1NLU1NPW1tQ319Az19I309I309A109Yz09I109Yz0DYz09A319I31Dd6Ekb6+ga6ekb6+gY6uoa6ekZ6BkZ6evo6eoZ6+oa6+ka6eoZ6+sb6+gbauoZ6+oY6ukb6BgY6Ooa6+oa54GPEU9Qx19RRk5I4dPQoA4EFCLl/4pxaZAIDJYo//uXffASlpKYnpElIyMnJystJS0uLuY6GjqKiopqYmJyenrKw8ffr0vXv3AQBgBEVQDEExGEFhBIMR8Yexjgg63uX5h4kdxwd7ATxp9AmfUQyZ0GW8+6s/oC/WMD7d8Uqez9IrhnxZzS92fLbgf7BQ/5zxtfrCv79fhxP/HN9Sf2XOEQx+tkXG1+er1pJ4ZU7cIhOnPnnneb6h/8osvWwHe750kxf8VZ//wpqfsNrHV+lLvgsvAAB88/U36soq5sYmZkbGVmbmru4ezh6ezu4eYzw8XD09bajWpgZG5sYmpoZGpoZGlqZmpoZGxvoGZkbGpkbGJgaGJgaG4r7GBgZmRsbiXsb6BuLBnvd91t3EwNDMyFhcm3j08Q/iz8b6BmbGJmbGJhMHNjMyNjc2EdNQUT2w/wAAYGBopK2rb4TNGxzlDI5yhkY5g0z2IJM9yOSIuwyOcgaZHPGfQ6OcYRa3d2C4rbMHwwgYQQkAAAA+Cxe+99574nZSOTm5SaEjIyMjJSUlIyMzY8YMCoVy9NgxAIBQBJNIpL8AAPDtN99qa2hamVtYmJmvXblq75db9has2Je/fF/+iv0FK/et+2T3Z59/s+lLD3cPC1MzW6o11cJy4fwFrs4u7i6uNlZUGyuqq5Ozi6OTpZm5g62du7Mr1cLSy93T2tLK3dXNlmrt7urm7OhkaWpmb2Pr7eFpaWrm7uLq4uhENbewsaLaWFo52Nq5ODjZUq1dnVyc7B0cbO0sTEzDw8IX+izy9vSOioxysLGlWljaWlHtqNZUC0sxXU2tQwcPAQAYg8MtHd2DTDZjeFRsYIQ1yuWPsLiM4dFBJpvF5Q+Ncib27e4fauvohhFUKIJFCAoACAwMolAo4gbvF0Pn2bU3WSkpKQqFcujQIQCAQCgikUh/gfj0ylBXz5Zq7eDs8lXBil06Rldi4i8nJF9NSS8JCL2ppls0TeqX9KyQiEgbK2pSYmLy0pSC/BUF+StWr1oT4BeQGJ/4xReb09MzqBaWeXn569Z9sjQpOTUllRZO+2TDpxs2fLZhw2crlq+ytrRaujR57dr1Kcmpebn5a1avzczIys3NT0lJXbli9WefbVy9ak36sox16z5Zt+6TxMSkLzdvjY6O9V3iu2XrtoKC5cvSlqUmp87y9LKxotrb2Nrb2BrpGxw5dAQA0D8w1NzexRge7Rsc6RscYQyPdvYOnL14rfpxI5sn6OxhnCm9Wvu0ZZDJEg/QP8Ts7GW0tHeJYEQgFAlhBADg5+f3ytAZu04oIyMpKTkeOnyBiEQi/QUAgO+/32FqbOJo7+Di4flVdl6JosaD7Tsaenof3L5T29T89Jvv7k+R2JuUGh4Xb2JolJObt2nT5pUrVq9atSY+Nv7TDZ999tnGLzZ9+c3271ydnLOzcn7+dffX32yPj0vIzc3fsfOn4ydPJSclZ2ZkuTm75OUXrF695vPPN65YuaqgYPnWrdu2ff3t2nXrN325+Zvt333++Re0sPCdO3/+cvOWFStXrVu/IS4uPjAg6NPPPs/Jzt34xaaNGzfZ29o6OzqJmZmYHj16DADQyxhsauvsH2L2Dgz3DgwPjIy2dPZ899vJ7buPVdY8PlJ0YeP3++48rBsaZYsH6Bsc6ejpb2nvEogQvkAEiZ6HzvgdLZNCR3ztTUpKSnx6dfDgQXFL0mQiSCgSf4YEMCR4oa8QEor4L47yEnyBCBKIJo8IC4Twm4z7ey+d6F+rikT6uwAAftyxk2pp5ebq5jVn7tcrV1+cIXtrccDTnt7C7NzaO3dbLl+98KHEvuRl0UuTba1tZnvP8pnvM9t71pJFi708PBMTk2hh4SHBIbGxce6ubn6+ftFR0cFBwUuXJgcHBSclLaXTInwXL/H383dzdllesGLlylWzvWclJSaFhYQu9FkYGhK60Mdn8aJFEfQIf1+/WV6z6LSIkKCQxYsWZ2VmL/JZNGf2nIz0zAC/gJycvMSEREcHB093Dw93Dw93D2sr6vHjJwAAPf2DT1s6egeGu/sHu/sHu/oHGUPMlq7+/afKNv944Ie9pyrrmgaGmeK+3f2DPYyhtq6+5vYuSAjzICFfABMA+Pr6UigUKSkpKSkpaenJDcnz5/vMn+8zZ+48Dw9PExPTotNnAABcvuA5HsTjCyCBiMeHuHwBHxLxIQGXD3F5z/AFfIGIxxdM7MJ94U8exOVBPEgICYS8sc8iFMP5fIjDFyEoDkEvGX6SFzryBZBA+MJERTAKQQIOD+LyIA4P4vIEkxaERPrnAQB++ulnB1u7WV7ecxcu/Gb1mqIZstd8Awe4XCaTyUOQ+1u/Lnzvwz2p6dFLkwP8/Hb9+uuRw4d379rl7+u7YvnyjGXpDrZ27q5uLk7OTg6Ogf7+58+do4WFW1lYOto7UC2t4mNj7927t2bVajsb27mz53i4ubs4Odvb2jk7OHp7etnZ2C5euLDkfElifIKttY2Lk7OLk7OLo5OLo5O9ja23p9csL28XJ2cvD8+Q4JDZ3rNmz5o95xlHe4eTJ08CAHr6Bp60tHf3D3b2Mjp7GZ09jB7GUFdf/4nzV7/eXfjL4fP1jS39QyNjfXsZXX0DLR09zW2dfIGIyxfwICGGg+SUVHNzi1mzZ8+bN3/+fJ9JoRMTGxcTGxcZFR0cHOLm5nauuAQAwOFB4wQI1vW04suvfm0aRjCYf2DXj4euPAYA4AQgACAA4I10fv/N7jstgyhOiBuuIUjA5gpgDAAAUARhc/mQCAcA1N4o/vKnM0wRyueLYFh051JR7vJ1KXmf7j13h8kXQUIEBwAAIIAEPAGMEQAHAMNwGCUAAHy+QIDg4xNlM1q+3bb7YRcTJwAAAENRGIHvXy+79bgTxQhxRUKBkM3lT1wWEumfBgD45ZdfXZxd5s2d5+Prt2XFyiMSMmX+wU+6ug7HJlz/dVfb06fHNPR+ik2ITUldMG9+U1PTqcLCu3fvlpaWbt2ydcvmzT/u2LHj+x9meXkHBwbl5ea1tbVnpKf7+fqlpy3z9vQuPl98u/x2gJ9/YnxCBI3uM38BLZyWlJAYSY/wdPcI9A9IT0trbmr+ZO36+fPmZ6RnLFq4KDQ4JJIekRAXP3/e/AXzF/gs8Fkwf8GcWbPFf45zdXEtLCwCAHT3MuqbWjt7Ge3dfe3dfZ29jKa2zl2Hir7dfeLqnep9hRe/+ulQRU1dT/+geICOnv6mtq6m1g4+JOTwIC5fgGBEbl6+t7d3OI0eHRMbExs3KXToEZH0iMiwcJq/f4CTk9PZc+cJANhc/jghSrRUXUpIXl3DQADC+3J9wTen7/e0NJRduX70WNHl6g7haFte+tpLT4dh7kDh8ROHz15ncBFEKKi4fXXP4aK7DV0IRvS01h87cfb7bVuS1+8ZQnAUw5/cKU3IXH2hsuFW6Yllq75uGBQi/JHzp4v2nrjYwxaN9HVcvnKj6Gzp1fv11Q/uHjtzY4ALNdZWXbh84/DRohuPe/gDTzLT1pd3cJi9zYeOnrhZ18Ue7MhLSczeenSAzXtw++r+wgutA1xx7pBI/2dwAHbt3uPl6bVo4SK/oOCNufl7p0uf8Q243dh06eDhu+W375VdPqCovj0yJmFZ+tw5cyvuV1RUVDQ+bdyze8/+/fv379vf0NDQ3Nz81davqh5W1dbW9vb2fvPNtzdu3KiorCgsLKyqqmqobzh65OidO3cqKip2/LCjurq6vr6+urp6RcHyioqK2tpaBoOx/dvtZWVllZWVp0+fPnHiRE9Pz4F9B+bNnbdk8ZJX8fb0Kjp9GgDQ1dv/+GlLe3dva2dPa2dPe09ffWPr/sKyW5V1QyPMJy2d+wrLblU86urtFw/Q1tXb2NrR2NLO4wvYXD6HB8Eonp2T6+7uHhwSSqNH0CMi/yh0zpw9jxOAxeaNg2CsufpKWuanjxgwEHG/3rju10sPLx7YERBT8NU330VnrL987/7n67bdeNy0a/uWzHXfrF2zdtPei+2tT7Zu2pK3YmXM8u9bejo3rVmV+/n3K3LzMzYeGIZxgAkOfrf1s12XCABgoXCUwxdBrL3fb0tZtXXDJxs+3Vn04E5ZSETq+k3fxCRlrd36Q3xSzsEbNSd/+SoofvXWbd/EZG+8fv/ehnXfXq+u27Lhk4zVG1LyN529cmt1dnrulwfOnDqekbs6o2DV8q2HGTyYx+VPXBwS6R+F4mDPnr1z58wN8PcPptHXpmd+9eH0vQamezKzD69ety8zZ6+p5bcUyme0qKUZWUsWL6mqqtqzZ8+RI0fKb5WXlJTs37//6NGjW7ZsOXTw0KVLl0KCQ+rq6h4+fNjT03PlypW7d++ePn16/779tbW1VVVVDx48uHjxYs2jmvz8/Fs3b9XV1ZWXl/su8a2srKysqBwYGCgrK6uurr548WJxcbG/r3+Af0BgQOCrzJs77/SZswCAzu7+uidNrR3dze1dYm2dPb2Moe5eRnN7V0d3X9/AcEdPf1Nbp7hvS0f3k+a2p81tXC7EYvPYHL4IxrKyc94wdJxPnz2HEWCUzR3Hg9HWR9fSczY8YQIA4O1frN19pbpk/4+f7boMANi9ecNXe45t+nxn0cXijOwvmkVA2PswOX1N6Z3qo4cPb938RVT6lyWXz6Vmbx0CoO7SsfRPdg+IcAKFDny35bNdZRgAsEjE4gqHu2pTU1bf7UeBoCMne/WvB4/krtvRNdy3Yfm6C486jv/07ZbDFw//un3roTsAgB8+W7d9f+EXG38+fvpkTGLm2q3f5xSsP3618tft20oeNB3/aXNo6rqNm7dmr/u2tpfL50MTF4dE+kchGPHb3v2LFi4MDQkNp0esX74qz91rna1TgalFvqnFSjPLT63t82wdPs3OW5qaFhQY9OjRo/Ly8rv37l25fKW4uHj//v0HDxwsLy//aedPTU1NV65c6e3tO3rkSFtb273797Z9te3kiZM//fTz4UOHu7o6L168+MXGL2pqahITE69cuXqhtPTx48dlZWW9Pb1Hjxx9+vTpw4cPd+7cefLkyT279yz0WRj24uM2kyxauOjM2XM4AB3dfY/qG5vbuxpbO8Y1tU383NnU1jn+Z3N7V0NT65OmFg6XP8rmsjg8IYxmZmW7uroFBgWHhdPCafQ/DJ0z5xAcjLC449h8eLCzPjMtY+eZe48e3kpKyT5X03nh4M6k/O/uPaxYmb/m4Pmy9au3Ft++s3r5ur1lD8oK9+Zt+HHfbz9F5X157Mhvcdlf3nl4L31ZwbEbD/d8/e0YsHUAACAASURBVHniql8YQlQEo9XXTsemryqtbLh98VTG6u217a2fr1yz/eTN8rLCzFVfF50tXLb82+aejjV5n95o6Nz3zeYvDpWd2PN92pqfKx7ezc9bf7z00trV2wpLS9JzVh0+f/mnXw/ee9L+wxfrtuwv2ffjtsyNP589d/aH/ed7WRCbzZu4OCTSP0qEErt2/7Z40eKIiEgajZ6ekbVi3fr8NWuXr1m7fM3agjVr89esXb52XW7+8gh6BI1G/+STDXv2/PbD9z/ExMQWFCzPyc5JS0374Ycd8fEJW7du3bdv3xdfbIqNjVu7dt2BAweyMrNycnKzsrLp9IgdO3786aefEhOTPvv0s7jYuLVr16Ukp3z26WcHDx7avHlzfHxCfn7B/gMHCgqWZ2fn5ObmhYeFR9AjXiUyInLxosWnTp3BCNDV219d9+RpS3tja8fTlvbXamztqG1obGrtYHH4Iywuk82DhEhObp6X9ywajR4dHRMTE/ti6ERERdPoEeLTq1NnzsIYMTzKnoDDhfj3r5Xk5K1Kyl69Zd9FLgqf3vt9fMb6gtWffPFbCYPR+f03v95vG3pccSUrZ1X66q3ljYOdDZUr13z66badG7ftqeseuXH+aFrOutUbNm/ZfX6ALxxl8bg83vXSE9l5a5Jy1v9adHNUADfVlC9fsSYlf+PFms7WR7c3fnuotbd75/bdFS09Zw/v33fx7vE93ydlf1qwav1Xh64w+tq+3barqmv4ypmDqVnLN/x4vI8lvFl8OG351iv3qr7f9sXS/E+PXa3l8AUjk5aFRPpncSFR+e17MTExIaGhdBo9NDQsJCQ0JPR3QkJpNDqdHhEQELhkia+fn19oWHhQUHBIcEhoaJifr19YWLi/v7+vr6+/f0BYWHhAQOCSxUtCQkKDg0NCQkLDwsJ9ff3EgwUEBIaH0wIDg0JCQgMCApcs9vX3DwgNDQsKCl6yeElwcEhwSEhwcAidHkGj0V8lODgkaenSmtp6rkA0wuI0tbRX1z2prmt4Q3UNjYPDzBEWZ3iUPcLi8ASirJxcD0/v0DBaRGR0ZFTMpNCJjYsLDgxY7BsYGBzi5uZWdOacCCGGmOwJWENMDocvZI6yB5lsNk8kQqFDP3y5+ocilgDm8qBRFmdklDPM5HD4gtFR9jCLx+FBLA5/lMVhsvksNneIyeHwoBEme5TDZ7I4QyOsoRHW8CiXB4mYTNbQKJcLCUdG2SyeYJTFHhrlcXjQ8CibyeIMMdkjLO4wkz3C4gth7q6tn3766wWuEObwICaLMzLKGWFxOTxomMlicQWjbM4omzfCZDM5EJvNHR7lcnnQMJM1eVlIpH8cmwvV1NZfu3Hr5u27t17t5u27fzzAxCH/uMub1HPzD129frP+SRObCw2NsIaZHBaHNzA00scY7B94HcYgY2BolM0ZYXHFiz88yuFCoqzsXA9Pr9Cw8IjIqMio6Emh47No0fxZs1w95i1cuMDYyPjIseMilBgcYf3eyChnhMUZZrKHR9lNT59WP+kYYfNHmKzBEdbwKGdofJhRzuDIqPjzMJP9rBd7ZJQzPMoZHmW/WKd4gOGxekZGOUMjo0Mj7JFR9tCzmoeZHCab/bS+oaaxi8nhD0+Y6NDIWDANDo8OMdni2obHqyWR/s8NjbA4fCFfAPP+PfgCmM0TTFyEkVEOk8V9Q0PM59/rISabwxdmZue8MnTc5vh42duYWrq62Ju8996UfQcPi1BiYIj5x8SHMK8d7O/FZPNZbA7j/3aiJBLpTxkcHmVzocysHA8v77BwWmRUdFT05NMr/8j4OY5UY3MXZzszWSWtonMlkBBlDDJJJBLpLxgYGmVxoGWZ2e7uHv6BweE0emgYbVLomNk4u9laGZk5OdqYySvrnDp7ngch/YMjJBKJ9BcwhpijHGhZ+jJTU7PZs2d7zZ67YMGCSaEze87cBfMXzJm3eN4cbxMzyxNFZzgQ3DcwTCKRSH9B/+AIkwOlLks1NbMMDAyYP29haGjwpNCJjomNio6NiIgMDAx2c3U9duIUhy/qZQyRSCTSX9A3MDzChlKWpZqZW/kF+PvMXxQcEvjKmwOdnZ0PHjk+MMJp6eghkUikv6C1s7eHMZKclmpjYxcQGOi7OCA0LPiVoePk5FxYdJovEDJZHBKJRPor2FwOX5CZlePp6RUSEhYRGRURGfXK0HF0ciq9cAEAgGI4iUQi/QU4TgAAcnPz3NzcQ176wGc4jR5Oo4eEhvn6+tk7OBSXlAAAhCJknECEwBgBACAIgKA4TgAYQYXwWC8EBziBwxiBYphQhIi7T/L7LqR3nkCEoDgQb3TxTzgIYXSsL7lBSX9IBKMAgOycXBdX18Cg4NAwWlj45Ac+afQIGj0iNDzcz9/fwdHpfEkJAEAgQsbBKDbU13mx7Nr1itrO3oHHT1qGODBOABTFYRTram2qbx8a6uvrZLAIAmA4gWAEAQBOAJwACEZgOIFiuEAIT6yT9I6DEayvs7Wk7PL9x22MoZFhtgDDAYYTMIpjBEBQDCI3KOkVhDAKAMjJy3Nz9wgJfdmRzvibA4OCQ11c3YpLSwEAkBAehwOi/sHN7385cf9xS9PTx4eOl1RUN5RculrdwgAAVF45v/3ghap7FXeqG6oqykvK63p6u0tLL5Zcvn7hRmVnV8+FsssVT3tECD6xTtI7TYShIu6Z4yePX7xZVdtY/7TpfmX1uTPnSm4/7ulqP116+Un3CIxib38+Se8kgQghAMjLL/D0mkWjR7zkzYFR0TFR0TH0iMjAoGAXF9fzxaUAAB4kGocQxJOq2z/uPvWopbfy7q29Bwp3/LL3qx27DpbegQnw+GHFyfOXC4vO375ffarw2Obt+4uv3DxRVHzizIVzJWXbd+z+aseuvWeujwoJgVA0sVrSu0wgQjpaG69dLb99t6rs+q3Kxx33rt+urG44fvTwl9t/PnGtSogSfMHbn0/SO4gvgDEC5Obme3p6vfwxCHGbTmhomK+fv4OD49nzJQAALiQcB2NYTeXdq5VdAID7t679uvfE7gMnDhSVXH/QiABQeffO3UeNR/btPXL20pGTp3b+uu9YSfnNuw+u33lYXl7+065D+08VX773mC3EeQLhxGpJ7y4BDPG4DyoelFfcO15YdPpi+Zmz5/edKGnu7Dl35sxvJ0tu17ZBCM576/NJeifxBCL0j0NHfEGLRqMHBAQ6OTmLQ4fDF47jCUQMxkBnPwsSwX19fU/aevv6+svvVzX1MAUipLeP0c/k9vb0tPYwamoe3X/0pK17oLtvsKtvsKtvsLev/25lVUPnMF+ITKyT9I7jC+CO1qayG7frOwaGh4Zramqv3Lr34Gn34ED/jXtVHQMcSAi/9ZkkvZu4kAjBQU5uvoen18vfp5OQkJiQkBgbGxceTvP09DxXfAEHgMUVTMQVwDyBaJQLcQUIJEJ5QlSEEvxnXbh8IU+I8IWwACFECD7piX4hKkIBJIRZXOiFOknvOJ4QhTEACREuBAtgHMaAQIRwBQiMETxISG5Q0quweUIRCrJz8zw8PV/+aov4+IT4+ISYmNiwsHAPD49zxRew34UOifSvxxOweMJRvnCULxoDTTDekS9k8YQs3tue238zNk8oxEB2bu6rQycuPj4+ITY2Ljw83MPdo/D0eQhGGSNsEulfjsNgchg8IQPGGRhgoGAAxgcEyAAfHoDgQZ5wkCsYN8AXDUDwAAQPCNEBhBAPzxCiDDafweQwRjhve1n+TQaYHDYEZ/7BmwMj6OFh4fSo6JhwGs3V1eXYySIWD2IMjZBI/0ojowy+gCFCGEKYwRcwHj9hFJcy9uwd2rhpdGkK12ch39mF7+omNDGFNTVhTS1YUwvW1BRQrflu7nwXV3Zg0EhO7sD27/uPnWDcuMXo7WcIRAwhzBAhDA6fMcx8+wv4zhsYZg6PctKWZbi5e4WEhtMjoiIiJ4cOLSzU3z8oICDQNyDQydGhuPQCAADDcRLp3wSAcXhrK3HkKMjMBK4uQF4eUCiAQgESEkBTE1CpxKJFxJIlxJIlRHIykZVFZGURERHEwkWEnx/w9gbGxkBJCUybBj74AEydCvT0wEIfsH49UVaGDw8/nwpOvP1FfleJH4PIyMhwdnUPDQunR0S++OxVBD0sjB4TFUHzWbzEwcFBfJ8OjKAk0r8DTogAEAEAP65Ht23D3T3A1KnERx8R6ur44sXYp5+hRaeRe/eRllaYw4MBeA0CIEPDyNMm5FY5evgIlpODOzkR8vKAQiHk5fHAIPTYcXhwUCQeGMXe/uK/exAUAwDk5uW7u3uEhIbRIiIjol544JMmDp1wn8VL7B3sydAh/WugmDgp0GvX8MBAQKGAqVNxT0/0hx+Q+gZYKHpJpqDYa2D4S8ZijqJXrmD5BYSBAXj/faAgj61eA7d3jPV96+vhHSMOnZxc8WMQYTR6ZNSLoUOnRUbFxURG+PoHODs5FZeQoUP6N8BwGADkwQN8zhxAoRC6Oti2bUhrGyw+6gEAxgGM4f/bg5EXYgiGkfsVeHIyMW0amD4dy8uDmaPkIc8LxM8Kp2ekO7u4h4SG0egRUZGTn71KSEhMTEiMjYun0WieHp4XLlwgQ4f0rsMJGAB050/gww8JXV30t99g7tipEwIAAIAAAACA/b17MorBxLP0aWvDCgrA1KmEuTny8CGZOxONHenk5Lq5jf2WOY3+u9B5dnNguIeHBxk6pHcdhsEAYJs2AQoFT1oKc7jjpzkoDoQiuKnyYv3Nw/XlJ5iDvRgAMPJ3x8Gz0zqkupowNwcSEsiNG+R51rjx0HF1cw8OCQ2n/S50EpOSEpOS4uLjaTSap+fLj3RQjEAnBjmKYTiB4ZM7Pp8kLu6OAwAAeOkwE2rGX1oDhuPiqbxkFJzAXjYW6U2hGAAAxzAEwwEAKCpeqzgiXvkYLr58Kd46KIqhGDa2xQkAAMDxv23lYxgGAA4InMAxAn/jaAAALSwEFAq2du3EVhUUJ3hsZuWJT+7s8OspX1Z/nH7ju5COR1fEb4CCx74MOAA4hr5mrggcE8EoimHjQwIcQ18YSxw9Q8OEnR2hpgb39sHES3bX/6DXhw6dHkGnR4SNvU/HUfwSr4lVoCgGQXxIhCAoJs4RWCRic7gsDhcSIvizfXG8LwTxuXwhiiJDA/1tXf18GMMJQBAEMtYfEABgOI6gOEYQIhGCYDgBAI7jKEaIQ0oA8dk8AQLDLA4XxggMw1EMx3BxX5jN5nD4AgwnUBSFUZwAAMMJAgCCeF7DW1/v7y4UwxBRb1/vCB9BhbzOnl4+guMELoAEQhhBUEwk5Hd3dg0weQhGwCIRHxLyBDCOYcPDzFEms6Oja5gLodjfsIZRDONwBGceDZ1sYLWMCJqGhADgz2III3AM4BiBYwDgYGIeEQTM5xOmprin5wvtuDgA/S21d38O7jsd13U0tOew/6NvnSpPfg4AQHECQVEUga8/HjrwiDkoQJ9PBeCAwACO4Rgmzr4BJr9hUIjjWP+oYAhCACAAjtb18kZFKMB+tyAAIC2t4KOPsJWryIMdsQmh4xYcEhJOo9PoEZNCJzycFh5OCwkNW+LrZ2/vWFw8KXQQFAe44HLJ2XsNvQCAwf7ejr7hwZ62sqt3bty+W/m4g8vnM0eGOvuHRQg62N/bO8xi9Pd29LNF/MHCk+fPni25Xt3K4Yz2DrFhkaC7u7u7r7+3b4DNFUACmMdiFBdfbmOwBgf6h9gQxOW0d/QIMKK78f6Bs3cG2poOHznHgIQCSMDlQxw2q7O7j83nN9RUXrpVM8ji8IUoDAt7unsHhln9jP4BFl/A57Z39LAgEZk7r4ARgOhsrD1+oujC1Tu3bpWfPnehqrGzt73h8KHSYSEOAFF/79qBEyVtAzyA8s6eOXv/Seu9B4/qah5evVVZduFi4bnS82V3mBCK/69zBwDsXsPQ9vLBil5+dcfopos9hU2cUa6wsGrwUjuvqYd9vIbZ0M898HCwkiHAxnMHAKTyAaBQ0BMnX/iS4wAw2uvv/hLWfoxW9XPQrb2Z135JvXLyx6fNLUPDIwAQj1qZR+pGKzo5zYPQ9fqhow3szhH+kcqB883shx2cXp6oupvDQrCmTuapJxwAiOZeTknDyIHKoTs93PO1w6Ut7E62CHshdzAcBgAPCSFMzWARDL/s2Py/Rhw62Tm5Lq5uQcEhYeH0cNoLoTP+ulI/f3t7pxeOdHAABjufXiy+dO1O9fAw48yp00Wll67fvn/23MXCorMHT5Q2dPfdvXx+y/cHH9Y9/m3v7hMX7tc3PH74pA/mM06dvlR+81bh2dJDhw7tPHjy5u27R4+dOHzi9KlzxYUlt5uaO+5cL9t79Fzlo8eH9+w+VHTj9s2rJ0vucRG8p/nR0ROl9x/eO33myp3q6sePW6oq75eUnv32l2P1LV23rl3au+/E5aonfJgY7nx84Gjx46bGQ/v37Dt19W75tWNnb45CMPZ3/Ff8/xFGAKKtsbao6EL57ftl125du3r1ZMnVtra2c6euDEIYAHjljUuHTpe19A0111X+uv9YdWv7oT07v/2tGMaJ6yXnDp86f6iwbJCL4m9+NvQKKIaxOMK7bayLT1hXm0aOVg+frRm+3jK6/VLXxiv9R6uGrndw99zpLSjt3lfHgnEcFY8IAHLpMqBQkJs3XxI6HQ13dga07F18+4ewukfVtQ3NNbV1Dx9WNbc0AwAuPR66OwQDALp6WYdqmbcahnbfHzj3hHXxyfBvFYOHHw4efcQU4ERz12hZGx8AUNU8/Pml3rMNzJK6kd9u9n5xZxhCf3dqhmIwAFhWNqGuPta69Pa38ls2FjrZuS6ubi9/XWlIWHhIWHhgcMjiJb62dvbFxcXPQwfFCRy+fK5wz6FTe347dP3eg+t3qhrrK0+du3iy8PzhI8e/++Vw7ZPmsouXfv15/7nr969eKf3t4PELV27eq+tBBQMH9h+/cb+u/tH9X/Ydu3bjVtnVO3cqHt6+V1Vx//buA+fu3assLS67dvdR5f2Ko8dO7dl3/Myl8uZ+HgCgq6n26KmzhUUXyu9WXiu/U37rfknxpdsPK/buPXj28o3SktLvvvv57O3HCIZ1P625WdXS1/nk8MnC3QeOn7l460nHKNkQ/kooDgjk7q2rtyoeX7969W7Nk3OFhccu3BGigmvnr/dzYQyB+wYYnS0NV65eKiw6s+27naeu3C67dK2k9MKtqsdXr9969KTtSmlp0yAPEP/blh0cx5p62Oeejh5+MLDvwdCVFs7DRuahh4NbrvVuudp3qIbZyhJdrB3YUj5wrYOH4pi4yQkGAG5pBR9+iG7b9sI1IwKA/vb68u8WP90x9+bWgMePHtbU1ldVVVXX1DS3tAAA2ntZv94bPFE7UvaEefDBYGHN8JlHw7vvDeyrHmpjCbdf7L7WLwCAaO5kfntr4Hon71L90FfXGQ96uFfqhg8/HNxRPlDPhAl88oLgBAwA4eBIeHjCGA6TrY3PLplnZmc7ubj6BwQFh4aFhIVPCp2Y2PiY2PjIqJjgkDBXN/fS0ucNyQhOQKzhmseNLB5/lNF37175gf1Hjpdeb2ztuHu34vrdh3WPn1RUVpZevnrybGllXfP9O1eLSq8+rGto6hwWQiNVta0AAELEuXm1rPTWg+aW9ieNzQ2NLY0trXdv3z1RWHSrqu7Bg6rrt26fLi4tuXKrsqaxZ5iHE8RAb1flw5qKmrqWlp7W5voTJwqv3K198rS26PT5Ww8fVz2sqqypf1hVXdvY0d7a/KSdwehuLjxzrvjyzYrqp539bJw8xH01nMD725+cPHX6VtWT5sbHRedKn3SzcIxfU1k/xGH3djMan9aeOnP+URtDJBI21NfWtXU8buqG2MwbN25evX79ROHZ6/frIQR/sVX1r+yaGJ8vvN40ersHYgngAY5ohCMaZAvutrNrGfw+logjQoWQ8EoLu4MDPz+bwzAYADw0lJCWRjq7Jh5ZEAAMdDdd/2p+zWansk/nP6550PC0ub6+vq6urrGxkQCAwNHHnexLbRwejDb2sKuGhE3drB13Bh8Ni/oGub/cHxoWYTiO8fnCW82jl9o4HUxBJ1MwwhMNsoUMrogxKuhiiya1Z2E4DAB64CCgUNATJ8jDnPEtCwBYvnz5nDlzoqKi4+MTEhISXx06rpNC59luCjCCIAAQ8kZq6pohFCcIgBMEThA4AXCcQBEURjGCAAgMwyhOEADFMBjBxFdAEIxAMVSEYDhBYBiBYTiGEQRBwAiK4wSKYSiGIwiC4QT+7HIYguI4DnACoBiB4TiCoBgBMAwVwoh4ijgBcIIQwTCMYuJfvUAQBB17CTx5YvUaOE7AsAjBAY5jIhjBcAJBUAwnEAQRwSiGYUIRjOIEhuM4ADgubsgncBxHMUwgFCIY/nc1maHo2NUrHMNwDMMwjJjQkIyiKIphAOAEhoomjggA0tpKKCsTVlZIWzsMgLglBcFwoVBYf2Xv/UPLL/625t7t8vqGp3V1dXfu3Hna2Cjeq8evXgECBwTO4YvYQhQAvHuY38wSia+gIdjYRS6AYwDHMBTF8bE25kktWeKboYtOAwoFDw2DAUEe5oiNh87cOXOio6MTEhISE/9k6EyoC8cJ8CwXMGTCh/GwmLg7IujzmXhhN0VQcdY8Gx3DERRD0IkDoMj4ronhCIrCyNgo8NiQ2Pg8PBtmUg2kPzBxlU7cWJPW8+TtOHFLvfX5hwFAah4RampAXh49Wfj8sSkUEz+QKcLAwOBQP2Ogn8Ho62fwIcFLZxvFMBxDRQiK4xj4M9fsYQBgFhtbuxZQKHhQMCwQkIc54/6GIx0S6V0EANzVhS9YACgUwt0dLToNi+Dn6YPh4h9BwglAAICg/+tjkGc3BMIAwAOD2NavCA0NQKFgq1fDMEImzkRk6JD+/wIAxnH00GHC1hZQKISlJbZpE1JbB8OwaMJT43/xCSwUEzcSP8fhoFeuYCmpQFYWUCh4SAhyv2JsEm99VbxLyNAh/b9GEDAAMIKhZ8/hixaDqR+B998nLCyw/Hz0VBHS0jr+rLkI/O7ZcXFe/MFrLnAC5vKQh1Xorl14UhKhrg7eew8oyOOpaUjNo+ePrb/1lfCOIUOH9B9AjB2SIB2d2K5d+KJFQE4OvPcemD6d0NPHg4Kw/Hzsm2/Ro0eR69eRBw+R9g6kvQPp7IIFQpjNQdrakY5OpLkZuXcPLbuE79sHtnwN0jIIN3dCUQl89BF4fwphYIAlJ6MXLsKjo2NxQzYbv8JfDB1xqyGJ9G+CEwgAY4aH0eoa/NddRGIi4eoKdHTAjBng/fcBhQKmTAGSkkBSEsycCVRUgIIimDkTSEoBCQnw3nuAQsGnTGmmUFpkp4PZC4iCAqyoCG1sQvgCeLzysasWpJcTPxD1xqHj5n7+fDFBEHxIQCL9WwlFfAznAzCGANDwCNTcAt2vEJw9J/zpJ+GPO4U/7hStXi3KyRXl5oq+3Cz86Wfhjh2CffvxW+VPSy6or7SQ3G5+oPoaAIALAI8g+Aj69pfrXwISCDEMKygoeOPQKS4hCILLF5BI/09AIi6McjGCC8Br4QBUd3R//LWr7oHFH3xmsfPScRFTNDLK5vAgLl/49pfl34AHCZE/FTolpRcAAJAIJZH+gwAAtU0t076wPtR+KffQ5imfGXxXcog/LGBzIb4Afuuz968ggDH8T51ejYWOECGR/oMAAI+aWj743OJQ94WBdu78bclTN5p/V3xIMCxicfg8CH7rc/juE4hQMnRIpDclDp0Pv7Q7VXH8ZniAfpYHpcBpykbLb87u4Qzyxo533vZMvuPI0CGR/gRAgLrGtg9+dVzwvRNKoRw0l9f83JHy80z1y0YHLp4d7h8lc+e1yNAhkf4EQIAHTxsXn8tdsX0x+t77gPJ+m4VZzNaQuFvrtl3d+9vFov6+IRaHz4NEb31W31lk6JBIfwIgwJ0ndbG7tw0eOgWmfDD266CG1me++mF10b5FW1P3F59mDrFG2TzyeOdVyNAhkf4EIYwNsTldXI7oyLGxxBFTVmnYvuO3spLzVy41Nrb09g+wOHwyd16KDB0S6U/gCxERjIsA4O7YOSl0KBSCQun7/MuHDY1Vjx63tncODY9y+cK3PsPvIDJ0SKQ/jQeAYMtXk0JnxgzEP2D0yLGWzp7G1vb2zu5BMnRegQwdEulP4wEgWrt27ABn2nTCwEBQU8cDgE2AkVHO4BBzcIjJZHHJ5uSXIkOHRPrT+AAguXm4g4No/37B3fu4ianwYQ0k/l4IEB4k4vKFZOK8Chk6JNKfB6OC1g6Iwxc/MopGRKJxcZD48aC3Pm/vPDJ0SKQ/T4BABIAwAAkRCADhtZuEto6goxvCibc/b+88cegUFBTMmjU7IiIyNjYuLi6eDB0S6Y3BGIRimKsbvHETn/xqvIGx0Fm+fNbs2ZGRUXFx8fHxCZNCJz4+PiE+ITo6JiQkzMN97CVeb32+SaR3Bx8AeNce3NwCgkQQSh7svMbrT68WBkfPDYoKpEcHh4SaWLsUnSslQ4dEmgQnoJFR3MhYdPwkRH47Xuf1oeMXGuOxiO60hO7pE2Bo41pcQoYOifQiPgBIwQpsgQ9EAAjB3/r8vMteHzrzg6K8l0Q4LaLZzQ2wdfUou0ieXpFIv0MAwZMmQl1D8KCaPNj5Y68PHbeAKJ+ACPuFNA+fQD1rF/JIh0R6CRjjEwALDEKTU8nm5D/2+tBZFBq9OCw6IDw6KCTUws7l9HkydEiklwFAVHKR0NUT9A+S187/wOtDJyE+IT4+ISaGvHpFIv0hhIBEKGbvAH+7nTzY+QPkzYEk0t+GDwC8/Qfc1hYSCCH0dc3JIhSCMQjG/mv3MZOhQyL9fXBCwBgkdPVExRdec7AjQiEAIAJABIDAs5ub/xvI0CGR/j4ilA8AmpGF+gXw/+BRLBiDMAB/8x0aHIKGw3N92QAAIABJREFUhSOpaYL6pxD2X2kGIkOHRPpbEUBY9YjQ0BQ+boCIV3xTABBevgYUFUFuLli7FijIw9/8h5qByNAhkf5WIowPAOazEMnLf3mOYAREAMzTC+Tlib9iYMkSeMtXZOg8D51YMnRIpD+DD4Co8DRhYCAYZr540kQAPgDw+g3A0BCMjIyFjo8PvHUbGTrPQycyJj46Nj4yKiaEDB0S6U0gOMQX4FbW8M+7JkYJHwCIy4dz8oCKCrh/H4wXMnReCB3vgMigyLjYmJiAoFBXN/I+HRLp9fgAwFu+wp1dIAwfexQLJ0QlF3BbO2BnBx49AhMLGTovhA4tOi4mNn6BP91uToChjWvxBTJ0SKTXwQlBZw+hrS28dBUCAIIxCADc0BCkpQKRCLxQyNB5IXQWhMWEhse4+tKDQ8MMLZ2OnSUfgyCRXo8PABoXj9IjIAAgBIcAwA0MwKlTAABAEGDNGnDxIhk6Lw+dxISE8PBoF196OC3cyMrpKBk6JNKbAEB4r4LQ1BS0dkAAQADgxsbg/HkwMAAWLwYUCvjySzJ0Xnn1KjY2bo4fzX5uoL61SzHZpkMivQkY42M4NmsOsmYtXxw6pmZg9mxgYYnExmKzZoMvviBD55X36cTGxUdFRS8JCHUhG5JJpDfGBwA+eBg3MYE4fAgANIyGeXgKz5dCAKChYeCTT8jQec3NgaGhYW7kJXMS6c1hBMTm4qZmogOH+ABAXEj8nASEA9Q/AGzYQIYOeUcyifQ34wOArN+Ae3tDKAbhAEJw8YNXZOgUFBTMmjWL/AkaEunvRgBBawehqSm8fW/sNaZk6IhQAoC8/HxPr1nhtIio6NjomDgydEikvwmMjf0EaGwcHwBIiJKhIw6d/PwCb+/ZNHpkdExcTCx5pEMi/Y0AEF69TmjrCDp7IIIgQ4cMHRLpH4bgEEbgrm7Il5v54ruTydD549CJixsLnZDQMHd3MnRIpD9t7CdALSwgHh/CCTJ0XhM6tMi46Nj42JjYkJBQexcydEikPw8joBEWbmgoOnmKDwCEAdTPH2zaNBY6/7336bwmdLz9Imkx8YGhke7z/LWtXUrJH9sjkf48PgDo8hXYfB/xq5HRRYtBVBR48AA8eACoVDJ0JoXO/MCo+UFRnn50pzn+mlbOFy6Qz16RSH8eAQT1TwllZWH5XT4AyLr1hK4u8T/s3XV4U1fjB/DsfffO3u2V3/vOcS91wSkOw92pU01Th7ZQgWIFinupexurOzXq7po0nnuj1SRtY+f3Rxljg70wQbYens+zJ7s5995zyLlfTq6c6OqpdXTVM2eOJqfC0PkhdDbsNF205cguE4u9u/bO0FmcmZEJQweCfrFRhVQN5N4nR1PTJSq1dHBY1kOVdfbIOntkNKZUOjpxfojmlUJn5Q6TdXtM1mzcNVlncVYWHOlA0K8y/rMz43N6yVXjj54/MaZ8+9V7U14eOrsOmh82s9yw8/CS73ZrL1yeBSfxgqBfbVQxcUY0P+eVLplbWFqZm1scOHAQXjKHIOg3gjcHQhD0RsHQgSDojYKhA0HQGwVDB4KgNwqGDgRBbxQMHQiC3igYOhAEvVEwdCAIeqNg6EAQ9EbB0IEg6I2CoQNB0BsFQweCoDcKhg4EQW8UDB0Igt4oGDoQBL1RMHQgCHqjYOhAEPRGwdCBIOiNgqEDQdAbBUMHgqA3CoYOBEFvFAwdCILeKBg6EAS9UTB0IAh6o35B6OzZe2DpMhg6EAT9Ji8PHTMzCzMziyNHTHfv2bdk6bJM+FvmEAT9Bi8PHWtra2tra0tLy4MHD61YsQL+ljkEQb/Fy0Pn6FHro0etLSwsDx48CEMHgqDfCIYOBEFvFAwdCILeKBg6EAS9UTB0IAh6o2DoQBD0Rr08dGxtbOxsbCwtYehAEPQ7eHno7D9ssf2QpamF1SEYOhAE/WYvDx3j7UcWbTM9aGZ5+BC8ORCCoN/q5aGzZZ/Zgs2HNx00NzkMQweCoN/q5aGz77DFxv3mB80s4dcrCIJ+u5eHjo2NtZ2NjRU8kQxB0O8BXjKHIOiNgqEDQa9ArpICIAVAKldJR+RSmVyqAlJ4IPwqrzC1xVFraxg60EQGgHRUIWvrlLV3SWVjUgCkY0pZT+9IaYV0VCEdVbz9Gv6hvNJIx9LqqLmF5eFDh1bC0IEmGgBG8guUCxep9fTV+vpKowWjBJIEgLFr18GHH8loDKkaHg6/zMtD57s9ZjsPWx02tdiz/6DxihXZcOZAaOJQA1lji/qbb4CPD2htAc3NIOiy+vPPR8oqZBxE/cEHch8/CTwcfqGXh86y7SYb95tv3mOit3bnPKNlOdkwdKCJYVQhAUCxazewtgbP/rlwQWm8QgKAwtZO/fnnUlG/VKV++7X943h56GzfZ7pml6nxtsOLNuyaprskG4YONEGogJTBUmtpg5oaAAAoKQHpaQAAwOEADQ1Ze6esmwIwmLG79+Fg5xd5eeis2m267YDFqh2HF2/YNcdgGTynA00QEgBGcvLAPA0gl4PGRvXUqeovvgCpqQAAsGrl6P2HEgCUW7aq586VykalCtVbr/AfxctDx9LK2tra2tLCct/+gytWrIShA00QEgBGg0OAgQEAALi5yc0sxs5eAHv3AgDApo1j/qckAIzm5gMMZpSYDAc7r+7loYO1s3Gws7a1tjI3Obh29YrsHBg60IQgAWA0Mhr85z9g1Urwj3+MPng4Gp8I1q4FAICtW8b8T0sAkCpUKgNDpfEKqUotlSvfep3/EF4eOpv2Wm3aa/XdLvNVm/fPNzBOToehA00McqW0f2gkv3D05m15wBkZB5W7ewCcIwAArFkzeu2GBAAJAKMxsQCDGSkth4OdV/Ty0PncyOxzI7P/Ghz5t/YezNdLYwnwRDI0McjkUrlqPFkkAEhF/app00BREZDJgIHBSEGRFACpQiUdkqinTlMcPCQBQDoGBzsv9/LQ+WaR2TeLzL40OvJf3T1/+QaGDjTxjCklAIxhcWD9egAAyM1VzZ8vHZRIFWrpiFwCwNjFy+D990c6uyXwRsFX8PLQ+XKh2VcLTWcam05bsPezmcuS02HoQBOLBICRosfqb74BnZ0AALB125intwQA6YhCOiKXqtRShKf+xz8Urm4/LIR+3stDx2i9xReGprNXmuoa7/tKwzglC57TgSYShUo6JlcuWgzOnAEAgJwc9Tffyii0Z28IlACgcHVTf/YPKSqQKuGNgi/xCnckb7Gctsjsq8WmC9cfmDR3eRwRjnSgCUQCwNiVa0BPD4yNgZERoKExdvHyT88ZAyBr6wTvYcYuX4Gnk1/q5aGzaJPlzMVm/2dosmD9gclzl0XhYehAE4ZSLUP56lmzQVYWAADgcMr16yXjc1w8e854TCkBQLH/gHrKVOmQBA52/reXh870ZeaTFpl9aXRkktHej6csjYUjHWjCkAAwduU6WLoUAAAKCtT//NdI7iOpQCBjI9IR+Y8mtQBgpKQMYDCj0bFwsPO/vTx0vjAy+3Kh2ZdGR/5PZ897Xy+FX6+giUKukoyMqhYtBmFhAABgaan+8EOVto56noZq5qyxqJgfhYtcJVWoVMuWqwyNpGOKJ3N9QS/y8tCZssR8yhLzyYtMvjHY+9HkZQkkGDrQxACArLFZraUFGAwAAGCzQV0dqKwEdXVgwwa5i6sEgGcHOxIARglkgMGM5j6Cg53/4eWhY2J+1MT86CETi917Dy5etiIDXr2CJgYJAKPhkWDZMvD8Hwd7ubvHT0JHqlBLZaOqOXOVW7ZK1PBGwZ/1Kj8rbG1rY33UyvLw4YOrVsKZA6GJYVQhAUDucRxYWr5q6IyfA7p9F2AwsoYmOIPyz4ETs0PQi4wqpAAoTM3B11+B/fvBvn0/OHAA/Ptfci/v50NHqlRLhX3qf/+fws4efsP6OTB0IOhnKNWjhcVyP3+5p/ePeclPBYzUNbxoDh2FBAD5SR/w8ccyBgvOKPhCMHQg6Od9/7Tn835uPnaJCoxQaeDDD+V+p+Bg54Vg6EDQ/zT+IzPP+9nySgkACjML9VdfS/sGpEp47fynYOhA0O9MAsBIVS3AYMaCH8LBzvNg6EDQ721MKVUD5foNKo350lE5nD75J2DoQNDvTwLAaHoWwGBGU9LgYOcnYOhA0GugUElH5SodHdWq1VKlGj4V8SwYOhD0WkgAGA0NBxjMSHkVvFHwWTB0IOj1UKml4gH1118rDh+B0yc/C4YOBL0uEgDkZ8+Dv/51pIvyc/f1TEAwdCDotVEDGYMNPv5YccwTTp/8FAwdCHptRhUSABQOWPW//y3jCaQqeODIpTB0IOj1AkDW0g4wmLGr1+G183EwdCDodRpTSgBQbt+hnjETTp88DoYOBL1mAIzkFwIMZjQ+CQ52pDB0IOi1kyulKrVqwSLVwkVShUoqn+jXzmHoQNBrJwFgND4RYDBPfgH9bdfn7YKhA0Gvn0ItHZaoZ8xQ7twpfX6+wQkGhg4EvQkSAMauXgfvvSdrbpvggx0YOhD0RqjUMoSn/te/FA7YF0yuPJHA0IGgN0QCgMLNA3zydxmLO5GnT4ahA0FviEQNRjp7wN/+Jj9zbiI/FQFDB4LelPGnIg4eUn/7rbRvYMIOdmDoQNAbBMBIaQXAYEZDwibsjYIwdCDoDZIrpUq1csVKlZa2dGRsYk6fDEMHgt4sAEbJKQCDGU3PnJjXzmHoQNCbpVRLZaMqDQ3lmrVS9UScURCGDgS9aRIAxu4HAwxmpLp2Ap7ZgaEDQW+cUi0V9av/+1+FucUEvFEQhg4EvXkKCQByXz/w0UcySq9kgk2fDEMHgt4GNZDRmOCjj+VeJybajYIwdCDobRhVSABQWlip//MfqVA8oWYUhKEDQW8JACN1DQCDGbt5e0INdmDoQNBbMj598sZN6lmzpdIRqWKiDHZg6EDQWyMBYDQzB2Awo0mEiXPtHIYOBL09CpVkZEylr69aslSqVEvlE+KpCBg6EPQ2SQAYjYgCGMxIYckEeSoChg4EvVVKtax/UD15smLPHgmYEE9FwNCBoLdMAoD83HmAwYy0dkyEwQ4MHQh621RAxuaq//6pwtllIlw7h6EDQW/b+IyCjk7qTz+VshHpn/2pCBg6EPQOUANZawfAYMbOB/7pr53D0IGgd8D4jYI7d6knTZIODP+5n4qAoQNB7wQJACOFJQCDGYuM/nMPdmDoQNC7Qa6UKoFq8RKVnp5UrpAqVFIA/pS/QQxDB4LeFRIARhPxAIMZzcmTACBjsEZJyVJh35/sTmUYOhD0zlADKQCqhYuUa9aOBQaqp01XzZ4tFYilqj/VEQdDB4LeATK5FACpGozU1imXGwMMZpxq0WLpwLBU+ac64mDoQNA7QKEaaW5VbtoE3v/b08QBGIxyxUrpsEyq+FMdcTB0IOgdoFDJWBzl9h3PJg7AYJTfbZSOKv5kU+3A0IGgd4BMLlEBqVIlP3MW/PWvP4TOzl1SxZ9tygsYOhD0zlACKQCjcQnqf//fk9A5eEj6p3v0HIYOBL1LxpQSAEYqa1Ra2gCDUZhb/sofxhpTSuUqqRJIVd9Tgyc3/gAgBUACgAT8aIlU/Uzh8eHV6wk7GDoQ9O4BQMbmqIxXKExM/1fojCqlcpVUoZaqn4SI5Nk0kaukgxIpXyjli6QCsYzNlfUyZL10GY0p6+wZKSweKX4s66bKaOMLGTIOIhWIpXyRVCCSDsukcpX0+W0+zaPfcMviLw6d7OxsAIBsVAFB0GsEwAhPOFpeJVOqflg4Pn5RPxmqPEmWIamMwR4trxxNyxgLDZefPa9wdVPt3adasVI9ew74+mswaRKYPAV88gn461/Bhx+CDz8Ef/v+GtkHHzxZ8t574LPPwOTJYNIk8PXXao35qpWrVIcOKVzd5YGXxiKiRjOyRmrqZCyuVDIiVf44huQq2Zjy1Zs2MqYErx46K1esSM/IUKpUA0MyCIJer1HFgEI9MCQbkMkH1GAAgEEAhkeVUgZ7JDtPfiFQaWauWrpM9e23qo8/Uf3lL0oMRonBKP7+d/nX34xp64ys2yA7dER67Lj0hI/U64TU+6Qk6KokNFwSHCp5GCoJCZOEhEkehkqCQyUPwyTnLki9T0q9TkhP+EqdXWX7D4yuWj2mqSX/8ivF3z9V/vWvSgxG9f77qk8+Uc2cpVqzVuHsOnb3gaykTMLlDcnVgwAMADCgAgOysYHhkYHh/9WuweGRMbnC3ePY6jUvD51Dq1auSsQT+voH2VweBEGvEcJjiwdYwzLWkITNZHNy8pCgqwMHD8nnzVP/61/gvffAP/8FtLVV320YtbUdDLwoDo/gZWUjZRXcphYOpZfDRdkDw+wxJXtEzpaNPSEdYQ/LXkw6+kOxETl7TMHuG+BwEG4PldvYjJRV8LJzRFHRg+cDx45aq9etBXPmgL//HfzlL6r//GdMV6/fzAK5cYuTX8DmoKwhKWtYyhb1sZEXN42D8PmiPmcX1zVr1708dFauXJmSmj4qV4v7hyAIeg2GRbIxkRIIVaCf0iuJT1SYW4AZM8a/GSnmzpPtPzgYdFWclSfqpIjEA0IVEKqBSAlECiCSq0VjStGIXCwdFQ/LxIOSp9v8hYbE/cPiQal4eEQkHRWNyEVjSpFcJVKoRUogBECoAiK+SNzc1kdMHjoVMLJ1m3LGDPCXv4C/vQ/mzVPY2Q8TyX1MjkgFREogkoz8pI19A8MSmdzN/djqNa8WOqTkNMmIEhX0QRD0exIOIJJR7pia18vsD4kY2bZd9dlnagxGMXWa1NKqLzJGWF3PEw+io0p0RIGOKNAhGdo3hAr730ZV+9G+YXR4BBlRoiMKZFTJ44lEpRUD94Ole/Ypv/wSYDDKz7+QHTwkxpNQRMCVq5Eh2dOq8oT9/UMyVzePVw+dVMmI4ieV4An7f523/0lDfy6/uiu+eT9UW9iPSMYQmVxYUS11dlN/8RXAvKecM1d6zEucV8TnidERFSoHqETOEw/zhIM84cC7ZJAnHOT1S1CZApUDVKbgs9C+lAyZvaNqylSAwahmzRk+fVbQ0oGMKpEhGfrbQ4cvGkAEfRxUxOX9MhyeiMsTweiBfi/jHYmDCjmo6J0n5KBCnqCPJ+xH+iXcUaWgqnbkkAn44FPlp59JTS37c/L5/EHeGODJ1Pw+KV84xBf8QQiH+f0y3ijgjQABIu5PSZPt3qf64CPwzy+kzm78jh7uqArtH/5loUMkpwzL5AhfjPDFqKCfzuS2tHU2t7b/Ci1tHW2dPRxUiAr6xjcIQb8OKuhjcfnNbZ2Nza1/CE3Nrc1tHfT+YR4iGHZzV//tA8VXX5fZrrofZ36txPNmieetHOdbmbhbmY5/VFm4m7kuNx97XSs6Fhy6v2K3puLjj1T//r+By1fR/mGxXO3yK0IHFfSxuILGlna+UDwwLO0fkvxSA8PSHhq9vZPCE/a/9V4L/dE1NLcxOciARNo/OPzuG5TI6EOSjuQUhZ6++v33x04EFBRHe+RtPFe89ULed+dzNvx55G08W7LdPXd9dvIluYU9wGBG164boDEdffxWr3610CGQUoakY1yeCBX0Uens5raOviEpXzzwQsL+IfGgRNA3+MJ3BX2DiEDU0NyK8MW/9NsZBD2F8MVshF/b0CgcGPq5zvauQRXqwfRM9ccfK2bOFDwqEqtB+ONLx4l6pzKX+6cv809f/mdyKsPYK9nwbrGvSAHEsQnqz/6hnjXbd+++5Vu2vcp9OisJpORBySgHFSJ8MZXObmxpF/QN8kT9L8RCeL1MDpcvfuG7fPEAC+HVNbZweeLxb7kQ9CtweSIWl19d18gT9vPFAz/pZqiw78nrpy/eLmEfKpOLyivVH3zYv2Ahh0LjjCj6+pQReQFuSZr+6cZ+act/kLrcP9M4IGdFQM6K01k/fittuV/68lMZzy38ef4Zxv7pL1h+KtM4IHuFX9pyv3TjgJwVpzKM/VJ/uuJ4HQKyjU9lGJ/KNPbPMH5BfX5uv+nGHgTtW+nO4j4la1TJq2lQzZ5Dew9z5LtNu03MfnHoNDS38UT9XL7oecL+QWJmwbkboU0dFEHfwPMFEIGYyUF/LnS4PDFPOMAXDfBFAwhfxEEEbETAQQUcVITwxRxUyEGEbETARoRcvhjhidiI4JnVvy+DCjmIYHxTCF88XvL7Tf1kjyJUOMAT9nFQAYcn5okGUL6YgwrYiBAZX+v7kqiwny8aQPkiDiLgoEJEIOaiIoTfx0UFHJ4IFfQhgj6eaIAnGnh2Lej1+T50GsY71U+6GSoa6BuW9UtGxP2DTzves50QEYy/+NFbHL5IMCDpGxrm8oSoeFA0MMTvGxINDHJ5Qg5fLBwY5ov6ODzR+D+oT9dF+CIuXywclPBFP9rFj6ok6ucK++UGhopZs6pLKxgDEi4q7BMrwvPOuMTP90lZcjL5B75pS90i5psETTMJmm55X8M7dYlv6lL/rGX+GUt9U5edIOm7Juj7pi/zS196MnmJX8ZSn5SlfhlL/TOX+qWPv1jml7H0ZPKSk8lLfdMXuydoe5KX+KYt9c9c5p+5dHxfvqlLnUPmmd6c7Zm87CTewPzadIdow1NZy3xSlvilL/VJWeKTuuxYnI7ZlWkmQdPNb891izNyiTJ0j9GxC9Y+mbbML2OZf9Yy35SlJ5OX+GUuPZW1zDd16bNNOJm8xCdlqVuS1u0MV7FIzkEELJmCX9cIPv+89Isvd5uYmb40dPBE8sDwCBsRcHkiCo1V39SKCvs4POFTbFSACsXC/sEBiTS9oOpqCLGdyhoYlgr6Bjg80bMluXwRg43UNjRzUBEbETyLg4oYDEZ9Y0tTa0d9Y0s7lY0I+vniQZQvZiM8Co3FRkWosJ8vGkT5IhqDTWfxEUHfk9VREU/YR2ewmVwBGxFweCIOh9va0dVFZdKYHBoT5Qr6+eLB8Zz6nhDhCdtaWps6aIiwn4sgDfVNHb1cVNCHCvvZHITG4nFQIRsRcFF+Z0dnTX1zB4XF4Ym4PCGNzmZwUCqNxUTECIq2d1F7qPSGxubahnYaR8DlCX/SNOh3x0GFTA6vqrZhvFM928cQYT+bRY2PCAm6eT+nsh0V9Qv6h8WDEtHAIJcn4vcNiQcl4sFhnrCPLx5AhH188SCXJ2DzhPy+gaqi7BhiPjokbW+ozswtr6mpzMqv5vYN8gVIbmZWWVMvXzzAQTjVFbVdLL5oUCIelIgHpXwBJzs5o6aLLR4c5vJEgoFh8aBEIO7noILxKrGkI6LoWIDBiBLxFRQak8PjoEKxSB6eF+AUN+8EeZE36amFnmQj/yjnkLDIhMT4W7eOuUcaHcPPP3xhmtmdeccIWg6X1rtd2YoNmWV9d74nwdDqxly3eIOjV6cfuDj96B0NqxszDl2canZnnnfK4pMpCx3va7mcP+ASbOiB1zx8YerBq7OOkRacJC/0JC8IiDh5+1bAiUQ9j9g9N2/fDQzbZn5runuS/tHbc1wTFnqn6J+MtrwfFh6fEB+TEOR/e6PdiU1+8daXIh28U7Ssb04/EDjdOdHQJ9nQ8tr0A+en4+L0TyYvfqYVi06QFzsnaNxKdxGJxsY/L7pMUbBvvxKD8dm4ad9Rm5eEThKB3D8kY3H5HFTY08usb2rh8kUshP8UhyfsotKrG1oaWzvwGUW3olKKyusaWjrqmtsZHJTDEz4tyUYFNBanpr6JjQhZXP6zODwRldpTVJAb+vAhPi2vqYvF4XKqq2o7GfyeturQiPg2OtrR1lpZ00hH+BWFecVV7RQ6k8ERcFAhB+GVF2aERCR0sfsRvhDlCXLJsXfD4yrqWh8X5BdXd3G4nKqq+i46ivBFLC6fxRWgwr66ikI8MSM5Nb2mlVpakENKTiMkZ7ZRkZ6OxvCHwcUNNL5AzOH10XvaCERy9qPHDe00nni4t6MuLCS2mUrJSE7tZPfVPM7LKqrMTiGQ0osLc3NIGQV0Xh8HEfykddDvi40IGGy0sqaejfDZqOCZDibkC9CYe1cu3YkmRN7xOnWlndNfU5h27nxgTHoZIuDnpRDv3b977X5CfWtLekZue093cmp6K0OACvr4fG7oxRM27uebkaG6XMLlK9HppNgrN5I4QzKRgHkzMDAhr1E8OMRiU4ixpNr2riwS/s6d23cjU2ko7c6pS2nF1ZkZqQ1dtLyUpKCrd9IfN3KFYjbKZ6ECxohi2NJKMWUKm8WpamplsFE2IhALx8JzTztGz/YkGB3HP2XgGKObTCuldeXciD3bLeAkFmy3CNxy6+6tK9dtrK8vzW2mMjoLA8OtLkY7eBLWXo309onffC3iblRU6I1Yl6DgK+ERkdfvYN1itFzxWoHJVzgsYXKKhcXlrQ/Co8OCT9vd0nMn6jnF6af0NgPl8O044/OZ9wAAVQ1Xz99z8niw9nLY6dNJi3Fxsx/Ux/XSqh7GBQRnuV5Pw92J9wxriu4WxTtcn+9z/crt25ePXTO0C1198caNm7dvBoRs9iDqPtMKI0/CAqfYubfSnYWiURaXz0EEnH7JGZyLCIOJNlq4x9r2l4VOXWMzGxUwOOhTPKE4s6Dc5+L9gGshN8OJDxOzLt6JPnUlOPB2ZAeFzuH9UJjJ5VEZ7BeGDovLY/P6REI0nUxu6BX3iXg56WlpmTnJaVmPSx49DI2pbW4rLnycRiQkpeUVFz4qrmjt6KHSOQIOT8ygUvNzU2MTyB0MMcITogiCjw7DZ+QXF5Xk5uYXFFVkZ2VmZOUQkzPa6TwuKmBx+YhQXP04PyU9Py8vv7S0MjExmTUsr36UmppT3VBXGRsb/bi+FxWIEeFAU1VxeHh0dkFZWy/C46PFOSkh4UktVEomOTk9LT0jv1o4NJhDSkjNr60qycOn5jN4fey3fUz+6T0NHSYHZXJ5P3QwnpjRVXf+8vUm9rBUOsjmoi3VBb5+Z9Jzc65fvJRaVHHvvP/9eHLk7aBbobEhIaFxiYlvtjBfAAAgAElEQVQ3b4b3oH2ocKC9tvD2g6i4yHBCYX19UcaNWwlZKUm375FY/UN8lHH/2jViQbNocJhJb7l04vKjiqrLvl6hsYkB/ufSy+virt84feZcfHYlvavWG+d6/uq9/IoWDl/I4KAMhE8flEg3bx41WsDkCSvrm+isJ6ETlnvaIWqWR5KBR+JTetho7YTOrK664nt3Q0ubUu5mmRQ0Nj3OSK+p68mp9EvvqqbRY4IrLtVx4n1SdjQJim5mWlMkQ82UwHvll7jD9FI6niusv4RfaBc963JxACKmkQsc8xvqGlg3y9mlj4ouOkfNcIzVS2rN72LURifjgh8lsrjN6bVni7uyErOu1jJzL5K07aNm3ap62NVcE3L37pWHJpdKL7aJyWGVt0q7H0TkhrXVNaZmVLW2J90puioSiJIiwvxub3BO0D72TEOOJRlio2ffSnMWCkfHPy+0b8jd1Z2CwaRrab1spLNqVRKBJB6UMjk8NiLopjJqG5pZCJ/ORp5iIby61u70guqckroYcv7d6JTkvPLskrqcx3U9dDaTiz4tyeCgFDqrpr6JxRUwObyf4gq4HEYqgVDTzWN1NyWR8wQj8sqCDFJqdmZuUQ+TXV5Wmo4nxODTHhXml1T3CPoGWRwek8NjIWIEYWamZbTSBFyEzxOIC3IyiqpqivLy8x4VpyYlBYdH55c8JhJJNe0slC9icnhclF/5uDgztzg/P7+0uiEvOyunoDw5IZyUW9c/LKsozCqq6UYEYg4q7Oruauli9nQ2JqdkFz8uLXr8OJmUWt/VQ4qNioyMjiPlo4MDueQEQnpJWUleTAK5nSHkIPwXtA76/bC4fDoLqaiuY7ARBueZDsYVsultF8+cTSnvonc3EZIzczOSvAODBZJRYsjVcHJW6PUbRe3c2pzo8/fjHudnnPQ+GZVahgj7UKE4Bx/s6OJ54rj7uQf40ry0GzfjMsgJN28RmH2DKEK7ExSUkFvPE/fTqc1X/a/ll5XfC7rdjvISHjxILiiPuHwB5+R6Jy6HzUfSEmOCLly4dCu0hSlgc1E6G6FKRgbt7JWff8Gk0CqaWmhMhMXliwSjobmn7SJmuCXoucU/pWMfoZnQntPETKwXdzeXXDK9vYk9JClOJSUScqLSzMMqiOlkJw+ie11z9FG/XdWUwuuZR6voNeejJh1P965nJLnGrShnPb6VssI+aporYW9dU86J+ztpnG6fM5Ms7wZSekjeMZNtonSIbQWPmyKyyvPyq6LLOh5llTleLjjf1cUurvFxjp7lEDnrZmloB5odXel0J3/rxcLztaz40IpbJT2R+R2l7Na6yPDEzILgs3G7gqOjUjOKMzMvu0XNdvmhFXruCfr2UTNvpjkLBCPjnxejf/gSFjeEwYQsWfKykc5zoVPT0MTgoL1MzlNUBpuF8ASivr7+wYyCyuthxHYKvW9ggCcU0VncZ0vSWNzuXsb/CB2EQyfFJ1R1Igijm0BIbuyiZqUl5+QXklMzC/NyYkjZlSX5EXGE7Jzswop2FsJjsMdDR8Skd5OJpJZeARfh8/iirFRCdknZo5yczKy89JSMBGJaQ3t3bV1TFwNlclAml4+iaHYqqai+t+5xDj69sLGxIT//UVJiUmkDRdjfV5BJelTVhfAETA5aX1lWXNPe2VafkpqVnZuXkky6cfVmbkUVMZHQRuPlkBLSiioyk/EF1TQOozMxAd9E4XNQGDpvJnRqaSxO74/7GBvhl+eR/E/6eR7zOHcnrodGi7590d3T68y18NZuSnjQGW8//2Pep7Ore1jdNW4454zKboQvZDEo966ej0otrS/Lu3ztakJC4oP7SZnJSXfukujCPi6XGXrtgou7t//ZQHxm1r2L9/PLyh9ee1BHpcbeDU4rLI24di+/rDL0zp2s8vq0pMgAH5/Lt6M6OQIGm9vL5FCF/VxSCsBgBNeul1JoNNb3oZNzyiZsmkuszjM0bcI0iW35+dUO1jGrW1mdEUmmsQ2xrfWN+TlJfuGGtyvDuNTK66m4ZnZ3a1MLGym4nGZezay5kjDPJ/NEHTXeK35zFbP4BnmZbcQ0p6QtbRxWXp5vZENUd0trR1sD8bGJfeR023DtlM7i9LITjxjNtS1XCHXEohon+8Tt/OGBlMI91hEz7cNn3qsKL2kNPPrg3+YPvwl8FNhAjwsru1PVfS8o16mxq6OiqDgkydI1ckdiWkZ7F62hK8gtcjou5oeGuMbp2oZPv5nmLBSMMDk8JiKgSceaN24awWBctu84YGX9ktBJxJNEAxIGG2Vx+V0Uek19I52NUBnsZ1HoLAqdxWAj+Mzii/cTqhs76Gzu+MJni/UyOV1UenVdI5PDZ7DRn+Lw2WxWaUlpC4WL8IVNdVVEAim3pI7JYuXn5ZdV1uVmZ2fl5OUXl1VW19c3dTY0t1JZPCYHZXIEDCa9rKyyi8Fjc3gcRFBVWVHd3FpXW19RVdvQ1ltfVU4iknNLaju7OgpLq2gcIRsR9HS3Z6SkkjMeddDYjTXlKemZheWNTK6Qg/Lqqivr25l0Oq2uubOXRs3NyEhOy2vsYiKCPg6bWVJc3kbtLXtc1sUSs+iU3Nz8/IJ8cnJacnJGaX0HmydkcJ5rGvS7YnJ4NCa3vKq2l8mmMjnP9DEWhc7h8IU9nR31ze2M8a9jbFZDYxOFLUA4PTcDLqQW1XTTWFy+uLYkIzDoeh0VZbA4FBqjs7uHwRVwUH43ldLZ09vTw+ih0rspdCqDTWGwu3uoLS0tDU0t7T20bgqdQmP2UGhUBqubQuvpZXb39PYyub10Wmcvo7u7u76xrZeF0Fmc8f5PYXF7EL7ku43qjz+uTyJSBqVMLl/AHwnJPnX04RRclOYz5mMj5nslrfVLWmIXOsOTuPEMablDlE5QvumNvB1uMfNwMQsvZu31jjc8Qdp6NXv3KeIKt1gjP9IG9+j5LrGL/QmrnKP0fEnr3GO0sZEaDpGaPuStF9PW2EfMv5hreiVjrX34DGykJjZS05uw3jve0Iuw9kTiouP41SdjdcwDTWs7K66TtK3D5zpGangkrvDFL8dFzsdGzneNW+ZPWHU83tgfb2wfNsM3bdfd4iP+BEOHaJ0LuQdu5u/xiNZwiJj/bEOcorWsQ6beSHES8GUMLr9XphARyOCDDwgzZm43s3jZ1atVqxKTiML+YToLYXJ4XRRaVV0DlcHu7mU8j0Jn1jZ3lVQ3t3f3Uuis5wv00JjtPb3VdQ1MDo/OQl4EZSNCJhulsxAWImQjAg4iYHJ4bETI+v6qExcVshABk8tjsFHG0xXZKBsRMNhP/pf15FSuYPwFGxWyEQGHJ6L3Uhtbu2hsHp2FMLkCDiJgI0IWh89CBGwun40ImGyEzkRYXCGLg9JZ30chImAhAjaXx2AhDDaPjQqZbB4bFTLYCIPD5yBCNipkI3wWV8BGBIwXtwv6PTHYaC+DU1ZZ00NjdtOYP+lmXb2MXtb4d3lmF5XRQ2czOGgvg0PppRRm5zd0MlgIj9rbm5+TXlDRND767qYxe1lcCo3R1cvsZXKpTA6VyaYw2L3MJ12dyuTSOSidjVIZ7F4Wh0Jn9jI5PTQmlcmh0FlUJodCZ1IYT/7L4KDUH/f/Li6P2tQ6OnOm/P/+j5uRTZOM8kXykCx/i/vfOoTPexY2Yp5t6HSb0FnYCA2bkKnWobPsw2ZbBU+yejjNPlzDPmyWVfAUu7A5NiFTrR5OORoywz5stnXINLtwDfuwWdYhMxzC51qHTLMLn4cN18CGz7UOmXo0ZKZD+Byr4ElWD6fbh2tgw+dhw+fZhEyzCZ1tEzLNJnSWbchUqxCNoOSzkXkmDqHT7MM1sOEadqEzrENmOoRrYMM17MNmWofMsAudaR0y0yF8nvXDKZbBk21C52DD546/tg2bgw3X+HErNCyDJ11PwfH7FL3DI/zIaPDRR5Wf/WPLth37Xn6fzvOhU1tPobO6qPTndVJodBaHi/IpNGYnhfZ8ge5eRnsXpaq2/udD5zVjo29t19DvZzx0Siuqu3sZL+yKL+6fVCYTEfTSGJ0UWheVweAKWBxu14s66u+PQutABbSySumsWeoPPhBdvsrvU90rCTS9/7Vd6Jy3ba592Fzb8CkWDybZhs61D537O2wzbK5p8DcXHx0XINJ+V3eAwcjXrnO2tluxcfPhl9+RPB46fcPjn3Q3lVFVW//CYc6TRKfSx+PmZwowWzq66hqa4ZEP/UY0Bre8qrajp/f5kc7/7p9dz76mvuqKv4t2lF9dWDy0Zx/AYJTL15Kvmh0Jn2EaO9cmbK5tyOw/idA51uFzTeLnmYfMIPlsUusYgb+8N+DohPDFWK8Ta17lgc9Vq1YlJBEEoiEak0tjchlstL2rp66xub65tb655RdqrW9urW9s7mWw6CxkfIMQ9Cv0MjgMFtrW0VVZU1fX1FLb2Pzuq2tqraiua6bSaX3DvNDwsVmzlBhMufZfLh2bZP5gxuHoeUdCZ5rc+cbk9td/VHe/PRI+61DUXJvb0+9gv26egQEYjGzhQm5qBrVfwukbcnJyWbN2/SuFTnwigS8a7GVwxnEQAYvNpVBplN5fiErrpTM4CI/BRqh09tMNQtCvw2AjPb30lraOP4b2jp5eOoOFUFkIpW+ol8YSBl0Hs7VVGAzlm/ce26/JJpzLaCFmdKZltCVn1idmVcdm1fwBZNYnZrQlZ3SmZTYk5kadqDiykPVPDMBgwEJjfmgklcuniAZoLITLEzk5u/7K0KHSOXQW8qsvdtKYXJg40O+ETWchb/1S2qujsxDqeM3pbCqXT+kbovUy+eExyvVbwd//DT79L1i5WXb5rrikgYcMc2UAGQJIvxIVjqKoBEWGUVTy9iHDKE+KCkeRfhUyBLgywOMM9j2qGjlzFSxeDT74B/jnl2M7D6BJ5F4OjyIepLLRXjqbxuT+0tDB84QDVDr7KQqdTaGxfp1ntwNBExyFjfaIBig8EbO0UnjqzIienuqjjwAGMzpPo9/MHL0fzCgpp3b3dosGuvuGevjiHkTQw0EpLITC4FDov/IY/AXoLAqDQ2EhPRxeDyrsFvR19w93C/p6OymMgmLe9VsDhw6PzZwFMBjlp59Kly7jX7rCqK7vEfT1CPspLORpM3sZHA4qfKXQOXTo8OrVa/AEEk848NqbB0ETFp3dgwq7RQMUNkovreBdujK0ZZviyy/VH36o/tsHYzNmDm/aLDruxY2Oo5dV9bZ2UnuZPTxx16C0u3+4WzTQI+jrQYU9HB6FhVJYCIXJ/QGDQxkfJTyPwflRSRZCYaM9XH4PKuoR9HWLBrr7Jd0Dkh5EQO2h9Ta1MfMK0bsP+rA4yfoN8ilT1e+/r/roI/mUKYP7DqC379FrGnq4/G7RQA8ieH5QQqWzEb7I1c1jzbr/GTqWllaHDx9Zt27d7eDIvoFhLsLnIDwOwocg6HXhCdniAZZ0lN03yGWwBSWlQ7fvyC0twaKF4KuvwGefgs8+BZMnAUPD0d17hh0c+339hTdvo3EJ7Ow8em1DbxeVSmWMxweFjVJYCAUR9Aj7ewR9z6Nw+RT29yWZXCqF3tvZw6iq5WRko1Gxwhu3Bnz8JPYO8q3bgKYm+Py/4O+fgL9/AqZMAsbGow7YgZBQfmUNl42wB4ZZ0lG2qJ/DE7y4UVyegC/qpnFMrew3btp8+IjpC0LH2trG2trGyuqoqanZrh3bNlt63UnIq6xtKa1qfFzZ8LiyHoKg16qkurGktrm4saOoo7eog/q4sr4st6gqNLr2uE/DnoNt+guZ304R/v3T4b99IB//seAPPwD/+Ax88zXQ1QHr14Itm8Cm78B3G8CB/cDBHtjaADtbpb2dys4O2NkCWxtgZwf27gEbN4BN34Etm8CalUBbE3zxOfjsU/DB3wAGI8dgJH95X/TJp4zJ09oWLGk4aFrre6YyOrGsoLSkuqmok1bUTi1uaC+pbS6pavz5hjQ8rmwor2kqKm9wvhizZvuRvbt3HXnhzYGWllaWllYWFpampqaH9u397ujpWbtOzdiAm77WZtpKy2krLZ5jPm2l+YuWQxD0G5lPW2Uxdc3Rqettpm50mLIVN2WH69SdrnPW22iuMNVbuNdIe8uauWsPT1/i8a3e5S/mRf9zSubHX2R+/HnGx188/ts/a9/7uAbzUTXm4wbMBwwMhobB1GE+rMZ8XIP5qPa9Two//HfGx19kfvx55idfhP1rWuAXGq6TDA7NWLpm7loj7S36C/ZqGZvM2WA7dYfrlB2uU7bgpn5nP3WdzdQ1R59U7FXqv8pqxjr76d+56ppe3mXmeHD/PlMzc3MLq5+Gjrm5pbm5pbm5hYmp2ZGD+/cdu61vFzp155mp2/2nbvWZsuXk1C0np245OXnziUmbT07a7DN5i9+Urf5Tt/lN3XJyCgRBr9PULSenbPWZvN1v0g7/b3ee+mZ3wNe7z3y1+8yXe858sefs53vO/nfP2f/uOfufveem7PSfvd1n1nbfmTt85207uWCTh+HmY3O2+8zc7jtru+/s7T7f7jr9n73nxst/vufsF3vOfrnnzFe7z3y9+8w3uwO+3Xl60g7/ydt8p2w9+SsP7a0+U7f5Tt1xasbewFXH4g/bex45dNDUzPIFoWNheXScmbmlucmRw35hi48la1qFah0N0bIK1rQM1rQKnm8RrGkRrGN139Dqlo7Jxbn7z88+dE3zaJjW0RBNy2AIgt46DauH86xC5lk9nGf1cO7RkNlHQ2cfDZ37/ZJ5ViHzrR6+7jpoWT3UOhqiZRPx3aksc2c/0yOHzMytXjTSsXiy1Nzc0sL0iGlAzPKTuTrYRD3HRD3HRD1soo5D0nJ3wumYxx7h2WZBsVaXw3f73F5k6T9zT4C2fZw+Dq+HTdDDJkIQNNE5Juo6Juo6Jm0+X2Tpdtrc5PDTePmZ0LGwtDAzMTsba+z3SM+JaOBCMnAhGbimaNtGbTkefJVYcDyYZHE53vY60TIo/tC58BV2p+ft89XDEQ1ckw2cSZCBM0n/HdjCO95A6M/MhazvTNJ3Jm29+NjKPcDc5MgvCh2SgQvZ0DVFD0ecu+v4EkufLR7XDwWE2VzDO9wiWwYl7PN7uNElaLGJh675FQO3NAPXZANXsg6OqOtMNnQhazsS9V3IBuNcyTqORF1nsoFrssHThc8wdCXrOhK1nUgGrs+/S9JyJOo7v2CtX03bkaD3c++6kvWciNo44o/qP77KS+vgmqzvTNLGkV7cRheyDo6o7UTSd35xgfG96zuTdJxIek4kbRzpJ39dujiiJvZHtfodGbqSdXFEbSeS4Qs+I5IWlqjn/KSM7sv+HgxdyVoO+LkOhJ/7uF+6uoZd0gzrJD0Xsh6OMMM6UcPxhbWC3lH6zmR9Z/JvCB339DmHrkzfYLHA5MQq27Pbj908fDrMJ6XiTjtyu51zKrd2u+cVjW2OevaxBq4pOjjy5nMFG7xTdFxSd18sXOpMnGeP18bi5zuQtl4oXO+drGGP18IStB2Jek5EbUeCFhavjSPq4gjz7JPWni3Y6Zeh40h8Um8nohaWoIXF67qk7b9cuMgFr+FAGF9L25GghSXo4oiaDnjd75doOxINnjkYdHHjxfA6OKI2Fq+FJWhhCXrOJG1s0nyn5N2Xi1a7k3WdSXpORE0HvJYjQd+ZpI0laGEJGvb4VX55O8/l7zqftwBH0MQStBySNHEpey8XLXcnzLPH631fcrwVmg54HdyTOmjYJS30zDp8udAAh9fEErQdCdo44tP6zLPDrz37aOepnHW+WUY4/HwHgq4TURtL0MYStHFEPSeilgN+vgN+wfHMAxcL1vjmbj+dqWmXpO9M0nYk6DuTdRwJq04X4O6VL3EhaDjgdXFELSxBG0vQxRG1sHgtLEHTAa+NJWg5EgxcyAbOJC0sQd+ZpIMj6OCI4xXWxRF1HAm6TiS9pwsdCfrOZMMfqlew0z9zvn3SeHP0nqyYpOOSeiCoeKkrYbYtfsu5oh2nMufbf/9X6kTScvj+tct4mJI0scRDd6qO3SvSxeL1Xci6joRZ1okzrRO1cCQ93NPXRC2HpJnWiXPt8fPskp4WMHQhaTmSHKIa7qfWGzsnLT9deDerw/5KjoZN4pMyjkRdR8JM64RZtngtLGG2deJM60RNR6Lh2z7SoKe+D52SXxI6Z2KNffP1cEQDZ7KRa+qUze5fLd+/zCbAJ6f2fFmLX0bVxeKWtGF1mQKUARDcydU94Db34FVD1xRNB7JtSIPp2bR5zhlukfX7zzyyDa52C63acDzD+mHdoTOZO4LKPCPrtvumLTiebRdc5RpSs+1k6lKvHNuHtRcyelyC8jTs8QbOJH0cYYFnhsWdKsd7peu8cvzJ3f4xtdbXCxc4pxy5WeESWmsamGt8ItsxtM70Qt6WswWOD6v3ncnWwxLGR/66joQVvvkOwdXOD6s2eqftCip1DavF3X28wJG4/dJjp8imG+kdWz3I8x3wRh5Z2LB6u+uFug7EXVfKPaPqtvukb79U5hFa4xpSsdk/1y64xjm4Yp1Xlhe++0x8nfWNYiMHwrZLpcej6g+cyVp4LNM+pNbyStH+oFKn0FqLoIL912vD8nrWe6bsulKOe1DxnXeqjiNRB0tYcTLPLqT2Qnq3y7WSPRcKtp195BRae+Bszo7AEtzDqq0+afpuGbjwestLeVsuVQbn9FjfqvCMqj10PlcXR9p7qWiFO3E+juyXSr+ObzhwpdTpQcU2/xzL+zXuDyuMPVL3XC13C621v1thH1xjfilX2yHJ6FiG2bViIxxh67nCTb5Zpnerj4VWrfZI2xFYvME7ee3ZR7v9s/dcLXcNrtzglaxpn7TiZJ7dw9oLmRTcxZzlJ/IcQ2oOnc8xck+zuFPleL90/Yk8z5jGnWdyzK6XnUujB4SVLvXOdgpvsL9ZvMgl1eR2pVtYrUXQI0MsXt+JZOhMnHEUH1iIlJa3ah5N0MYmLTqRfT27OyKreYMHftnposgialRO6zavZJP7NVFF1Dv4+pMxdQ/zeuLy23Z4p8x3SJptS4ppGwBqma1f8tG4HgBAZHzxfOf0OwW9xML2zZ7EDYEl4QWU2JymXadzzmd0R2Y3b/cmzccS3/43C8iZZOBM0nci6TuRtgb+utBxIRu6JH+zHjdtp8PBiOwbA6pgBXgwDFIHlNRRtVwNhlUgRwnW+d+evNXPyDVV04Fs9aDuUECahnO6/YNqh3v1fjEVG88UeUU22N+rcHhQ5f6gfJ3/I5/Yxm3+WTsDCz2Jnf4RNS4hdXtP52BjWx2D8jTt8QbOJG0H/MarFUHENvOggjVeOX741v3ncz0TWg/6ZW0+98gmrOEyocniWtXJiIp1Z4oukTts71ReJHfs9EnWxBINnEm6jsQVJ3P3BxX5pnQdv1PhFd9mfinPMarJ6W7l8dCq9f75p0mtWzzIs2zxZsENHvdKN/tlrj9bfCK8ep1v7vHIRru7Ffb3KnEPyjf5Zu+9XOyf2n3sVrlbdLPJ+RzL4Hr3kGqP0Kr1J3M8Ihts7lSdiqtb4Z6y9WyB6d3qoLROq6Byz4iaI3eqzyc02gbXByY2LHVK0nBO84hp3h+QYx/dhLtRbnevAhdS73a/eNOl8iBiq829mjOJLW4R9bjbj7f4Z649XeQXU7/vUoljSO3J6LqtAfkeETXLnPAaDkRcRLNFUKFrTKvJ+RzT+3UOVx9tv1TuFl4fQGizvlZyCt9qcqXUP6FhhUviPKdU7/iWfWdybINrnUNrHW4Ubr5Qeiyk9lh08/7Tqbvv1bpeL/WKazM9n6WPw2u7pLrHNB8IyLGLbHS+V+mX0Ia9U+6f1OYaWXc2scX8SsEaz2wvfPfttLZtPulHHzba3yrBhtXvO51lfq/O6V5NALFlp3+WW2zLkYB0TSzB0Jk40xofkMvKKWycZxE3zY58r4pHYwrqWUNlj1tWH88MyqQgg6MhUWXXi3koG3W4XlJEGais7y2hD0Qllc20ip9rT35YgfRQ+JfjygNz6Syu+Fps+e0Sdml11/0SVk5J6/HE9oHhwdMRZRGVCJUlrGEO1tZ1LrJP1HF6+8cbZPB7hA756w246Xtw+kdPGFl7mVRSPaQgpg+IxtQAgCElCB8DRp6XJm/yNnJL03QgWz9sOHwqeTo21Sm0zu5WteWlzFl2qd5xrS4hVe4xDTYXcyaZJXnEteLul9veLrePavSLbfCNrl9gE7flRhX2Sv48m0Q9J5K+E9HILXV3UOmJ2CbLq2WeUbWL3YjWEQ22QcV29yotHtScTmiwuFJhcSl75YXSq+S23QF5h4KKVx8nz3fAGzgTtR1Ju69UON6tcIpvOX6nwiWkbvVxwv57tafimj3ulky1xOOiGrYfJ8+0JzrFtRzxS/3aNGbT1Ur324XfmiTgIpq9I2ts71RgH1SaXSuzv1PhktDicbsC97BmKTbuu4uVgWmdzjcLJh+Osw1t9Iyos75eoOOcYh9ca3Wn0h/fbHnxseOD8qNhjQER1dvOPjp08dEiJ7zO8ezT+JZFNnGbrlU43qiwvVtuf7d67+m0LTdqgxIbtwXk7QosOpHUuv9kymSLuOW+hcdDq7ZfKLG5UbjvasU5Qrv15VxNe7ymA8EmuM7kYuHR+zWrj5Oswhp2HidouOb44dt9Yms3e2XYBles987xjmtccww/1zZp6+XyM4Q2m2vFlsG1B33IM7EZJ2KbfeObt58kbb1Z7XyjDBtcs9YDr2mP1z+edQrfstg2fsPlsuNRjYGEtgNn8/ZfLtrom7nj0uMTsU0WQSVe+M4gYuM6d/KhWzXmN0qcw2oWHI1Zc778dHyL68Oy+RaxlqHNtley59gmjYfOmXx2XlHTXLOYyY5p2QwZDxEVtfLIea3Hw2oTK1ioRBETW3GziBVPKP3vEXx6J9/ZP/1ESi8po2aOVfwc++SYGm56cVdKDTfzcU9KPftOamN+l4w9lBgAAAnNSURBVPjMtVSd0+V1beyr6R0l5a3fmCamUqVinriwjZ9X2rHKKUkb9/aPN8jgt4aOM8nILW3KluP/NNj87dI9czdZLb8YvqOs04YHLg2CxBFwTw5Mapn/t2zHzN3njNzTtbH4zZfLfKLqrO9W298o2nml+mpaq3Nwje2NMqt7lZbXSlzD6rAPapzuVxx9WOsVXOUQ0RIQVW15qwJ3v/pMWjcuKM/YM3OJO1kbi1/hn2dzu8Ilosn5bqVnVN2K48k24Q1O96t8o+tNb1VfIrbY3Ky0uZav55Z+LLrR6kbZ0RvFqz1T1/pkGjgRNBxJdpHNHvfKnWPafUNr3CPqN3iTTUPq7a8UO4XW2QbXXc/o2OxBmmOXtC2o0jeuwe5G8aoTOe5RDQ4Pql0fVB6+VoZ7UGn3oPJYdJPr3XLX2LYTwZXHE9q8w6qORdTvPpPvFFbv8KDaI6Ry36VSx9tFRt7Zp/Gt5tfKL5A7rK4+PhnbeOBy8bHwOpMbZRaX8w0d8fMdyRb361yCq0+ldrpcL7O9V2F/r8b0QuYCr1zvmAazG2Umlx7tDSo/GVtvd71opU+eb1yz1a1Ku+t5Rl6PgvOp273JmliipgPBLrTB/HKhdXDtRk/ipotlXhG1TqF1VjfKPCLrd/pkOYRUbfLJOxHfsMYDr+2QpO2edSOXbno6dVVAiXdkHS6k3vpK0ZGbNccjqr2S2hyvP8Y+rNnoSdTGEbUcSeb3ap0fVJ9O7XK8VmQXXGdzq8ziRsn2s/lWN8tdI5qc71a6hFTvvlzkGV5rH1zveq/M9Ha184NK94j6/eeLA9K6PIOrjkfUbTyZvtYn08iJMNMG70Kg9LJFWdWM67FlDpEN5Z1oagXN7lL2MTK1h86voIqCo8ou5tDC4h9/fiQpvpZt7ZXqie8JTyz7+lDU1xb4kDLW1dDSxFZxErnmQk7vtchik+CGWgq/rIsXGFpoHtpUWNI87WCEZWRzZTeaWkn3vpWvaZsEL6u9I36H0JlvevufRjs+X7Z/6neW01ccmGy8Zx721IqIrHWEwkXX4/61bOsn89bpOcQbuqYYOBF1nYibzhYeuvhI3yFxx7W680l1uwKyjZyIyzzTF7kQjX1yDl0uXOpC0HNJ2XWxcNupnNVeqQYuydsuFO04k7PEI/XItbL1nmRtR6Kha/L2wKI9Z3OMnEkrT2QscCEbe2cscU3+7kzB7rN5a73Tjb3SjY+l6mDxiz0zD14p3ngiZfGJHMurRYZOBD0cYdGx9D0XC7f6Za/0Sl91ImOhK2m5d8ZSF+Jiz8y9lwo3+2YsdCbpOxF1ceQt5wu2n8rUccAvO5Fz6ErhcjeSkXvqSq90Y8+UJcfS91wq2uKfvdIrzdg7c1dg4WbfDE27pCVeWYeCilZ6kA1cU1d6peo6Etb45+0LfLThZObiYykb/HOXuZFX+eUdCipcfTxZD0fUxxH0nFO2BxbtOJNj7JFq7Jlm7Jm+/FiytgPe2Cf30JXi9V4p2o6krecLtvll6OFI6/1zN/hkLHUnrw4o8gytWoQj6DmT9J2Ixl4Zy46lLvdKX+xK1HYkbTpbuO98jj6OuMI7Y7FbsrFX+iK3lNUn0he6EPVwhEUnco9H1q11J8x3IGw4U7D/Qp4hDq/rlLIjsHD76exlHikrvNIXuZD0nUn6OIKec/L2wMKdZ3KXuhIN3dP2B5Vs888wdCFvu1C051yukTN55YkMI2fSKp+sVd6Zm/wyDV2Sd10s2uyTqueWczalw/rKo5XHkvVcktf5ZBrgCDo4omd0fVIpjVxBj85u8QitCimkEkspF2KrvWMaYooo9zPbbiY3XUttvU5sOBZWfSuj/XxM7UVS6w1S4/GwyuMRNdfT24OS6q6mdVwh1F9KabtOqHd6WBlc0Isv6jz+sCwA33I/vcU7rMItrPphATW5jHoxvmbZ8VQdR8JbP94gg98eOuOndb5c54yZufw9jQ3v62z5QGvT+zNXvDdtEWbKAsx/NDDfGs7cd8HIPf3J/pyJWg5JGvZJmg6EDQFFe89lzrFJ0HMi6eIIek5EHUe8hn2SrhNJ34k43z5JE4v//hpQkqYDXseJtMgjxfBJvYmaDknzHfB6TkQdR4K+E0nHkaDrRNRySJrvgNd2JIxflzFwIek6EjTsk7SwBEPX5IVu5PFq6OEI8+2TtLB4nfELMU4kXUeCrhNR15Ew3z5JE0vQe2YvmliCgQtpvG46OOL4HnVwRF3ceGG8jiNBx3F8g4Sne9TBEfWdiDo4ooEzSRuLn++A1/r+WpKuE1Eb+2RrBs/uyAGvgyPq4Ag6OIIujmjgQtLB4jXsk7RxRANnoub49p1JWlj8/7dvv69JxHEcwI0oetiDehpEjP3wx/1YD4KttqgRsQZFzvPuvt9Tt2Lq/ZgLVjBXrXJzznlb9CyoB8Ew9W7aoKCdngarJ/1TPTgVp0y2EW61z4cXInff++L3I7459KsjnHVKBfzu573olkOsTuISq79AkbJOK7rVCkqxjlQfnWKOknWntOlWdzxvvjmtCa1OWi8jmLGHso3zNHabkLVa63JU/cLq5LrVB0c4R8qaPZjpC2X6n3zFapkOp/vCGqVoLqk658PYd8+y4V7aZlZKfrXMxA33koHVsi9VGo8bzHKRTZa4lSKbNCfWy2yiiNUySpbYpDmxXplYq7CJIr9qsokilzT5lSKXNANrZSZuuONF31pFWC0xiVJgveJXTSZuuOMGnzIHZr8QEnyXfCwcMnQG5w1C0qxNPnSkQITTF28GbV1Dtq5hW8/tU70jtu5btivXT/eOXBqbpyN5ajpvDa6zPpwOUaOn9aZTbRCyRu57cDNZI2TtkNceSy4x55QOuSJCyjnEDnRDsxK86XhfKNsTzFRNtTxpNNUyps2wvUf+Z2/9P42UdVLWR9uHjuAL1Ph91t8gotuEmKNkzUJHCpSUvfzg1flr/FnH6Bn73XPE2IUbk92c2h8p0MpmfSQAVUpnHfl6QQ0paaSkjS5VAjMLAs/V42VX6HA8quF5rwctfBqMGo2hQ8nWnp0tSvzsmPxgD7x3Pv5Iy9rVmS1K0Y98kQCA46MWOj8E5TnHuOvxsit0EBZqMOa8/lh6+KXpDGddYo5oIumkkqeUAqnkCUlrPgsAOPGs7ez3k7/8MwuI9dTjZa/QERDLCE/V8be/h16UBua2B6It5mpaTwEATrzBue07izsoZaJHIuK5fYQOwghh4VnKt5jBrzcQAAAchBBL+2MbODSLOG9jtuwdOlhACCGWQZwX8wAAcGCI8yKObQqWtqHTcMsDAAAHhnFrpOwjdAAA4O+B0AEAdNSu0IGCgoLqTEHoQEFBdbT+AOAQnGXfVV/xAAAAAElFTkSuQmCC" style="border: 0px solid rgb(204, 204, 204); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px; padding-top: 4px;" /></span><br />
<span style="background-color: #cccccc; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;">9. Jika keluar seperti ini berarti file anda sudah selesai di upoad</span><br />
<span style="background-color: #cccccc;"><img alt="" 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EXpq+bNnLVgxdL+YaFj5q09sm/P2L6tvDkmLd68ZMpANpsdHFCtTlj8skXzk6fN/PbgniM7vo7u1y8utn+TBvUiB43c+cO+hUn9/ltp0eHXDJ86N3V8UuLctNTEcRNTpo4Kb9Yx7au1KxfNDK/PDwoO5NZtu2H3j0tmTvvym10rF01LXbS4b/Oafn5+nYZNWTF7bDU/v8849WYuSe9WOyigRocvl69Ykr4sulPNhn1HLpo0cfKU+dGdazYblLRw/KiJk+Ym9G0dEFRZ0eGEhKWmL25T879Va7dNnT195NBJifHt/P5PMGfVxh1blnesxw5s3n3p/JShsePGxndmVQ+dNnPuqNHD01Z9uWDuwvQZoz/z+++giVPnzkvfuDI9smuXXlFR4c3qcSp3clnBwa27j5g3aySXyegaO3rO3DnfrN8wondERI/ITh0iJ01PnjB+2sSREX5+jLQV62K6NQxkcCp5AXBZwfXaDVi5fF5D1ucNI4ctmTn6Mz+/PiNnb9i5YebYAX5+fjHj5325ZMHUSSOaNggdnJiyZuXSnm0bMVhswQc+Xgm5LAaHGcTjsjkM/+o163afe7X9TtB8Peiw0TXmgGv3Azob9qj0nlyVe8Vluu+PoFPq1YAA/8aNGsAwLJVKY2JiRCKRd7QlJibGYDDcvHnzyJEjAID79+9v3rz54MGDhw8f3rZt25MnTwAAEyZM8PPz8wpQSkrKd999BwBYsGDB7Nmzb926deTIkQMHDiAIYjQaR40alZGRAQDYtWsXm82uU6dOYGDg2LFjAQAnTpxISkoCAFy7ds3Pz69169Z6vd5kMu3bt++77747fPjwkSNH4uPjvT0dFoMTMXB4/25hn3/2mX9AcJvIAQnxI+NHDB8yYsSA/gMHDIxu07bLmEnTRyTEJ02bMWZIVOB/v2jRbdDM2SmDYqKHjx0/duT4YaOHDR6WED0gduqMmb27dh81LW3hotS4QXExQwYnTpk+btzk5NQFCxeldW1R/4sA9oDRU2fMmpWcMmNqypSYPtGJKQvmpSYPHBgXN3zYhOSUMWMmzlywZP7clPD61asFc/sNnzw9eUKvqF4xAwb0HBA7ecac6TNnTZo2dcL4SUnjJ48eM2ZQzID+MUMGD0tM+/KrOcnjGoRw2Ny/alD8PaIzZvbKpPhuK/dfWTk+dlzqV7FNubV6pxbkXQvjVfHmmPbl9gXjunvTdVoOX7F08fx5C8cnjlr39dqRQ+LHjRnWLSpqStLoOV9t2bpkbNUPEJ22s9JSIvvE7tqxuXfPnrNTk2sGBE9euXfn0iRGgH9QUHDPkdOXpoxkM5nCRu2XrlqTOmPO3NRpicNjm4ZFpC5aNHNaUo82LXsOHpc2Y9LEGWnj4/oPjJ+yIHXKtPRV6VPHT0lePLhH/fC4SYvGDx8zaeH8qYNZTFalHnH4vGAmN27qnPnTxo0an5wUFxURk7xr16qJSZNnTRkT0SN62qSkcalfbv5qxqCYceOHdhW26Pr118sH9B2w9tudk4fFTJuZOnrM5G0/bh8eFTV9dlrCkCEjRo9o2zCExalUl4QVHNwmctS8WSODP/tPp/jx08cOHZWYPGXM8Nhhw3t36j5h2rSxSTO2frdu4phxC1KTG4Z4h6srZVxWcL32A9esWhDK92fXDJuzYNHYMaMXLJwf2blrSuq8saPHzJ+fGt17cPLsyXHxcYMHxC/6avngbk2CmR8sOl57MVRdq0FYg7YDWsav6bBM2nYTaL0RdN0Mhux2J+73DNkDun8Hor411G/Tv4qfX2xsrPf5qHHjxkql0tsx8SrCjh070tPTAQC5ubkrV668d+/ehQsXwsPDT5486VWivXv32mw2u90+ZsyYzMxMh8Oxbt06mqYBAOnp6StWrKBpWiKRjBgxQq1WvxohCg4O/uKLL3bs2AEAWLdu3bp16wAAmzZt8vPzCwsLk0gkAIAffvhh9+7deXl56enpDAaDy+UKhXxmMLd33OgBEW34tRtH9ooeHD9s2NgJsb07N+vQd+qMGYMG9O7eN27m3DlRXdt0HTgytmd4AIMX3ikiftToIUPiBgyMHpQwpm+3tq0jh0xPSY7s0qpph6jRo8YkTU2ZNjWpQ+tm7frEpcydkzR61JD4+LCGIZxaYcNGDOveo0//vlFRscMnTJw4NGHk+Okzp09JbN0qrO/IyXMWpI1OGDYkPrZxLT63Rv2I3v1Hjh3Tv1//2LiE+KFDe0b2GjBwQNeefcZNSo7p071lh95J4ycNThg+Ycr0UQnDBg/uV6+6oNKX0Afbe8Z0qtdpJOQGhjQIrc5mVq/bkO1ftUXfydvWzAx8maFWg6b1arC96WpBwob169Wv35D5389qNGk/avSoLmH1A4JYvQYNjY+OZL9Vct46e8XnC4S1mjdvWqtm7RYtmtWqVat58yYcTsjoWUvG9GkdEBjM5QubhoWH1qvOYrFYbG7Tlq0a1W3YJap39w6t2EGMBmEdoqOjGtUQMFiCzj379evZWcgKZnFrdevVt2dE56YNGzRpGtagbkjNhk2aN65fr1GLbp3bhrxnUv5N43HZ/Bq1evSJiY7qwqxWrUf8vE0b5veP7FSTz67brFP8kCHjZiz6cvaY+rXqhjaqy2GzW7Tv2q937w4t2zasI6hRr2nv/tERndvX5rJrNQiLjo3t3rFVCL+SQzoCPo9Xq06jFk0b8TicOo2aNK1fm8erHdl/YL9eXerVrF67dt2ouFmbNi2N6dmpfk0hk8Wt/AM5n88LqVW/ZcvmNYR8NpNVq0GLAYNi2jVvEFA1oE7jVgNjB7YOrcvh1WrWtFFo81b9Bw7qFB7KZb8YM/qDU+YCgYDP5XAY1ThBn9eo07B59Px28zPbf+Notxl0+BZ0Wm/tkHa7fttoVlDVAH//uLi4O3fuzJ49m8lkHj58+NSpU9WrV580aVJGRkZcXByfz9+2bVtWVlZRUdH169fHjx/v7+/fq1evGzdu5OTk7Nix48CBAwcOHOjevfvJkyd//vnniIiIH3/8MScn5/LlyytWrDh9+vTOnTuHDBly5cqVCxcutG/fPiAggM/ns9nstWvX3rhxY8CAAV9++eWNGzdiYmICAgIYDEZ8fPzVq1cLCwuzs7N/+OGH1q1bMxiMV9dHnUbN4sdMShw/pmv7Dl2792jRqlXc6KljEwaFt2k/bNy08Ukj2rRuFzdm0sRJiS3rCYPYwu7945ImTujXv/+AQbHdenQdljg9IbZvRK+erZrUbdwmMnHKlJHD4/r2i548Z0nqrEnt2rYbNmbKwN6d+KzAmk3a9uzerV3niA5t23eO6BEZGT126pRhQwZ27hw5dkpKwpD+7TtFjE6c3LtbKw4zSFin2eARiWMTR0VF9e7avXtE9x5tO3Tq2qlj6/Zd4kdNmDo1Zejgfm07du7SqW27iH6JY8d1at+iZXjrOjVDPnSOtZJW+Snzzzih85Ys6dSYV5nMlbR3rNPhsZgsHo/LZDJ5PG5AQHB495iJiXE1uSwOTyAUCtgsJovDFQqFAgGfxWSwOezgwMBgBksgFLCZwQGBQRw+X8DnBQcFBgYG8/gCPp8THBgYFBTEYnPYLCaHy+dx2Ew2h8tmBQV/wJirQCjk8zhBgQGBQcHBgcyOPYclDGxf9b+fBwYzWvaInpEyc9r4xA7hDYODg9lsrlAgYAYHBQYGBTOCOVw+l8Py7sjlC7hsZmBAQDCD+QET9kIhj8thsTgCoZDHYbM43FeRcHm8wGr+LbsMGR3Xzf/zKkwO70OnQPg8jnddglAo4LCZAf4BDBZbGCLksLxpDp/PZbHYbBYrMMA/mMF6FfYfFx3vMQkEAh6bwQn6rzCkRoO2/Zr0mtS4e2KdFhFcDocV9IX3fQgulxsYGOidmQ4ODq5WrRqLxeJwOF4JYLFY/v7+QqGwVq1a3slvbzbvCsCqVat6J8XZbLZ3wjsoKCg4OLhWrVpMJvOLL77w9/cPDAz0evN69s7dCIVCFovlLYLJZHoT3qC96Vq1avH5/M8//zwoKOj1Q+JyOTy+sEZ1IYfD8c638gVCAZ/L9g7N8rlsDkcgEPJ5XC6P712dEBIS4p024vO4fIGQz+NwOFw+n8/j8QRCIYvJDOvcf8qs6f0j2rGCg/lCIZ/nnfTkc3lc75wXj8vlcLjCkBDvpNWrVRXCECGPy31RjEAYIhRwOZyXs/s8Ho/DZPI69ujXMawxi83icLk87ovduVyeMCTkrxtJrrzo/N9nn1f74vOPqDjvFp03zSsuLBaXx//7LH8QCoVcNpPJYguFQqFQwGExWBwel8Nisn693vV/FAyHyWSyBcL/6fLuPyk6vxiPy+IEf8EO/C878HMOoxqfy341eextfq9W4nkTr2/0dkxYLBbvtTcnOBwOm81+fdXj605YLJZ36bB3o9cb780XL140+9cSr4zL5XqF761d5NfWbvFf//jbxOu5f/nL/7UrHpfnLZT/vuWsr5aEvbla7C1R/armuV7Pr2cUvG9J7kewv+eK5H+m/esWo3400REIXi2o+8e86vk/NK/C/jWuP8USap/o+OwP2xuiw/OZzypnAoEgMDDw9+XhrzHvE/GnrgOf/UF7Q3TYPvNZ5YzD4QQFBVX5RBYcFOR9+vbZP9HeEJ0Ll6/58FE5rl68fO3i5eufiGsXLl/91DXg4w/yhuhoDWYfPnz4+Et5Q3TkMObDhw8ffylviI5Chfvw4cPHxwJG1UqE+BU+0fHhw8dfghzGSsVQiUj2K3yi48OHj4+PEiHEMmWJSKbRGUiN/nU+THRgBFciuEKFK1U4jLw9A4LiCIqrEFz5kt9zSygR4lVahWsQjFSocBgjYVT9wi1GwijxluJebCdUOAUjuAJRqzBShZEw8kZmGCURXIMQLzy/LIhCMPX7DhYjVaj6hXNUrcIphNAgOFWJI/Lh49+OV3REUoXeZH3fQPLvOoJgHEZwBYIrEVwO4zCCK1W44qUAKVW4HMYKZWi+FC2CMKkSk8GYQoXLVbgKxVH0hRMUJZA32i0hf5GNwCidQg5DKhJXa+RKVA5jMEahhFoklolkKhVOITiFEpqXAoTJlKhSRcCoWoHgSlStQkkljJSKZGI5ihAvMyOETAGLpAopBEsgJaTEFSocVWuVSrikDJIjapTQojipgDElSiKExruLQoWKpUolRqFqDSSHxRCigFGxVCFVYBipVaqwT35Sffj4O+MVnTKJXGswUzrT61RWdJQIjqHYxnOSXZkqg0Z9P1ux+AJUhBAoiisRXAZjSgRHYHT7Vemam9B3d6CDmfCjYuR+IXzggaIMIeRyNE+GIRiBoXiRFC1VYCoEV6hwFa7Jy358+W6OCqcIre7WyR96hDVt3in2cm7Jd/NmLVh3kiovlylkp/ftP3bpCUJqVSghkSMIoYFRNaUhN6YlLf7uEvT8erfw8J2XC+6f2ZU0Y+n+Hw5dflCIk1oYwSQK3Ggq/3FNcmhok4b16sdMWi4iykmtqfD+2bj+0V99d1FtsinkCpmKJDU6uRJTILhEJpcqcK1O98OK6SNnf1uafzu2/9Cfzp0f36dLaPMWTVt13HD4LqEx+vo7Pny8h48jOqgKW39GNO+aAiOIU3ekaedlu+7Jr5ZiRSXwD49hBFerFMjKC5LzhahEgSlR/GaW8thTxa7b8nvFyN7b0LcZ0LUi5EaWYt1N2dY78mwFjiIESlK3Ll+88rgIVeuNBiylX3irvmPXrFpzLOPushFxk9O2bV6dum7/2Y2zU9fuvnhoy5Lunbu0atlyxvrDmK7cYDLvWzGu78RV145tCa1da/6mM9sXJQ6ZvWTphFm7z9zenj6ta+dOLVu2W33gpris+MblEyP79v7qx1tak4UilWkx7fw+C5i54cyVn7/uEB7esvuQ00+hBye2dWjWtG3E0IvPpDpThTjn2sg+/fpH909csKMo72q35l02HT6dPiayQY/xpWorhr3lcc+HDx9ePo7owDC69wb0zS357WLVgTuyrXcUxx7Lt+sISloAACAASURBVN1XnnoEHcxRkQSBwOiqs+LFV6Ctt+W3xeilR/I9DxUH78lXXZQsvC7fd1eWflm29bps+Q3oQh5SBuMqlFIpJCfOXMyV4CpMTWiNt4582zW8cc9+Yy/m5m+antSoRv3eiQsQq2le36gZq49sSB3ccdCMrcunt4wYU4AadaaKrMs/Duo7eMbi+YuXLp27eMn4ESO3HD05qVvv1fsuzk3oMmDyilUzEjoNnqcHIPfqnlHjF0u1VgQl1DrT6W/nhXUeePLsyY4tw9YcuPZ9+oS+Y9P2bVjUoH6HA9dy5CpCgagtDtf+9MF+fpxjzw162e1O9eq2j+jVOqzlzPVHEG25ytfT8eHj3Xwc0VEq0R9uQYeeKNZdkR56LN+aIc+VoVsuiRddgXIUOIERsAJZe0l6V4JROE4S+LmH8r0PFftvQ+nnJVseK5+WIBlFSJEMu5ypWHhWciIfoShtUc6To2dvywktjKpRFXz00E/7j58cFxUeOSV9dfK4enUahfeIvyuVp8cOnLXm0PrZI+duu1zy5Ej3iLHZKj2pKUfLHid0qduw48jbmbnzEyKbdRmVUZg3uUvPVfvOzR8Zs+nC8/vH10fFzicqTAsSuk/++qTeZJHDqNrkfHB0Y7cBEx4/vNG8afjJXPLBT19Gxk/cumpBv/hUxAZwFFdRJlnOjaGD+yfEDU6cv6Os4GZkqx7fHrl091GOgtCp3jaq7cOHj1d8BNGBEQJWorsz5PcL4UVnJVcLVLtuyWVq4tB18YyrcoIgYJSAFcg3V6R3JZgaw9UEfuGRfN8jxf77iovZyvXXob335cdzVJefKXfel39zTXqxCNVqqAcZ1y4+KEAJjQIhNRT+7eJxjZu2bNmi/YbjV1ZPSJq/5tDO1dMmrNi8ZOyYBRuObl40Yd7289l3fuoTPSkX0eO4RmdQLxreo3m3ZFVFxddjerbvP0dpVE2K7Lvu54vpE4dvPPvk+qE1MWNXwERxXPuITacytXqDAsbURtvdQ5si+iY9h03fLxrTsFGDhk3abzn77Pz2xX3j5pZRVhQjKS2xfGL0wJlbMTg3JqLHVxs2JgyccE+mN5stKhSXf+oz6sPH35yPIDpeSmSYDMZLIVQG4yVyTAlj+2/LjucjBE4oVLgCxopkmAR+MVMukmOlcqwEwhAUzy1FruWrymAcUqC38uEnYhRBCSWCiyVyqRLzTpkrURJD0fsZt24+yIZJXXFeQV4prILlT3Pyn+cWFZRCxUVF+WVyGSTLyimWqQglgsMoWVJUlFUgRnCqqDA/q1CCYHhuVn6RWFGQX1gsgcViUXaeWAHDz7LyyyAMflGQWiIWP8suhFC9msDuZdzMeFZE6Ezi0uKs5yVyRK1A1DCsevToSb4EVVPa/Nzsx5l5Oc9LxApM+anPpQ8f/wg+muggKK5EcATFYQRXE0RmAfzjE6UMwVWvZYBfpmEEVyG4CsUVKhzFCDVOeJf5EDiBY7hChctVOIyqf1lTA2NKlFTryimtAVbhCKnDCBLGKFytxUgdipMIoUNxUolSBKX1Nn45jCFqPUFqXkvgGKVHMBIldQimhjENTmoUKgKn9AhKyOEXBcGYhqB0ShWmQElSV05qdAoYg3EtQWoVL6bDCZwyYDgph3GMMuBqLU7q3ro0yYcPH7/lo4nOb/ziGEb4mqIPHz5+xV8lOgoV7nvc8OHDx2+prOj89n1QHz58+PgDwKhaAsG/LzpimdKHDx8+/jwSCC4qlZSIZL8jOnKlyocPHz4+CpACVmFqjf69oqM3Wnz48OHjo2AwWbSGcrXGSGrf4A3RISj972H4rQsffxi1xlCJOvfh45+LQa35NR8qOvpX33Hj48+DqbWk1vipLwsfPv6nfIDo4KReAiklMoUUUkpkSolM8RpKHx+GVCGFlKUimRIhfP0dH/8q3hAdnNS9C7XGIJUjMjlsd9AOB2130C4aeDyAdgOH02130D4+FKfLo9EZisukmPqd1f5XQ5A6nNRhau2nCsDHv5A3RAdTa98FQelLxRCGk06Xp8LmdNFAbyxXqnCC1DpdHruDtlY4KmxOH5XHZnfZbK7iMimCUzipe0/le/nVmfvd/L8LQelxUkdqDJTWqNYY3uoT/3C3f2AXH/8q3hAdlNC8C5zUlYohFFM7XR6a9hSLoAPHzp84f/3n4xeu33liszntdter5mR3uB1Ot9PlcThclW+EDqfndSdePzb7G9ttdpfN/usd7U6P0+l+bYvL4XTbvGm7y+FyVz6G/7HoWCscxWUSFUZiau17Kh8lNAhOyRSoTInKlKhMgUIw9v78v4ua0kvkqss37xeVSkvFcqlc5e31vCiO0OCkRqfVUpRGq9GSag1SCZ9ajVZLaSlKS5KvR65RU1q1WoMQGoTQUC/TfzJ+H/9EcFJP/Wr2CsGpd4GptaUiGYqpPR6AqzUHT12RwZiLdhvLrScu3nqWW0S7PS8lwK3XkCVFBfklEo2hwul0O1xup8ttd7hsDtrpcjtpj8NJ2x1uJ+2xO2iHy+2kPU6XE0dUlKGCdgOvVDmcThxD1ToTgaIak512A4fDQZFak9Xlol84rLA5HS5aSyBFZTJTBe2i3U7aY7dZVTBmsLpo2mO3lCtgrNzudtJuh8ttd9A2x4sA/iaiU1QqUaJqlNC8p/JVKCmWqxQI/hICglGpAnl9L0ytJTUGUmNQU/r3uHqVGUaJg6cur9t5aN2O/V9v37/lhyMXr92FUTWm1iI4RVCaEgm2I0Ox/a5i5wP4OUwZdFotpSHUFEVpNJRGrdaQpIYgKFytoUgNglM4Rp55rPz2jnLHHcWhbBRWa/QajZbS6CjqUSH6WErqtVoTRd3MRZ8pSL1Wo6E0FKnBCEqj0WhIDUr8Tsw+/ulgpB5WKq5cOv+G6Hh/SuGtoISmRCRDcTUAoEgsv/vkOQDA7qABABCMX7z50OWiK+xOm4O2WU25WTmo1qiGZQUiuMJhV0hFxWUyncVpMWrKSkoLi0twvcWoIYuLSxQ4hcJQXqHYZLOL8589epZXVCLWmGxOl8dhMz+7eyuzWFbyPPNpVkFxqVRvsaIwQmr0cpmouFRKmWwO2mOvMD+5c/V+VplWry0pyC+FMIvNVJBbSJVbYJm4MDvz3pMCo8OJyKWFJWJNud1s1JWVFIuVhNXhtjmcFfZPhs3hstocRaUSBUIgOPWumkdwCoIxiQLxeDwumnbRtNvtsVbYi0Xy18+OVK7KLxYVFosLSyUwqn6PQ69PFUpeu/Ps+8OXDp2/ffBsxs6DFzZ8f+TmvacEpVNhpEajuZ0lX3pFKcWo0/flG+4jD/OR7feUD8TE9Wx4x304G1LfyENyYbJMgp3PwwhSg8DE8vOySyWESE4UK9UKlfrwfcWm23Axqj55DzpTSDwrQr/PkE8/Jr0KqQtK0B23lZeKcRQlzjxS7HykKoBJnHhnwD7++VCUVnvx5NFj1zPfEB0YVb8LBKeKy6QoTgIARBBy9c4TDwBuNwAAFJbK7j7Jc3uAze6yOWiH0y4rK8nLKxLLVOVWO1San5VfIiktePa8WKPTYxhelPU4s1AKSYqeF0EkJs9+XqxAcIPZIsnPzi+DobLC3FKl0wNcTntJXpZIRZTlZRdLUUlxXqFUAYnERfkFT7KfK2CUMlgdLrfTYS94niWRIyWFRUpCIy0tKJFAkjJpWWlpkVhBKCWZWcVSaWlmTqFMVJL1vBiSiDJzCg1mm81O2+yuT4jdQVfYnMWlErkKV2Hku2pehZEyJSqBYJvNbrFWWKwV1gqbyWQuEUGv8mBqbWGpdPP3B5d9s+vUhZsoTiHvdvjqhJIaQ4lEqTOUG8stt5/kbdl3+si5GwhOqjCSJMl7OYrlVxV5cuLYPfn3j+GNl2RH89BzD+WLrsoPPVQsvwZtuQH9nIOevg9tf4JoNRSiwleelazJUO55BGdC6rMP5bueqG7nKDfeVhx5pNx/X7E+Q/GgBPnqrOxQJvzlJdmhZ/CyC9JjWfCX56TXynAYVauw9wXs4x8OiWu0mY9u79l37MNEByNItweUW2wnLmbcfZxNaXQlItmuA6ev33vm9gAn7bY56Aqb3WSpKDcbJaWF+YVlOc+e5pRIYFgph1EcR8tEkuKcnJximUIhgkmzBpbkiGAAAACusoIcJVVhxOQ5JZAdAJp2SkoKYVIvKc7H9A6dSponlklEYoQ0wJAoO/e5AtfZXW6apkVlRTJIXlgscQBgohTZufmiUnFWZo5cUwFoa2lxWU7Os8z8MlilkqswJSQSK9S0B9gcrk+L3UlX2D9AdMxmi9FoMhpNJlO5Xm8sEclf5VGiajWlf/q89OjFu0qURAnqdy8CFaYWSRUlZdKiUnF+YdnJixlb9p0+c+0+ipMwSpIUeT9HMfOEdPcD5YGnKjGM78mQF8LkT9ckaTcUF3NVR3PQR4WqVVdkX12TP1KQFEnBKmLNZehsifo5rJUT2h13kJuo3qzXr7mL73hGfpOBr8nVW922g9nab55S0zLIw2LjT0X6CxL9liyd1GpHzRWK8rdhtCj05a9Qao1KSv8CUg/j1Asw8td8+mbm43VIFYKLpAqJHK7sW+YqjCwqlWAE6XID2g00OtP5a3f3HTl7/PyNw+duffPd4TsPs2ja7aCBzWzIy82DSUqtkufll0pE4sIyiFSrcTVZkpdbIIXlJc8f55bIJKUQarLq8ZycQkiBUEaTKD9bhpdrYUlWkcwOgJumxQU5xZCqJC9HRVWQsrLcMqm4pAxS4iiBi4pysovkdhq4aVdxfo5MRYiLi6QwJiouEMsVouIysVicXyKBJSUPn+TL5bL8IglJkgipQxSiEgnmoP8eouNwFpWKISUGv+0nn1+9rSuVI2IINpqMlEar0eq0Wp1Wpy8WQ7/K6e3dqHCyMi8B42rtsXM3vtqwe+22fWu37tvw/bHdRy/nFolRglIiBEmqb2Yqvr6LacoNGqMB1xm2PFQ/1FRklOpWP9M8UurPinSI3rjmsmLqTRw1GFQagxwhV96An0oQU0G+viD/4tmnB849e37syuHtp698f/b8zrNH1x1Atn93Mm3rjZU7zyzdqdmzR7Vtt2TTzovpO5Dv9ui+/4H6Lbt2kwcOEecvERcuExcuE+cv4bfuoNnPkZx8JCcPeV6oVOEKUqdQaxWUXkHpFRqDQmtSaI0KfbncYJYbLXKTVW4wK/TlCq1RQekVaq0Spz75G9j/RlCSwLFzx08cvvLwDdF5z9pZGFUXlooxNUV7gN1B025Ae4DJUuF0ucst1pNX7q389qd7T3IBAE7aU67XiMtKyiQKYwVNuxwwJCkpFZOmCrNRJxaJ5LAKJ3VajU5rtNFuN4nCJaWQwWrXUqSu3G4xGjDK4KA9ThoYNGoIwdRq0mhxlut1hNag1ep1egMkKRNBSqOVdrrcThdNqtV6s6PCbBSXlshUpN3pJEmNxeHEVHKRSKLEtHaXC1XKSkpEuK683KSndGaHy2N30p8Wh8ttd7qKSsUyBaJE3vlN70qEkCmQEomcIDUYQWJqEldTKozwis6vcr72E6a/A4JTGU8LDl6+f/Tm06O3np17lJenxFVmq9xghowWpcWWp6BuZsuRvALscSZx/eaTfWclPx0u37fv0bRlp0bMfR6fZJs4Aek3WNomwhUZaW/X3lWzFsGrbW7SjK5X31WvnrNePXXjME39Jo4GDR31GthatnKEh1sbNnaEhrqbNqFDQysahVobhdpDQ+kmoc7QUMdbaRzqaNnK3rads2FDZ4OGzgYNHM1bOFqFu+rVd9Wt62zQ0NG0mat2HVeDBrau3WwR3a19+5Unjisfm2SYM1f31UrN1u3k/oPEidP4pavonfvIs2y4qEyBEJDJCpmskMEM6cvlOpNca5RrDHJSJyc0CoxUvPtc+PgzKHFKDkFXLl188y1zGHsXSoQoLBFjBEV7wKs243J7HC43AMBYbj119f7jnCK3B9idtNMN3B7gfeCyu9w0AG4PcNEep9vj9gDaA2g3cLqBk6ZtTtrlAW4AnC630w2cLreD9rjcLxTB6Qa0G7jcwPFyu9Ptcbo99CvnL7M5abeDflGow+V2uoHD5fZ6pj3A4XJ7d3HRHgftcbndn1xxfhGdErFUrlKo8PdUvkKFiyG4sFRWVPYLkAJ5/14vUOFyhJBjpBynILUO0ppkBovUbJcazBip06gwbalYn/PcdP2G4af92pWrDTNmmYeNsPbo6ezcCbRv62jazNGkqbN+A1CvrjskxNmggbt9O1ef3o6h8eaEYeVzUi2pqfq0+ZpvNlGbtxi2bqP2/0wcOU4cPqY+elxz/QZ59x52+x6ecQd9mqUqEWFlYqxUBBeLVCUivEyMlorgYhFSIoKLRcp3A+fkoxl30Yy7aMY9NOMudvkacfgYcfgYceS4eu9P1KZvqc1btV+tMMyaY5gzt3z0GPOQOEu/aFu79o5mzWkez1m7trNOXUdoqCO0iaNFmK1de1vnLpZBsaYpU/VLllLbd+EnTyP3Hqqy8pSlEjmMyXTlUotdZrTIdCaI1MlxSo6RcoSQV6a2fbwXJaLGfrU48L25icIiMUFq3AD8tv3QbuD62zTmfwoOl9vhootKf1905DCmgH/9Q8Zvz6nCvSoDERqZziQ1WWU6E4SRcrlKUSpB7jxQ//iTbvlK45Rp5viEip5RjnbtXA0buXk8V81a9mbNK7p0tQwYWD5ipCE5Rbc4ndq4Wf3Tz/ips8id+3BWrlyByJWoV8IgtRZSa2Vao0xrlOlMMqNVZrLKTFaZvlymM72A0stIHUTqZZQeIrQQRr0ApyCckr2Wfh8YBeEaiNS/RAdR+l+K0JtlJqvMVCEzmGVao0xrgkgdpNZCOCVHCDmMyRWIslSievgEvZFBHDlO7tqtXbnaMCvVlDTOPDiuIqK7o2UrZ526bhbbWa++Pbx1RWRPc3yCacIkXfoyctdu5OZtZbFIDsEQRsp0JqmpQqYzQWrtCw3yydAfAX1DdCAl+h5KxZAcRlxuN+32vI7L7XG5Pd4+hevNf/l4D24PMBjLi8ukMgXy/pr/XWSoWkrqpDqTlNJLSZ1MhcNPMomfD2tWrzVMn2EZOMge3prmC5y1a9ubNrN16GiJ7FUen6CfnUpu3IwdPQE/fKrIK5KXiCEIlqFqKaWXlFdIjFapvlyqMUhJvYzQyDBKhhAyhJCpcJkKl8GYDMYgJfYnI/+oYJAS9Qb2IkgVLkMIGaqW4RqpWiulDFKtSWIwS8ptUp1JhlOQXCUvkyryi5VPs9Ez59Xbd2oXpxuTxlv6R1sjetjDWzsaNnKFVLe3DDfHxBpSZmpWrSUOHFLdfyxTolK1VkrppTqTlDLIMPJTH/s/iTdER6ZA3gOkREVSuVimkMjkPv48UkhRJoakchhSou+v+d8iVeFSnJKQOonWKNGZoBKx6vot4oe9+jlzLf2jHY0a25s2czRtZm/ZyjxgoGH6DHLDJuzkGVXGXUVOvkymlGgMEqNFojNJKINUrZPilBQjpahaqiJkMCb78Hj+eShRGYxJVbgUIaQoKcUpqVorofQSrVGiN4sNFpkKlxeWwvceoecvq3d9r5s7rzwu3ta+g71lK3uz5vYmTa29ovTTU9TbdyEXrsifF0o0BonOJCF1UkIjRYhPf4B/Yz5AdGQKBFKiUjkskSklkI8/DwwpUUiJSOWq36l5uUqqQKQwJkEIMakTG8xSBaJ8koUdPqabv9DSu4+tTRtH41BHk6aW6AG6tPnqLduRsxfkOfkSnJJQegmpl1B6CaWXEFopRkpVuFSByH630H83UhiTomoJrvml9ii9hNTJC0tUF68Qu3ZrF6Wbh8TZmzV31qtvb9nK2r2HITmF2LNP+eCxTCwX60xijVGCqqUw5qvtX/GG6Egg+HeRQiqp3MfHoTIVLlEgYpwSaYwSFS5/Xoj/dMAweYqlR09HSHVb41DTgIG66Sn4th3yB48lcpVYhYtInUhrFBEasQqXyFWSSpbi43eRqyRylRjGRDgl0hhElF6MEBIFAmXmYnv2aefMNQ6Jrwhr6eALrB07GceMVW/doXycKVUgIsogUmslStR3Lry8ITr5xSIfnxqxWCwpKxPnlYjzFEgejOWLodKzF1TzFhh6RDqr16ho3sLUKwqbt6Ds9LmCzNw8kSwXVefCWJ5EnlcqySsR5336Q/hXkFcsyisR55VK8sTQcwWai6qfSxX5Ofkll6+rVqwyRA+0tgp3CoXlbduhk6eKDxwuKCzNU6J5SjSvTPrJg/+0vCE6GoPZxydEazQTlD4bMZVYQAUAFU+fVXy13NayFR3aBHTrCr7+2v34sR3DywEoB8AMgIV2WxxOq83u42+Bw2lx0RYPMANQDkCFVkfn5IAdO0DvKHdoqL1+g4rpKRXXblitFRYArB5gtTs+fcyfgjdER19e4eMTYnZ5CJdn2HfZu9K+AwP7g7p1QZ8+7m3bXXl5DgC8OAFweRco+Pg74/Y4X54yBwBOiZTe9xMYOhQIQ0CHDp4dO2g15QLA9a88m2+Ijs5k9fFpsNi1ABgoXfmarxU1G2lr1XelznXmPrcD8AL60y+h9vEHcbntANgAsAPgkMpcK1a627Xz1KtHp861qxDv9k8f5P8Qn+h8aoxWrdOjq3Badu+lmzR1hTZZPfyrJSdL3AA4/4zWuDx2D/hFs16n0q+AOJy0463bXS/+Ol6mf8eP6xc/DhftdFVqrz/A6wU531uE42UMbz3Avwra80J9LFbnyVPu9u09QqFr1Wq72fKv0h2f6HxitB6gVyKO2CEeLs+xfj2lQrv8rJhyCQMAvL/ZvA+X2+5w2LUKB1nmoMSvsJMiOyW1Od12ulKXOAAeANzeZvlKLGxOGgAP/fIdFAA8tOuX1v66oLxKv64FAHhe4HG/cvsqv/OlkL0q9NXuHs8bu7wR1Yvd3a/cejweADwu1y+6+cqV87VgaLfbm/9VDI7XwnC+jO319MfhRe/G5TxwwFO3rqdtW2degR0Au+tfsabfJzqfWHGMz7LpOnVdnbsaCkpMAFDllqjvCqafU/4p0fEAu+iS60i062i06+jAFxwb6DzS3/xTL2v2/gqXx+5+v+64gcd18jH6zTO9y+N50Z6BBwAAaPvBB8QjoiIXMkn11kMPiWcaBwAem5P2eDwvW7u3/XsA8Nht9tulBpXZ5fZ4bNaK7dfgiSehaefhu5gNvDAP8LidtPtF2luK14nH43DSbrcHAA9KlGdA5fSL/B7gcXvf+wPA43TRbo+HJMvTzyv2lZYD4Ln7HJ9yXlVkcHr9OGm3x+120Z5XUUFoeSZqyRRr9+UYPAC4XLTNQdud9IswPG63+8Uhe9xup3cYwvOxFcED7AA4tDr36DGAz3eev2AHwP7X9AH/VvhE59Mpjp3Wy2F3nTqOESN1JouWBuUWG6XVfwTRAcCZud21p43rYG/XwSgv9KHezv2Rmh3tHcfjLdkHLE7Xe3TH5QE2k2Xqj0URh5SwE+ip8m23kBnn5EvuUOVO2/xDsqNS05GH6vuIcf5h6Jys/NgzIlNtu5aDjzsOrX+qNdN0Rh4x+YR8S7ZeZ67Yeh17rncCAIx6U+I+yfYc3foLshEXMJ3FsecOPPUc/EDtUFPlX16H55xV7M7WrL2m2Jxj0Bisex9RaofzRr7mcql+zs/F4fugZ6hlVwY8/pTitMxi0Fs2XVVOOqu8ClcAACBI13tTQdI1tdnpWnOyrOEW8X3CejGLzNQ4RAr9oXyjvty6/opi6jnVE8qeW6rZn68//QSZd5XMkun25OqtLo/H4ymGdIvPyefexO6IdAvOy1Muo4VGV6lUm3YGWnwDM9pomv7YjRAAOwCur9eBgEDHo8f/hucsn+j81bxjrsps07nctslTXZ27aCvsWodbZ7K+X3QcLvcv/K7oPNvu/L6F86cI50/dvND7I+x7O6m3tnVdme4+PcKSta/CRb9LdwAATwvV6bfwTTfgk7ANhbUDfhB9n6OZclCyq1C37qzynMyYfgw6LjVsOCefeEq25onO4nIXQPqVF6HI76V3YOPkfaXxR+V7801ao3niXukt0gEAMBvNk/eJxp1RjD0oXvtMc+CeasAB2ezTsmHHVVeLyN4/StbfgXvvFi27rhpxSHEH0s88pkRdrl1XFLtz9DsuSYedR2U6+50CatLBshFnsBJE329H8bLHWqXZCQCQyrTTjkoXZhB3JYbVl6GRJ5QPMcvaU9Al1JZZgKffJG89R7tsL51zDcvTO64/RuZeJ64XqCcelM64osrUOD1uNwAg46mqwy7R4TKTjLQceoT23VnyTZbx5lNVp+/Fp8rKbb83VPQH8QA7AO5Jk92RkXa74//7SQOf6Py1kDojTul/C2ayUiIZXa9++cUrWgB0Rsv7Rcfhcr/xHWAvvhnj3aLzZKN7ez16T1t6T5sX7G3j/D6M3NTUdWsBuJ3mOTfC9vwnm9Nhp3/tx+FyA0B/d1nabY84enfxrPs6iVyffBZxAXDoJpR2n1hzVnlWZlx5SnFGblxzStJhW/Gihzqzxfb9A2z+WWnnnZL7lO16DjH1BDTpDHxHaZxzCLpLOQAAJn355J8lm59Sl8TlFS7X2nOSznul8y8q5lzGzj8nJlzFVZQp7QwiJswLT8uvSPRzTirlVseGi/JjYuuNJ8o1mQaEMK29hSTtL4s/jeXBumknlKgHAI8bACCWamaeUe5+gi+4pNzxCE89q7yDWtafhS7Atvu52LxbpNpgXnVJmXhIuiFHe/4Z/mUGeauI6LW1qP9heY7eO9gErj9B5txQAwCu56m/uqbss6N4babh2lN00V0NAID+65oiAA4p5KlRw/Hg0f/3nZ2PIzpao8VosVtsLoPZ9snb+d8HSmc0GE1ms7XcbPk1Nrs5v8DN4RqKRd5uzvtFR2MwKVE1jKlhTK1ECRgnTZaKd+mOAwDzzS8NUkU0AAAAIABJREFUS/9rWMP1Yvya59hS2765BrzI//nsWpkp9bOnCUtSOMaCC87fXOK0B5i15YkHxVtyDWeeYiNOKq6X6pL2lY48Jh1wQHYfK//qhPyExLDsuPy4VL/shPxUqWHZecWhfE3SgdK4Y7LYfdIrsOVcJjb2kCTmZ+iW0pByQHabdAAAdBrj5CMKWcWLUZvHheqE/aJRx6CdecZckXroebQE0c86gxSpjClHoce4Zf7hskEHJZHfl52AKh7lqLrvk+24i/TaUzr2qDTxLPJIqp10VC6q8ACaBgCUiampp+GMUipia+lpqSH1JHQbtx29LY/aKxq0tyz1DoVqy5eckw/8oXTxA835J9iim+qzWeiia+qzz5BFd8nbRdShAtP1TDTlCgGAZ8dlade94hH7xaue6M4/RFJvqB0AuP66pugGdg/w1KjhPHHSJzqVURyrxe5S4ZpLN+9rDOUmq0NrtPw6j8lqMleYzFat0WqyVBjLrdqX/9KXW8stFe/zb7IazBVm8/vy/A3RGq04qXV7v7z+rabTuRs1Mh898f6ejsPlNlfYYYz0/hSEi6ZpmjZbK1Q4+S7Rcbk9hDhXfv+w6ukJ1ZMT6LMT0P3Dt39e++DYBvmDoyXXD+ZdPJB36ef8C3spRdmrr0x7hZN2G032x0qzAwDgdmWj5rsF5IwTimNl+ie4HXjoIpVZZbKXIGaVyV6sMpMVNKKxFGvtUsx0XVZehFtgk1NBmE/k6TIJm9PpzFWUExUuF+22Vjiew2adzeVy0Q6XG9B0rtxwJF9XrHMYzbZnWIXeYs9HrTqLI09lNjhoBVZ+sVT/BLYg5U6zxX61zCjR2p/JDA9hS4naiuhteYhF76CdTtpJu/Um23PUqjM7HivNaqsjX2UmrLSp3Ha1RHdPYS6j7BV2x90y3eliI2mjSa21kKhAtBWFapvN7sjFLMWIOQerIHQV+XiFk/YYjBVXywy5qLlMUwFT1v/H3puHyXGVh97c5/vyfTeXJQnJByRxCCYhwYBv2E1ILvYHBLhsgQBhjQMYG9sYA8YBs9nGtrzItmTt+z7ad432kWbRjKTZR7NP71tVd+3bqXNO1VnvHz0zGsmSvGhsbT3P79HTqq6qPt0z9es65z3nffs1FLEX6tVeDFLGA0Pir/4q7uyuSeeFCSNasdzlG3Y98tyqTbsPeQAHKD5rHzeAuYqfMcMAwLTq5+0QYYwRRhAZdjCq+laAEMIYYdeHDkAI4QhhP4BOgOIoMsxguAJccOlV8lKlw1g13kJDAJmQUrDxB1IyKdFPf0rf9W7H9iwmbS88r3RgVChrnPNx6XAOMS6o55UOodzwYwNKJ5Z2JIGQGQ387HdPPfLsYjuSgZAulR6TOpQ2iMnzuleYsJhxKQUlLKJcSlkqubNbTSyllCIiTErBGZ/8l1EuhJB8MsIlOONcjN/OxBNhdRxXO26CUoarr0UnjMyr0avxMFn1MaVMTESyOJuIK/HTQa5qgIkQhgnD44EnQRmXUrLxhjE6ub/gMRl/Oc4Y40IKzvlk4Gw8Isa4qL5HysXkgXwiWv/KGSeSkn/53/gXvhgJ8fwO71XGxUrHD6Ocoi1as23Wsi3LNh2YuXjD2i31FcvzwmjqbhijPe3qthFPxmhDi7Iv42ZVb/+A0VMGJdWef6yiAXR8xNg76tghMkz/4KCxf9Quecj3QNuouexI4elOM4ywc6lV8vKkw4k/3D8SECnjYOjUCIi5lJJLqRdK5F3vph//hFM2LCkDGF1AOlEcI4wRxjiKgjC8wJ1OTLlhe5bj+wH0/BDhuPfUwJyFyxYtW5XO5iGOPD/0A2hYru2B50vnnCdktbSQrxBSRoTSe38i/+zP4uGRq/42J7p46bgAH23tWLV1/+INexfV7Vmycd+arfvbewbPutlBGNZ3qDtGfRnDrW3lXSP6wztzq3v05xqVvSPGhg59d19l/vHKilZl/YDVl7G29BpP7c8t6zP395aXdlSeqc8+2W7CK1o6A6OASEmC4f7RIOZSSsF5BWJ7LE0/fBN/+994R5t9KfUQnVM6RVWDCHq+7wdBEASeH7ygdFw/DGEEQkyY2FW/f8vO+jXrNze3nqBcghCHMLKc4EVKJ3qFojbXOBMLI/jNN4vr/oq0Xv1DyFUuVjqWF+KYjqRLc1fvXLBu96L19apmQ3z2sA7CcE+HuicRSIp2HC9vGdCXt2mxJEe6lKea1M3Hy880qcN+hC1nxmGlo+Bt767MqM891aQ8frRUwHE6qS/qMnx8xUqHBkOnhkImJQ+HB0ZDMi4dTbcMKh3Hj753m3jta8ldd1rDI/+4Jvf9fdpZYzq5UtkHget5rud5vm+5brFskPNLx3T8IIQ4JiiKhZS79x2o339w+6761hMdUkoUxVFMXB9cQDqEjee0J1zS8cg6J0xE1YT5Qk7M8RXV3aoPJprEJ/apHi6mnFZMHjghTU6FpExMecAiwmImJ084Xop6atu4jKe0ZPLlJs7MIsoJE5RLNiWH/9QGT770lGafB8rPr2Z+oTDieQ4Z140f0BmPi+uu45/+dFwsXiPGiaZnTAfT/rHcvNU7F67bvbiuPlvSA3j2mA7CqKlHXdRpWl6wuFk9lDCfOVgassC6Y6Xl7ZW64+UFx5QDOX8obTzXWHr8YH7dsL2rrfRYozKnqdSkBAePl544oV+53SspWSkzOpbKZNOJZLY8McGVa4ZtusCOmMVlsLuefvgm8f/92cJ/+cGTq08yKePJpYCU6babK1XyqpZXtZxSyauaD84fvaLcdHyIIkJZTCjnolBSduyuX7RsZVnThZQxoZSxAMDzSSem1LbMUtkIMfVdq2I4mIoojl0/xIRapqFUTIAJYRwhWC5XfExRGJYrmgdJTHkUx4auqbqNYmabhu4E1Qn+MaG+D0JMCBchhH4YES6iKNb1iumFUUxNXbe8MGaCMAECv6LpThDFlHo+gPHpBQ2ea2uGgwn3HLus25AwxzZLZSNAlDAOQhhGDGNku75lmWpFdwCe8BGHEJTLmo8JYTyKIkPXSqrmQUK5pEISJmLKCROk6iwhmZAYYw+gmI/rKWaCTviUEAogJlzSF3PDyMeXv8XlCp01S/ztO8S7301XrhpfJXepXXBlSYecGs3OWbljwdpdC9buzhTPIR0XINPwVx0rPdlU2jnm6obzqy3p3x1R1vdbOc09MGSPqe7ipuLMlvJgJTg+pM1tU5e2KZsG7LGSu6i5NPNQcdOIA9CVKx0pOTE1RakYE6OZE9Kp3hICbEnpIuKuXJN8xz/ob/lr9tWvkn0HohCOr06WEhGGYloFx+wCX85V6eCIcC4Y44yLKCZdPb1tJ9oJoVwIxrgQIoT4nNKJKY8ipKjlQiGfzRcy2WwimdE9aGmFwZFsgJGqlnOZVFF3pZQVpZBIJHMlzXSsbDqZzmlMygiBkqLmc5lsvpjJZhKprB0SJgTwzMG+QQPEnMbpxEjBDDCOPNcrFHKpdEE39MToyFi25KMYYVxIDHV09+se9uzKQP+YGzFCeUQFiVEmOTY8llZ1PZVKZTK5fElRK1o+l86VLS6lpiolVa9oFd3QRkcT2UIhWygjKmLKCaVqMTeWSGSKeixkGFjJZE5VSplCxQdAVcuWG0KMAxAGMPKDQNO0iul5tpkv6gACRSn7iEDglzUDYAqBX8jk8krZdGzbh+ddOTVl5W18soPdfbe4/nrxt39LZz8XeX4k5QstSbnamAbpAEyGUsV5a3bNXb1zyYa9edV8vnSq3vEBNNwQ4khVzScPKSkHIYj8AHoBDELk+aEdwCBEAUCmG3ohAgAFIXJ96AIUXH0hcyFOS8eHtg+DiFZi9qnlIzMe2ihvu02++c38gx9id98VH2mMHTeasE8sZHzBSasx5ZbjxzGRUgohpJSWZW/dvr2/f4BSOrFCSkJ0bulEhMVMUEpMyyyrpZLheZZdqtgQhaWCAqhkhOi6bjmuoVeyuZIPcDFbDBl3dDWdLWmGboOIkFg3LLVU0LzQVMuaAygXKI7KRcUOQyWX6untTZYMiGNMOARuJpNVK1o2k83kywEmGIalklqulEuaCRBWCyUXE8ZlzESEYSGfS2YKhuOVK+VMcmwsX6GMGrpm+ZhLqSv5U719WdWKYzg2PJbN5hLJXEglZSKOULGkeAAVcwriMvBt1QBSSrWQHcsU1HI5l83kC6VUMpHIFPP5XCqTz2bzSlkr5Ut5RVFLpYKiKqXiqb5T6UyhoKjFQimfyycSI6miHtGJPiDl1QXl42vKIYq7e+hvfs1vvln8xV/wL3+ZbNochSiS19YNznRKx/ah6YWlillQDUWzLA/a/rkF4QTQDaAbIMMBI6pv+MgNoO1DZ+JZJzi9pzPlqMntVxCWjyqGFUWROPcPJyTWTMfyTh9SDZnfsmjwtkOWlJIWS3TOXP5vXxFve5u48Ub23e/RlSvjTC5ip/OzREw8/ws2ptxyAkLopN8ghMdPtO/bdyCKosmNCEfOOaVDeRTB5HD/YCJrO3Ymkx5LpDQPUxqrpbIPg8TgqaFkwXI8yzRLhcJYIpEr6bZj5fPZdK6oGaZl6sMDfWO5smUaqVRiLJV1ICGMU841RTX9MPCcXCaRKhoQx4HvFgv5XC6XyeXT6XQ6lXfCCEGk67qqFEuaHVNeKSkuivwgxFTg0E+nk4lUpmw45YqaSmVKqp4aHRwcy9oB5kKUS7mS7nmOpailsdFEPpdPZXOWByEmjLFyKT86NpZVDCJkGNiJRLpULBRL5aKiFAqFoqqWCsVEKp1MZsuGrtuhZxlFVS3llYKiFIvFQrGYzWT6T/Un0rmCouRz+XxRzWcTg4kCpBM94urXg2aQ7dvZj+/lH/2ouO46/vkv0Ecfi0dGx3cQ16JuplM6ToAAikNMAhS/GEE4AQohuoL6Si+HAFke0A27cm4s3XQsF0wV9NnzdCYzPykq2biZf+3r/MMfFtdfz2+6if7yAbJ1WzyWODtpDpfRRPcqimIhBOdCcGFZ9qYt2wYHhwghQkjOhRACnqd7FVGOMTYMo6KbLsCB7+q2h5mICA1RBBEafyqMuJQRRppmBBHDCFY03QERlxIjqOl6xTB9GLu2ZXrh+K0ZZSHEMKKUS0IoimkIMcSRZRq6CyJCLdOwA4SjGKAYBF5Zt8KIE8pCGOE40jULYEoYDzxHs1xMue/ZmuVBHBumUdENx0eE8hBhGLM4Jq4f2LataoYHI8e2HQ8RLhGCmm6CiFbHnkzTUDUDRBxjWK7oHiQ4iv0QgxBBHIeYIBwBiEMUQxiUNQOgOPA93XJ8FAMEK67vCmkT4lR/U7kC2b+f/v5R/ql/EW99q/jgB/nnv0CXLI3T2UhM+Z641Jf91SAd24eWf3qScY0zPhYvPA9n73zuZRATN+qRlJEPSEcnXbiYf+XfxA3vEjfeKN73fv7tb9O58+JjbXGhFBGGpYyldJisBFD3Q90NdNtzPJAvqtt27FYquun4uuXqllvR7fOupaCccknHCz1PRq/GF52Oj7lODM0yLqvRIjoZJ5py+FnRq2pd04iwmJxevzq+D+WUS8JETHhM2cR4bfUoEU9ZbkYmmhQzWa1tfVaTYsqqsTYy0YzJ+8GYivEthEVk/MCYsoiK8TNQTpiImThjhS0XsZR0Iv3o5ANmWLS7h69ZJ+68k3/kI+LGG8V7buSf/CSd+TRpORYbJj7z+6DGdEqnxsXzwqktpt7UAEjaTtCly9h9P+c33yL+8i/F+9/PP/EJ/o1vsod/T/bU49EEsmyEYygllBJLSaREUkImEOWQMHSp//guR6rDMVxORprwZE82ppHtxqkM2X+QPv4E+4//4J/6NL/pJvHWt/KbbmI/uofOnU8ajkamc2aextqkyrOpSecyYnxMZ0H/D3dcMJ9O9Xt7akyEiVg3SXMLmzef33Mv//K/iX/8R3nddfL97xef/Sy/7Qf8V79mixbT/QfJaCKGOKZ86ujDGVQHiaZCrpbL5qz3xS6Q0ZVHOI6zedJwhC5dzn79G/697/PPfEb8wz/It7xFvP8D/LOf43feyZ6aSQ4eiktqTOjZCWFrrjk/0yMdF2BEOCIcxswJrrAw0+VDEGLTcm5ZcOqO7VnOeUToZIz8QhCGmEBCIjmBkNhycCIVHTwcz55D7ryLfurT9J//F3vf+/g7/k5cdx3/wAfYF77I7rybPvEUXbWG7D8Qd3RF2Tx2vNMnuQBCIiYQFS+qea8+TCAmXswbwUEYFUpxT298qIHW1dFnnmU/+Sn76tfGh37/+q/ZDTewD32I3nwL+c/vxk88Ge3cjYdGsG4iws44FRNTJzTUuDDTIB0vjEqa1XKi50hrR1vnKc3yz5ngwgmgB5APkPdSQlHuC+1cjYhN7uxXXwJA58x9zhkXu9xwA1QxnM60Nlb2QgiD8OWCoiAmAROBlP4EQQhBNheebId76vHSZfFvf0dvvZXfcou84Qb5rneLd76Tv+c9/MYb2Y030n/65/jLX47uuhs9+BCcOw9s2hwcOhwcaw06u4KR0SBXCAwzAKGPIn/K+Z9PIGS1RFcgZcBFwPhFIE6f6oIv6ksZIBz4ICgpQToT9J0K2tuDww1g1+5w0WI043F8773xV79Gb7mFvfs9/MYb+XtuFO98p3jnDfLv/158+MPsa/9OfnZfNGs23LIVNjeD4ZHAtk+fufpGCA1w9PJ/O9c80yAdGNHeoeSjz62cMXf1UwvXpQoV8LxV5lVUE6S1QPdgGCJ7YuaOMyECN5iMqUMPIHdK+gsPIG9iiXlVK87E9jOs5IVFI8joQc4Ehg/d4PSek9Zzq/8NoD9xrBNAH6DLISrvBKhsODTGUsozRjFfNmwK4nQZprMgukF6+8jhBrJpM503nz76GPvRPexb3+Kf/rT4wAfE3/+9eOOfyL96q/jrt4kbb5Tve5/8p3+WN98sPvlJ+ZWvyC9+UXzrW+K++8R99/EZM/jixWzRYrZwEdu6jR4+QhuO0oYj9NBh2tdP8nmSL7wsinRomB45ShuO0Iaj9MBBtmIlW7CQLV7MZ80W998vfv5zcc898l+/JL/4RfmVr8iPf0Lecov80Ifke98r/u7v5PXXiz/9U3H99fy97+X//8f517/O7rqbPvQwnT2b1K0nBw6Szi5SKFW7nOeGidMf47T8Xq5tpkE6ISb9Y7kFa3cv2bB3yYZ9mXMtgwgR7hiqPHywuKhVebpJ7dZCglDFAjkrrHrBmZiwY3ih68O8DlyIM0VrQ7fpY1w2QcEOAUSuD/N6ULBDH6AAQNMJj/RU6obtEGMYhhtbi48eVZafVFf3GIqPPS/M6ABHuHtE3zPiQoQNC+xqV/dk/RihrBZUXBgA5HhhwQBl99LfAVWl4wFIXpWoKqYcU46ZwBPDpXjquGl1fAdHEYCR58clNe7qiVtayZatZOVq+vgT9PEn6H33sdt+wO74Ifv3r/PPfZ596cv8Yx/jN93EP/IR/rGb+Qc+yN/+dv43f8Pf/jf8hneJt75VvP4NL4c3vYnfcAP/m7/lb387f8c7+Ef/iX/0n/hNH+H/+FH2+S/wL36Jf/4L7HvfZ7ffzr5/G/3lA3TG42TWbLJ+A9mzN+7oikcTkeNFQRihKCJs6vDwGXA5/oHUhmNeYaZBOpTLsaxSXfC5uK6+bHqY8LMWfEKMG7qVun6H0qi1T515Qh8rOXMbi081KgdHzO39Zk/SfO643jJqru0oz2soPt1YnN+hd6XN5Sf0rqw1+0jxyaNKTyXoGTMWtapPHi4cKfi9SWNuk3L/5tTsXiuKIxQE8w/lN426WQuUPVjRvSXNpccbSntSTuugtumU1TSkz20q3bspvSnlto8ai1vVVV1G2vDXNhVmtJT7tTC41Pl6plU6PGLy3LyYgeGpQRwxMbP2fJfrpKSEjACMvCDyQeSDSDejQikqKnGVVDoeHH45jCbiQikuKnGxFJfUyHbHz++Dah275zfsHGPDQkZCRvzc0ylrvJpclHSqOcbbewa27GlYWLdnUd2exevrd+xv7BtK+PCMfDoQ48ZeddOgQ0hkGfacQ8VnjqqNJVBRrZmHCvOPa7s71f86VFp1orK5W33sULlsg3lHiluGjU3Hy3NalG4TjqX0J5oqSSNoHTEe2pGZ2Vqe3awkfXSkXVnUa8EI4zBcfCj3wMHSohPlYwXvcE955aADfX/20eLaTm1Ni/p4U1mHaEebuvKk+vNd2VW9xoz9uWVd2nNHij06xPASG2dapVOtbBVHURjFcJwIRlEYERzxFxvHHV+twaqpsERMGCaM8vHKMFP3xJRXhwfj8ZqxcnLis5hy5VfD9pM/7EyXiTO3vCgmFpnEL90jMeVScEIYn5yHOR0ywtXPjXN8rmfJROKxySRhk0dV056xyQxn52ywlIxW9xxfy1I9yataMvCiudg7HT+MTg0n5qzYMm/NziUb9j63cvuitTtSuZIfni2doz3qtmFXSjKW0p85qsxvUdsNhGznySPK3h5t5lFlWWPxiebKiZQ+q1nzvHBxU3HToLH+mDqrWU0CrJXMJw4VF7ep6/qMxUeLM1uUJxuVMo46+8qLe60wimAAFh0pHM4FMcYUw90nlY0JX5Jw/tHi0pOV5UeLjzRXMI8ausoLj5V+tb/YWvTac25/wV7Woo7aKLzUtznTKR0ho1IX2X8Pqb+D7L1znH13kvrb4a7bYbbtBS+wmHDOaPuoPeeEkQHUssMjyQBJKaU0HdhZhNGZf/GU85IGmjIgZvzkmN1YRISQtpTfp4CBCppY8yqllKYFlp+sLDypr+m1MwGdWrRPs5GB2GTdq4mLSlAymUJQSs4n/2qlEJKzk0nnQBqEdHxnRqtpDyeNN7GnlJKfHlCQQnBCCzYGXCp7G/0jTQThqhBjLpmYLL915qc0Xv9LVhMbTqYlpHQisaGUgtOupNdnRNX/TDUI5QIB3JBwbSqgD1ee0A4UoBDjyRXLBtg24GaDCS2L6jsdbwZhHPho+4CjU15Qg/qknyyDNe36nLbKgWxIuCB0SiZGMdlOHtOJL4/zePDKk47lQcplxXBXbzs0e8W2LXubvRBHVDy/e9XSqzx4SNneqz3ZUDxaAqcSxrNNytym0rZRN5s3ft2g7u8oP9FWGSvZs5o12wXLmktbh/RNXcbhQX1OizK7qXR4zFrZUlreo88+lHuuXd93Slt0XH1oR2bBKRtHEQzA0sZiQy7AEAUhSuXtWUeVhceUVX1G85C+45S5uVNdfFz55bbstqSzrV1d1lFZ16m1F5xVreVh6+qSjpSkcx5d/A909c2TsDW3kJX/bM99L976rTDdisSF6gtLKYfSxpeXjX13S3rGSef4oPb9zUouwE1pvzfn1fU4JQ8fG7VXd+t702HMuZQykdC+ua2Q8/GPlg9+c5+WL3vf2pLd0GfVj/qKDRtH7OUdeqsa6Yb/u335764d/Zd1+SzkgvOIMMZ5Kmt/ZdnwjB4vq4GdfcaGAXegFCw/qW0cdD3CMkpwcNha0mH02zHn9PiYteCEPmDHXcPaP87u/0WbHROyq7uyuNs2Yw58dGDAWtdj7ku4u4ftTb12fxls6jX6HYIAXt+pLeuxioDsPV785KrUHp2cfHItfs1/kx/9KP7dQ4OHT4RC5oCsz0bLuq1jCmKcT1YQhTA+mXA29xqrT7khFxUtWHxC2zDo2oQTFG3p0Faf8hCPH92UWjAQjBa9VgVNWjVmXEq+ZH/qA8tSBciW7M9+ftXYl9ZlT5qxFMK2w7tWDd2yNpcBdCzvPNta6dBjyVhX0lnTqe9JASIkQfjXW1Oze5wZezJP97k724qfW5V+9FDxcysTB9VYCoFQ3Dpqr+4yWvKgadSad1xv1zCO4pZha0WnPlBBl0n6x4uVjhOgkmaVDat7ILFqy/6xdEHRLdVwzpqt4wawYoHOjNOUsAfKAEAMABzKOW05zw2x44GCCcoWyJnA9MKcDmwf5vWgZIOiBXwA+zJ2R9EHCGum35ZyRipB0Qq9IOzJOL1Fr2SH1fhXXg9UB1bDXiBEWdVrTjlaAE0bKA50XdCRdvoVX/OR64LjSau75Ns+LBrA8C79KPI0S6djHl3yXrrmFrrm5ips7S3xyn/S53yQ7Lw13nFrkGpC8rzeEVIOJfXPLh197JjeoeHeMeNHm/NPNhfXJcDxAe0n9ZXOtPm/Fw7ftiV986r0KZdKKWIf/GxHYfOAOeNQ7pFmfXtH5eHmyqY29eFms2Wg/PFFo9/bmPzUhrxKhZRyS5uyK4smOxdCip7Bykdm9f+63dnSlP+H54Yfb7faks5vdmduXjC6LQc3N+Y+uSL5jTVjtzfoYwX7M/OGv7EltysTHuoofXDO0Lxed/nR/Fc3pP9zY/J3bdZo1vrY7IG7D6iP7M18bHny1nWJz69NfW3l2N0HddUKnz6Y/8zikQePmSsasu9dMLY6CR5d0lt601vla17DX/Ma8//+H/Tm/zV4929/8NCe725Of2ZbWYu4YCwijAsZ2MG3lwx/Z0fuX5eNzev3k3n3l7syNy8Y3ZQC21uL/7Y29c21qQ1Jb9GBwoMNpYeOlDoMIvjpW7nOUeP+rekf7ldyRnj71lyPTZfvSz9zypdSllXvqwsHvllfbhgwvr02cceOzNc35/t09Kt1IzctTa4dCaqVkgMr+OaiwW/trVApd7UWv7utuLlb++Ly0c05LKUMPfD1hQOfqMvWp/zN7eVvrB796lYlowVfWzDw6Q25dgVzcVks+7pY6bgA9wyMHjjS0tza3tbZ19hy4sCRluFExgvPkVIHQgwhCidqPwCIIByPYQcAjUfQA+gDaPuwOqOnOuMmhBhCZPvQAwhCBMLxPUOIQoj8iWi3f2YEPQgRgsirxuCD0/t7PnQCBCEOQ+T4cGpY/bKVTkw55eI0TMQXGA+WkpycRee/gy6/iS7/cBW24sPxkvdqs/4nb/qtbPyp2Hc3ZMcCAAAgAElEQVQ7LrRjee5xZUoZCOOjA/qd6xO37VNbE+bnZ/d/aFlyJBKDI5V791ROJIy7dyqAxA9syRxSIymFpHTxweyt23IbB909neqdO7LLh4L97eqDTeaRU+WfH9YhgndtzA5D7lSce3aXKrEQE9UyKRcUoJ9vTw0Avrc5f1+zKaUczHvzjxb/1+zhJaNBXWN+Vp9frjg/2qkkjeD+Len/2JRdeMpTNe/enbmkAb+9LtnoSQmCO3fkdvYbd2zNh1LubCv8pM1uH9TuO6h1JY0f7SieMuCWzvK/Lhj68RFrJG3ed1A1UfzTnXr7v98hX/OaqcSve718/wcenrFnIBbVPh0TwjWDO9dnVSlH+pVv7Cx1FoOlzcWPzRlZ1GX+fHdmf4VKEg+bcMHe7HueOvXDI0a1YPH4sYb/5SXDd+zMfbUutaJTv2NXPgHEuoPpp3r9audn7r50XSpc25T/YbMjpZxTn5rf7z66Pb0hi6WUUcyElIbmfn3Z0Hd2lUMp9x8vfnZ58p7dheX9HuJSSgmd4La1qVaX8Siq7zfuXT/2qTX5vpJ/94Z0l8+rpZ8vuXGmQTq2DwMYhSgOUQwjEqIoRLEf1qpfTad0COV+iEoVU6mYimaWKmZZt1FEzjt6KiVufBA98gdo5lvQzDejmW/GT7+Fzr6OPPvn6m9em338f6Yf/2D2wetLj70DZE7E58qxIIU4OVS5c3fxyQO5b24r7O7VbtuQf6658Msm4+ipyl071eYR48e7VJ9EP1ufPqhGUnIpxaGT+Xc8OdRk0YEB9QOzR5tdsq+teH+DfqC7/ECD4Yfh7esyScx3NuXvOqjRKWWkKBcEoNtWDv++y117OPtfLZYU5Kd1I5+uS3964ci8AW/F4fz8/qCoWHdsLeZ9tKxF+c+1Y1/YmO/Kud/bkBp0yaw96dv2lB7am/1pg35yxLh1Y86Tsq4p98NjVlNv+VdHja5R/Z6dxVkNuVtWJL62fOSHh4yhtPnp5Ykto86dO6yDCzfJ/+u/neWd8JZP3r18cBCNS4cLARzwg5Vjvzyi3rUh+USb/outic+tS31m4cjsXmfpkfx3txd+sy+/esR5akf2waPln21Lr03B6pgX48IwwayG0s+2p983d3hen/3E7swd23PfWps+qERSCsnYY9vG5g6BnhHtS2tSTzYr39qQbSyCX61P1mVQtcoFDtF9m1JLR4Mlh7IzOu3VTcVH25zqlRsGaGefm6z4P1iTPOnzbEq7af7wreuTn16da895d6xLnXSpvDz6VtMjHcs7m0t+9V6hnFM6MeUQk2JZ90FYJQDQcjxVN8+XPJAIqXdtz675QWHzjwubflzc/OP8xnsSq3+QXHtHau2dHbO+c+zxb7c++Z32J//dGGqm55IOYRxBvLyldO+eYrOKi5Vgy4DnQ7y13zqe8XYNealKsGPAAzHZ1WOOuDHjjHGhVvzZrboaCUPzZ7XpJuXDGac+EYwUvfqxIER4a7elR7R12NqbDhnnbErVGino/p7K0yfN5lFrbwpwLnoS5iON5fU9ZlMxPD7qHFOw5YCt/a4V4rrj6i/2lQ4XMfBQXbehRAL78JlD+fsPl1OAWUZQ12OHXHQn7a1pkCx5exNBruJvG3RTleDpRmVVl7FrzDcDtKBJWT/sbO/3RwqW/Ou/mmoc8oPbPcfbOBjq8WQjJbDBvWtT9x8qPdZqepQPpKxHG9W6bqMhD4MAP9eQf6ChUoBxY7/ZbUSjeWdrAkyMZ4+fgUO8fcByuTQ1/zd7cosHfcI5pYxR1tCvH1WwFOxAT+XuXfntGSQo3dWldxoR47z68c45rttMGpq/pNM4OGI3ZEIuOGPcdcNlrfqYhXZ0G6mQURStOFaae9LY0m8PanBbt5kJ6fRXYb+E0qnxSksHwKhY1mU1oiOElBJHcV7RznenQyjX/agCpIWlCaVHZLoS/HrGnKfmrzaQdGNpYWlFUg24FUTnT8x+OhRSDZnTaq0rLqQUjPFqZEdKwU73kriUkk6WoKqGgavFpCZiMaQaihKCMTqU99Z2Gxv7zDXdRpuCTl+fZwRuqrWuuORsSm2s8YaNbyGTgSQp2fjGmDBxupTV+Fvgp6tZTZxHcCklk5Lf+p9ndK8OHa7Gn0YK441c32c1DFu/2FFIR0JKydgZLZxsAKdcSlGtjB74cHOPsb7PrOsx9iR8n7DJWl1MjEe+yESMXEohOTsdX5MipkzK053QalEwRlm1OJecUo0rrj41Ue1r6kkmN15y19SkczlyAekUylpMCI4iHEVRHIMQFs9fbC+m3LB90/G9ALp+GOJ4NJmZOXve/CXL1YoZosgNQg9A3fZesATNS50AEr/oAwllZQf1KGGfGvYoYdaN4+eV0LzASc75Qi+mtefeR0qycVNVN+wnP6Uzn5Zv+fP4aCORsuzgntJEI51I8+NwSkGeCzSYUO6HUb8S9qphrxIOGygkjLzEd/eyP97LmZp0LiMudKejahChAIAAABCGfvDCda8cDwCIgxDFlO872LCqbtPSlWtPtHdRJoIQAYgtx3/xda+mHUzY1O6VuLRlLaWMcwX5hj/it94acRFJyR5+RLzxjXF75+SkoOr9i+CcvOjTEjq1//hKViW+opg26XhhFKDYBRhGLMT0fLtdTHZB62rPT3gB6eRLlRCGvu/7gR+AwPX8C5QVjik3bd8HEEUxxBEXcvuu+qaWtt17DzQda5NSQhyhKHa8C9W9ipmgvJqvT0y2p/qKMauGz1hExstLxYRFhBM2nuivuk/1zGTiweQZ4imnGr84p+5Mz9g5OrMBz2/bZEuqiwknH8RMUP78mcp8cgupnoSOv4uIcrJ1W+SD8UVnUtIHfiXf9Ka467zFxV/GNOga0XRJxwujiukpmqXb3tHWjvbeoednt3ACWK1QjiByAgRfSo5ky4cA4hhjhDCCpxegWx50wXgM3vJhAFEYXsEj2eeTDo6pUjEKaqWoakVVK5a1vFKxHP9803liyk3HDyGOCY1iIoTs7R9YU7dx6co16UxWCBnFhBDqB+H5615xCKHrhxGVCEM/xNVaVFFMI8IhDN0ARuMGIT4AmIo4jv0gQBN5SEMYBiimXIQA+GEUUxERFjMeE4pjFjMx/oDymLAgCLwwIkyEAIQRJRM7V18O4/H7tTPbBjAVURT5IayqBEURjCmhHMcExTSEoev5sJoLeYpxcEQjwiNCAQCOHyDCCavmJ+XjxTYIiyknUhIp2X0/l296E+nqjqWcLOAXExZRQSjHMa1mNb3kl/GVxTRIJ4BxtlhZuGrL0wvX1B9uWbB6+6ylG/OK7k9Za+4E0HXDw6cq89vUA2nPcvymMcdBUYyR48MQIowwRsgNIEQYQeQDhBDGCHkTM/26xowlx8srT1bWdOtpG0bVot4YZxT3eMbzERYEJ3J2a8GHCGOEEUKuDwHCEUJ+cGXcH50vZF71jhtAD0APQDeAfoguME8nnqh7xTinjDEmYkIGhoZ31u/DUcSFoIxxwQFE56t7FUc4n8skEqlSWc9lUkOjKRsS11RHEoUQo3w2M5ZIqFYgpDQrytDQcEFzLMtIJBJ5xSJSRhAkR4fH0kXDMtPJZDqbswLEhIDAGRkes0KCQ3dkKGGBOCbUd+1UMplKZ1TNSI6OJLIKiGhEaOAaI8NpH+FSLj08Mqa5iHIeUR7HuJDLJBIpRdOLuXRv/2DZAkJKvZQdGisQKYrpZKakZNKZdCabL+loojIME7JSymZUmwkJQzcxmkimEjnFigj1/CDEJCIMxzSKGY7iIAiDmAaC2t+7Xf7lX6KOLigljiIvgJiIiMS2riuaDhAGKL56kiteKdKBEe0aSDyzdPNzK7fXHzmx50j7vDW7ssoZCS4Qxkd6ys+d1IfK7vyW8rGM+ftduTltlV2jjhuEzYP6shPlHcN22QZH+iqre42xSrC3R1vfZ5Zc6AOEIVx5ND+v2xqtBIOqb/ph27A+91i5WwOnxrSlHWbe8LZ0VB7ekVk06Fi2v6m9vGPEcQDsGTWWd1Q6lCAIL71TXrZ0qiIgTEzlAr/U+Hl1r3TDWL9pc7FU4tVCEC9U9yoiNKbMtc18LlvUXVs3SprtuXY2UwQxI5SaerlsuiAI8vmi7YWFbDEg1KooqYwSYKyrRdXyTbWSV5RCsZBODGfLDhMShEEulTVDBBHIpXIWRAGAANM4jrSKksnmdD+sFEuaE4QQB76XS+U9CNVifiyZ0ZyQjSd4pzFlnmsV8pnh0WQ6myvpDpPSUAuDIynL8zPJRL5UTCTTuVw+mcqHVBDKKRO2Xh7sP5Us6oRLENglzZecKsV8Nl/KZDPZfEEta4VcLqdUiqVCIpFMpLKqbedNP7zzdvTGP6t09paB198/UFANtawkxlKZbD6ZHMuq9oXLkNWYfukAFI+kSwvW7Zm/dtehY91rth/ecbA1xNSdMkUQQDSQNmY2lFZ06ieLQVGzf7srf3DUfmx/obnkdaSsfT2Ve7flDqWsR/bm2wressbCrBPa8ubCzDbdhVGM4Prm/G8OK+t7tGNFfyRlzGwut6fN55qVXaf0jSe1hceUQ2ln8aHCsh5tfmNxebc++3BhTZ8571B+Vb+tuS+cgfByYLqWQcSUW04QT6l7RQg51T+wZes2hNDkxvPWvSI8JkTJpcYyJde2srl8LptXLUAZVQoqiHAxmxzLqZ7nqaqSzebyhWIurzpBUCkr6Wy+qFaKhUK2UMxm8prllMtKaiyhmIBySbjQS4rhQy6lXlRMAGPKAPCTY6P5imNqavUoB0ZRzChjlZJq+W4+n00l0yXNwZRGhMeUqPn0aLro2Fa2qFqGVqxYVEi9rGQyuXQ2l88Xi6XCWCKVLxUTyZQDSUQYodzQymPDgwPJPGYyDOx0VnEsq1gopvOFimEUS4VsJjcyOjoymi6WFUUPHEPLl0r5Yjlr6v43vx39xXXFlpZT2dzIWDJTqpSVcj5fzGYTg2N5SHh8OcWkL3Om507HDeCWvc1L1tc3nejZsPvIsvV7DjefNJzAnSjL6fpQs0HRClqGtd8fKu0fMea1VDyAVh4t7s44+05Vlrcp9+8p7EuYqzt01wUP70w/26Fv7a1sG7JNgGMU1jUXFneZo6pfssHhLnX1sCdltK6lOLe1vPpo6eFGNRRkaMxYfKx03+7cqj5jY492MGGtblNPGSgKr+zu1cuTDplYXiyltG17/YZNyWRKiNMVR3EUn1M6MRUYhblMKp0tGE5gVJRssRzGPI6J4wIQ+rl0Mp0rGB7iUoa+m8lkLBCHgZfN5ipWQIWklKrFXKFsoTguK/li2USEx+NlyP0AxYRxz/VAFAGALFNPpVO5UsX1w1Ihq5gexNgLcEyZ63phFFt6OVtQPAgrFQNEPMIwn0mlsnnTAY6lZ/MlHxHKhef5jucbpu14wHU9VS1lcnnd8S3TtFwYM06EjGPkBChmAmNYzOdSmZwdxGHgZjIZw4Nh4OuWa9muD0IX4BCEjus5LnBCP6eUo+/eht/85kJLqx5z2zIzmbxmOZVySdFdfP6lszWmXzoewCd7Btds3rN0/e6FdbuXb9i1/2jr1n0tM+auyRQrAYptH1o+RBDu61QXdhpZM1hytLi2t/z0kbLmwqVHikvby787XGrLWvfvyG4c0JcdrxgBWtdSXDtgdWfs5rzvhSiC4YrGwraELwmOMB5M6k81qyfS5nPNyo7eypq2yrwW5UDSmrcvN69TW9JS2p9y25N2V8lZ3qy0lyG8EvpW0ygdwoTlBrrpWI5vOb7leI4XDAyN1q3fVNFMxwuq23XTcf3w3NOaKadCMi5jVi1KJccjREzEk09NRrKEJJTH1eJT4y2v1r2aqEjFTyd8mRx5PV1YigkmJOWCTJzhdByKiZhwMvESEBMcs4hwKiQTsjoAPBmiqga5qoGwauiq+tI4Iiiik+/rjIpXXBLGYypY9cFE1zWuZnqlglTPSUW10BX/we3y+utpOhNLSYWcqKtVM85L46Kk4wTIBXjd9oOPzFkze/m2Oat2zFy8cf7qbcPJ/GAirzvB5FpzJ0CWE9R3V+a3lvcnXd3xG0cdw4MnxqyBsn/4lLa6S9szZHbn3faMY4TYMP0NJ9RFJyrdZRAAFADYkbR61fGhGRDC1iF97rFyuwoUze0s+CXNqzuhrmqvdGlAqbgrWtWVXUbCAF1pO21B/0roW02jdCLCII69AFapDjwHEOuW7fqhB8a3ewDhmF7kC72avMw40XRFl6SMhGTf+Ib4+3fG+eK1WYZ8WrjYOx0nQIrmDIzlegZTPYPJUyPZbEnzAMbPq0XjAlQNeEOI3ABVV40DiAKAIMIQIowwAAhM5GzHCCOEAYD2RMg8ABO9pABCiDHCYYhcUF10jhDCGGMAoAcQRggh7AME4BkJ3i9zpjdH8lnZsAkTTJyd7/2S//1dYUgZEcq/9jXxzhviYqnmnZfHNIzp+GGEYoZjhmOGYgYmulTnvq5e0kV4Ec9eiVSl4wNU7TLUuByRMmZcfPWr8oYb4qIyOa+nxotneiYH1paYT5d0KqZrWK4XhK4Palym4MgJUfT5L/Ab3uXnCw6Tl75JVxTTtgyixjQRmi6ocbmDmeX48cc/Qd77PqtYNogwneDSt+oKoSadV5ZqwYzzccmbV+PlQ4XteOQTn6Tvf79T1i1Wu3xeLDXpvLIYTlAx3YrpPQ/XcIJL3rwaLx8vtKiwHZ98/BP0Ax9wyoZFpX1mPYIa52R6pFP73j4HATScwHY81/PPRWC7nun4l76dNV42XmhR4dge/fBN9KP/ZFuuRcWlb9Vlz8VKx/KgCzCMaBhRN0DnG0i2fOgBFABoeeMZ1y8QxrZ86IXVJaCn13xWn3IC5AM09YSX/BO8wCdT1i3GphZ9OuNHCK6Ztln7bryi8UKLSqdi0A/fRD52i205tfudF+RipQMQSWaVVRt3rt68J6/oIYo9EHkgen4JmpIZKDYMACwZgeqEVa0EALoB8gLoA+QB6APk+tAJoGoE7Wn7WNJuyzgFGwKIq7N4dAcUTOAAhDG2bJAzw+r0HxiO14pA8HIx0RnSEQwhyKWUgmMUVXNmCs41oyadKx8vtJh0NJ1+6MPkYzfblmsRUfPOBbjYGcleGO082LJo3a71uxoONR1vbmtvbG1vaDmRzBanpraIIrS7rXDfwTKM8LZW5agSAB+0JpyUFRoOKDth0QhUG+b1oOzCCKPtbYUHG5Tt/cbWU2bWQbrhNyWccoASWX1Fh+lBNJh36lqKiwbsOII9abtXCQBEZSPozDqjOnAvg77emdIJu9uOJcu+5HBkYAzEvCadqwovtLh0Kjp93/vJzbdYXmgRXvPO+bhY6Rgu2N/Usffwse31h9Zt2b16444VdduWrNm8dsueYtnyJooLY4waOpX79hS7y/7uk+V9SXtTu7qyvbLkRGVdR3nPsLWqpbC8x1x1XB0yEY/Q5mOFWSf0nqKXMENd9+Y3lha1qvNPaG0JY0OnUd9XWdCmPrgju+iUeXSgsvhEZWGL2pxz6xoLDzWqfeXAA5eXdAQFw719A8ls4PtjQzXpXI1UvVNQ2LveTf73Z22Aat45HxcrHcsLWzsHlm+sf3rJxtnLtz69ZPOabYfW7zqyaN2uQtn04bh0EIYHuitb+4x9/dq6E9qaNuWe3bl1vdpTDcXlHdrGdm1Rc+GxRmV9l64BHGO0rbX4q4PK5l6tKecdH6gs6rWkxHUtxfnHK3UtysMNihpF/UP68uPqL3ZlnuvQ5jcWl3XrK1uUNiVkGF0O6x6mSoeTYGwkZdlWITU2OJQMSU06VyMetLh0s0V2w7vI575gA2jHNe+cg4uVjh9GLe19i9btWrR+78J1e3Y1nOg6NXK881SpYmqWPzmygzDc3a7sTfoDCe2eLbl1HeVHjipjJugvejnNW9iQn3Ws/ER9Zu2IVx08Xn+ssGnEkyziMe4arMw6aUQ4XNZUXNpeWXdMfaRBGXDg0U51Xps641DhSNFPl/2RirempdRaCmF46W9z7LOl4w+eGoZUGJmBo01dkNXGdK5SvNDi0s0W2LveHX/+CzaAVs07z+NiB5IDFLd29lfTBi5ev/dkz8CStTueWbKh5WQPwGRytxDBxlNaQyaIQfDs/mKr6u/vUp9uLM07Xil44fYOdceQvbq52KgAFCII0b5udU/Cqy4NtZ2g7rjyeENx7SlruGDvHbQ7kuasxuJD9fmtSbc3acw8UnquRT1e9Pb1VLrKYXgZ9K3ss7pXnLiOS4WUFOmaOVFwqSadqxEvtIR0Mzn2tuvjL3/FiqgVsZp3pnKx0nECVCwbw6nCSLowllUKZWNPw/G1Ow6n8urzc7Pb3mRZcRQAmNODigs9gKoBLNuHTnDGztUHLkCeH2Z14IDxbMcghKoJym7oBBBApBhBwQ79y8M1k1Slw9nppFnPj5nXpHN1UvXOSIJf//b4m9+yMbUiWvPOJBcrHduHfhjBiMKIhpiEEdVsv1A2w+jsKjROMO4UN4COD50ABuH4HJzqU9XtkztPTTDqBCgIkeuPH2770AeoGl+feDzxEpf6A51KxbAJIVOqyp4BY1Q37cth+KnG9ONBS0p3OMHf9rb4W9+2I2LjmnfGmQbpTMXyQi/EAYqta/7zdQJkukC3bN20teehm7ZhOqYT2JdBdL/GK0LVOyNj/C+vi7/5bYswq+YdH9q1tVevMMjyQsMJDBecjRNYbu3v7+rHktLt7uNvejP+4V0WExYiNe/UpPOKU1tifo1jSel19fC3vAXfeZfFpI2IfW2nnapJp0aNVxxLSq+zh7/lLfjuH1lM2ii+lr1Tk06NGq8GlpRee5f44z/GP77XEtKG8TXbz6pJp0aNVwlLSq+xRfzJG9EvfzXhnUvfqlefmnRq1Hj1sKT0mo7xP/kT9MCvLSntKYuirx1q0qlR41XFktJrbBZv+CP0q99YQtoT6xOvHWrSqVHj1caS0q8/IF77WvjIDEtKO7y2vPPSpHPhNOOvEJf8M6pRY7pBlpT+7r3iDX8En5x5rXnnJUjH8sKK4ZRfdWoJzGtchQTIlNLfVS9e/3r41NPXlHderHSqdeBM2w1DCF4twhDZjqdqVm2tQI2rkACZUgbbdsr/5/+FM5+1pLSfv0b6auSlSccDIROSMPHqQLkMUVTW7Su6k3XWMrTaqrQapwmQJSWo2yD/8A/DBYuvEe+8NOm4PiCMv2qF1mPKgxBf0dIJEMFEhBGrvoUQU0zE1ExDNa51ALakBOs2iNe9Dixaei14pyadl4kTIBRzTIUPz7uk3gvxaCrfcrKno2/YcALLD7v7R1tOdA+OZc6RbKjGNcu4d9aLP/zDcPHV751pkA4mZ+Spik9vZ1xKISUmLKpmBRYCXxXScQGyvPBk90BTW2dO0SIqw4iGEfPPnOsFMNm6t/GXM+bX7TgQwBhGdPu+xgceX7Bm634vPLtKT41rmgCZUoJFS8Qf/AFYvdaU8ioex7xo6VBOadzbenjt2rq1a9ftPnrCp6cFVBhLZIp29XFieCSjgdNuokKe+RNfOdIBmPSNpJ5asHbmoro9h1v7h5Pd/SMdfUOJzBmFd3wY72/uXrJx36J1O3uHEsOJ3OK6XUs27tt5+IQLarMBapwJwJaU4fxF4nWvC9ZvvIq9c7HSIUIKUPrtPd+Zs+FgW0vTiZ6hiOLj+7ctr9vjxHz/c7M27ztlFQa2r11y+6337OrTUWVk/eq17aMVwcnAiSPb6g8Nj43u2Fx38NgpxCShV4Z0AhQfau3effBYY2vnrv0NG7ft2bi9fv2WXdv2HMwUKpM1MOwAlSpWSbO2H2jdvq9pz6HWDbuPFspGsWJd8rdQ43Kk6p15C8RrXxts3Gxdpd65aOlwKWD54Xu/8/DcVZu2bE9U/K769Q8+Pm/1sjnPLF6ze+naDas2PzNz5qb1dd//+h0bDx595tHfzFmw8IHfPnyw8fD9P7xtw559v//Zz34xc2Hdhr15NxJCXBHS8cOoazC5aXfDzAXrZi/dNGvpxtnLNi9Ys+Oxuas6To3CiVStlhfCmDIpR5K59p7BrlMj/cNJKiQi7JK/hRqXKVXvzJoj/vt/B5u2WlLa/uX1x3/xTIt01Efv+97M5Vvq9x1IqcUFzz57YBBJaT7x0E/nz179zC9+9ctF9VLK+mVrn53x+y99+3sLV6x44vHHd+zeMve5OUDKwaM7fnH/j59dsT5vI8qvEOnAqG84tXrr/sUb9i7ZuG/xhr3He4a7+ob7x3KZkuaB8TsdF+CewURrR+9zyzZu2tOw62DLM4vrWk72dPYN22dloa9RY5IQW1LCx5+U/+MPgz37rr77nWnoXnE3+7v77zqpVs/Bty+eNWvt0ZHOvQ8/NmPNc8sWPTXnv2bMHRkdfOD2n8xbseaXv5nRPTDY3t4z1Hdk5uMzylikB/vbjx+89z++trYlKaW8IqQToHgklZ+9bMusFdueXbb1cGv3gcbj81ZuOdHV7wRwsrUAk637mh58ZmndriOa5Vke2LK/5aFnl63ZdqA2kFzjQoSRJSWc8bh4wxuC+n3m1bUu8mKlE3PBoLFz05rhCuZCEC5DM7981oxfPzSzM1sZaWzsGcz3NG996uHfPvTI/GEt6Dm4/uFfPzBv5Y5MPnFo/z7AeMfedQ8+9PDSul0aiNhZJ79cpeMCnFf0I209R9p6jhzvGU7mt+9vfm7Ftv1HTzj+aekEMD7U2jNr+bYdB1qcAAYw2nv0xKwV23Y3nPRCfLm9qRqXF1XvPDpDvP71wd4D1lXknemYp0OFlJIxVg2HV4NXTEgpJZeyGk7n4vS/jAsx8TgmTEjJORdSMn72mS9b6Vhe6AKMYoZjhmMGI2o4oL1vFGDintFUZDpB2bAVzTQcYLpA0cyybhu2f8nfQo0rgDCypEQP/Ea89nX+gUNXjXemQzrPh/KYnn3PEk1sOeupiJy988jdJ90AABADSURBVOUvnSqWdxo3QDA6xzxjF+AAxQGMq2/Bh1GAYi+8mqd+1ZhOYGRxiX7xgHjjG/3mtqvDO6+MdKaJSem4AF+SrBovNQXHOTYGyPaR7U/ug2wf2bWsHTVeJB60YWxJif7rl+KNf+o3H7sKvHMFSKdUMU0XGE5w9WG64JL/BdS4AoCxJSX+6X3ij/7Ib2m90r1zuUsHotiwHNN2r0Isx3S8S/4XUOMKwAttFFtM4B/eLf74T7yObkvKKzep+2UtnYgwTChh/GrFdLxaposaLwovtBGxqIx+eBf/87/w2rusmF76Vr0sLnfpXN2UdasmnRovFg/amFhM4tvuYO97v225V2gxiZp0LiUVw65Jp8ZLwIMWIrYP/ZY22/Ku0JnKNenUpFPjisIL7TCy2BW8NqImnZp0atR4VXnFpcOE5FJSJl7GNXnVU5NOjWuQV1Y6MeWuH+iGBULIhKRcMi4pP72qkzJOKIspo+zsYznngnNCx/e55IKoSadGjWlhmqVD+fh6K8IEZSII4dJ12x+cubj+8DHPDwzL1S3H9gChPCIsJgwgAmMWRdTHlDIeE0YpiymLYlpxcdrCdkh8REDEGOOC8aqM+NXSxatJp8Y1yDRLx3I93bR007I9IKXsHRxdtfXA4dbuA0fb6g8c2Xvw6O59h4+0HHe8gDAhOd1wUt2bR0Nj1qJO22ecMx7g/9PenT5HcSZ2HP8r8iYJIA5pESAgu05tdtebysZbazvJekkcm3VtXGVvykltbbG7SBrdAmFz2CDEIXRwCISQsA5AJxLoQkhc4hAWukASh5iRZvp5errn7Jnu5+nuvJDAQoArSTGttef31OdFa/qZrnkz39JMd8+jMd2wT3l2d07VDMkDzmDrAO14GPSHNCHIDK4TT9gZ0NTvxP8+iA5EoVcZHd00u6/e+jTv4Of7S74avGea5vD44/rz3QfLThUeqy44Vl1wrLqwtCa3qKzr6i3DNE2DVVyarB6U6r8ix6+RmjvisBA43e+WmfHYIW1ucbRPBO+7fId6pk7eJAVdjpwuZ9e4tOXcxOE+2cd09u3vDqIDUehVRkfjeijMqpsutnRdZ7phmub9icmqxo78srrC8sai8sai8sbCEw37S2vv3H1gmqbBWVOfq+iKq/Sy0Dbmuzrm3tnhaBz3G6Y5/lgqvErHJG3ELu/tdGw7N5HdOVXZR1vuScWXp3ZccI75mK7PfzUQHYD/q1f88Yobpij5ZF+Q6QY3TKfgPlTRsPfYmQPH66btO3amuLzRRSXdMA2mtQ27T94mNbfE3omgJ6hsbbYP+5lpGmN2z9nRgGmaD6e8RT3Omj5actV5/LbUZ/dXXJvKOu/olzXjud/f+dZBdCAKvfqzV1w3p3/qmOmmKPlO1neUVLccP9067UhVc0PbFSWsadxQNe5TWCDM/CoPq6x7hFYMelXD0BhXwpovxFTGFVWTglpY44JHGZc1jfHHouLwac+f7fo2QnQgCkX2lHlI1QJKyB8MBZ7wB0NKSH26xJXGdI3pjOuM8SlPSA7x6bPjKuPsyQbnusY413VD11WN67rxHfgfB9GBqBXxiwMZN5huMP6EbmgvuVCQc51/+78bRnQAvtm83QYxveLwnDVnog2iA1FofqKjMV0g4mPHlNcfNE3TMM3pn2p/OoHrusa4xudeBzj9aYtz/ekHNF03TNMwdJ29YJF1PhM3Q39+zeI/B4gORKF5iA7XTeqW9x0+uWlXcVNbj33S9XjSOWGfEkRJ40ZY01WNu/2qT+VBRSNBTeO6aehsukGMe4IaDWghppumoTPulEI37YH7ctgd1JiuT9fHNHSNcY1xX0DtdwSGSUjTdc444zrnumnoOucam54286fKdNMwOPt6A9EBiIR5iI5pmldv3amoa7twpa+5vbu26Vzd2fOnG5pbO3skj4/phsm14m5Hqz10pc91sE82dD5OFZ+mc5VduUtLb4g3JxXBG34ghQNKuKR78tAN8dJj/21HwC6HJqSwP6SOiaGgppsGb7sjbOt2tT/wPZLDYcZlf5j61XEhOBlgSkgdJ4onpE24Q0RhalgbIwpRmKKoY0QhQWbBDV+IDkSheYiOYZoDo4/ONHfll3yZX1KZf7Qq/2jVgaNVOwtKr9waME3T5FrpRUftXenLXlfdoNw5JPyh/tGJO+72AXHnBXv+FaFpWG64Lfyp/nHzqKeke7L4pvRIVs7eFna0TdYPeaquT22of3Rq3G+aRsttZ3aXq3dKuXVfPnLNVTPgPnuH7LowdaLffaZPKLpKO0fE9MaJ/ddpU7+wsfFx+8Ng56Dwx4aJ5vtB3Yz4hzJEB6LQ/ETn3gN7RW3rgbL6oorGoorGovLGghMNBScaRh9OGqZpMLX2hrPwsqvkMum6J+VedOT30uqbriN90j0SqLrpOnbFVXRNyOuwF1wTyq7Tr4jqD4SOXrTnXRUlSdnaaj/cKzSO+U1Db+4nJ+/5pRBXg8ENFaPlo/4r98RL9mD7oGt3tzBMw7U3pnZcdNXeEc/flfI6HUW9tGNM2tVhz+8VZRbxs2mIDkSheYiObpr2SaHweO2+WVcq7z16uqSqWfb6uWFyTW0blk7fEev7pX67//Koe2ePq2cicHlY3NZuP3pLbBkU919y5nVNlt0Sm4Y9Hs001PCZG66yryS/onXcIbsuu65NhUzT6B4iOZ3O2hG5rl9sH/E0DIkV151bWh0VA9K5EWmIhh86PHsuOuvuem8+8hRedOy/RnvG5YIuR941KjMj0rd3IToQheYhOkw3XFSubLxQXtd+sr5jWtnp1rZLt8Ia17geVnkwzMMaVzQeUrmmsUdS2KfpTNUmpLA3zMKM+4Kq3aMGQiyozixnHAyzgMpVpqsqeyiHgxpXGVdC7JE79EgOCwGNG4amat0jYtv9gEflqsYUletcn5TDNMSZxiaksEfVucompLBX5YzNHBnRAXiFIhsdxvmTBc3n4C9ivGSyPmvX7A3j5XPmbL9s5jcc/GWv5P9Pf+5CakQHolAEo6NxHtbYqEsddKhDk88YntRGnOyuk911shEnm94emWJzpkXCyKQ2PKkOPfeSIsuhDjpUKTj3znhEB6JQpKKjaVw3eHGnf3UWXZ1F12bPsomuyabL02lsGl2ZSf9mE1371Kw5a+c8/s0TZu/95if+b47wqq3Jpisy6G9LZOrVuI7oQFSLVHR0nftC/M1c919tFJan0zni0ujPdpB/2U1+sJn8dSKNSaaLkukS28ze+HQal0oWJpIYG4lLJctSSXw6XZZCvpdO458cYVkKiU0jS21kaSqJSyVLbCQ2jcSn0+mZCxKFBUkkLo3GZ9C4VLIo+ZnnLk+n8elkqY3Eps08NyaJLEgkS1NJ/HMv9VWJTaULE0nHUMg0dUQHolkEo+NR+D/lSUtsJCGLzhaXRt/4ggzdd8qSs6jV9bMd5J09ZN0+8sYXJD6dJmTRVRkkIcf9H0c8/7rb/f0c8SefirGp9Kc7xIR0siiZLM+gq7LoT7aLr2XT1z93v/6puCZHfDPX/cMcGpNEFtvIP+yWPjri+fUB6Yc5ND6dJmwW39krrc0gi5LJykwam0KWpZIVWeLPc92vZdE1W8Rf5Lp/mS//9pD8o810RQad82pflZWZdImNtA4gOhDtIhgdr8L/ec/c6KzOootsdPMpoaPPmdsk5DUJuxqE3EZhz1lhyynh77eTFel0abqYcjawv8mfXe37/QlPRoX8+nb3R0fkX+W5PyiWf5xDF6XQDTX+j/e5czqV7FL5N6W+HWe8/7ZHWndAfusL9z/ukTe1KG19wbe3kL9MorbmYG23/62d7vUHpDVZ9Bd7pXf3ueNSyCeV/k0nPf91wptW4y/sDG49G9hZ7V2ZSlZGLDpLU0jbIKID0c7q6CRk0SUpdOMJobLHOTDmHBx3Dt2fYZ90ZtcIMck0No3+rtq/p8n3bq773cPeql7lDyWe9MZg5aVgeY+yqVxe+Efyq4Pezxp8Gaf9n9b4Np3x/ancV9KjnOgKHmrzr00W3inxpR2XlyWTJWni5xeUghb/tsZASUcgudJb1qukHpVWppCFaeLe3vCxU55VW6WCVv/vK30Fjb6EFEQHILLmITpLU+jHh4T2205BcNonZ0w5nY4p50cHyRIbXZFFf54rvZ0r57YHdzUFLtwNbyiWt7Qp1Z3+3xR7Pq/1JSQLCTvkyhuhlMNS6jnlaIPvg1Jvc39oQ7GUVut7f7e0qy2wbitdlk4Xp9BPTvqyan1bq73rD3uLOoN7GrxrbcKyVPJ3u6SdbcrhFt+6A54ve5XPqr1vbheXR/LjFaID4J6X6MSm0l/mkdEJp8ftJMIMr9s5/MD54600Lo3GZtBPavzFbYHtdb7/POpJrPRlnPZ9Vuffccr7XoG8scyzJo0szRC3twTe20nXV/m3Hpff3C/ntwU+PiD9d5ln3T4p5UvvDzLIqky6LJV+eNzzcZGcWBsobw98eFBOqvC8lkHiMsXUM/5/3ym+fci7uylgK5VjNwrL0unqyBQH0QF4KrJfJL+1W1piI3Peyd9Lp298Qc7ecF3sd7XfnnF5wFVwXliVRVdm0tWZdEUm/dE28bXNND6DrsggCVl0TRZdlTn3bbwqi67KpCszacLsvdk0IZMmZNHps/UJWXRlBk3Ipn+bQ5enz8xZnU2/v5muyCDxGXTt5mcmR8iqTLrYRs7ji2SIehGMTlDl6/ZLf7FBWJxMnrcwiSyYLZEsSCQx03ttJCaZLEgUFiaRmGQSk0wWJZFFSWRR8syfi21ksY0serr3yZyY5K8fWTzrUDHJJCaJLEh6sstGFj+ZP73x9MHIWZBIltjIpVFEB6JdpKKjMm4YeseQ8uFBeX2h9EHRLMXSr4uk9wvl9wu+9l6BvL5Qfmbad8t7B6Q95/2BEJu9jgWiA1EosvdemSbXDc74C7xwvHDmdwPn3DT1OSvnIDoQhSJ+l7k23+/2Px/Pr7+O6EAUmoeftgBEB6IZooPoAFgK0UF0ACyF6CA6AJZCdBAdAEshOogOgKUQHUQHwFKIDqIDYClEB9EBsBSig+gAWArRQXQALIXoIDoAlkJ0EB0ASyE6iA6ApRAdRAfAUogOogNgKUQH0QGwFKKD6ABYCtFBdAAsheggOgCWQnQQHQBLITqIDoClEB1EB8BSiA6iA2ApRAfRAbAUooPoAFgK0UF0ACyF6CA6AJZCdBAdAEshOogOgKUQHUQHwFKIDqIDYClEB9EBsBSig+gAWArRQXQALIXoIDoAlkJ0EB0ASyE6iA6ApRAdRAfAUogOogNgKUQH0QGwFKKD6ABYCtFBdAAsheggOgCWQnQQHQBLITqIDoClEB1EB8BSiA6iA2ApRAfRAbAUooPoAFgK0UF0ACyF6CA6AJZCdBAdAEshOogOgKUQHUQHwFKIDqIDYClEB9EBsBSig+gAWArRQXQALPVMdDAwMDCsGYgOBgaGpeN/ADnPuV6RQqb5AAAAAElFTkSuQmCC" 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<span style="background-color: #cccccc; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;"> Sekarang kita masuk ke blogger untuk mengentri data kita, dah tau kan bagaimana cara masuk ke blogger dan pastinya anda sudah punya blogger masing2.</span><br />
<span style="background-color: #cccccc; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;">Dan disini saya mengentri data tentang pembuatan Aplikasi Musik dengan VB 6.0</span><br />
<span style="background-color: #cccccc; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;">Setelah kita entri data semuanya dan untuk data yang bersifat download anda cukup menulias kata saja seperti “Download Disini” atau “DISINI” tapi saya menuliskan kata “DISINI” saja karna katanya sesuai dengan kalimat sebelumnya.</span><br />
<span style="background-color: #cccccc; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;">1. Untuk memasukkan linknya yang sudah kita upload tadi di mediafire anda cukup blok kata “DISINI” lalu anda klik menu Link dan anda pastekan alamat file yang anda upload tadi kesitu.</span><br />
<span style="background-color: #cccccc;"><img alt="" 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" style="border: 0px solid rgb(204, 204, 204); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px; padding-top: 4px;" /></span><br />
<span style="background-color: #cccccc; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;">2. Anda pastekan link yang anda copy tadi di mediafire ke Web Address</span><br />
<span style="background-color: #cccccc; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;">3. Contreng di Open this link in a new windows</span><br />
<span style="background-color: #cccccc; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;">4. Klik Ok</span><br />
<span style="background-color: #cccccc;"><img alt="" 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" style="border: 0px solid rgb(204, 204, 204); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px; padding-top: 4px;" /><br style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;" /><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;">5. Setelah itu anda terbitkan entri anda dengan mengklik Terbitkan Entri</span><br style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;" /><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;">6. Kemudian klik Lihat Entri</span><br style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;" /><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;">7. Selesai sudah. </span><br style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;" /><br style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;" /><br style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;" /><br style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;" /><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;">Susah ya,,,, tapi kalau sudah bisa semuanya terasa gampang….</span><br style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;" /><br style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;" /><br style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;" /><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;">Note :</span><br style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;" /><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;">Ingat,,,,, Tadi anda sudah mengcopy link jadi anda jangan dulu mengcopy yang lain sebelum link itu di pastekan ke alamat link yang anda masukkan di entri data anda, dan jika sudah terlanjur mengcopy yang lain andapun gak usah kawatir anda tinggal masuk lagi ke account mediafire yang anda buat tadi tadi </span><br style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;" /><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;">- Klik My Files </span><br style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;" /><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;">- Klik kanan di file anda upload tadi (contohnya yang saya upload tadi aplikasi pemutar musik)</span><br style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;" /><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;">- dan anda klik Copy Link</span><br style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;" /><img alt="" 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" style="border: 0px solid rgb(204, 204, 204); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px; padding-top: 4px;" /><br style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;" /><br style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;" /><br style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;" /><br style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;" /><br style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.796875px;" /><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: 12px; line-height: 16.796875px;">nah itulah langkah2nya,,,,,</span></span></span><br />
<span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="background-color: #cccccc; font-size: 12px; line-height: 16.796875px;">slamat mencoba...</span></span>Anonymoushttp://www.blogger.com/profile/17323859818272095055noreply@blogger.com0tag:blogger.com,1999:blog-822080518799135620.post-17527177358110221972013-09-04T22:28:00.002-07:002013-10-14T22:00:12.771-07:00Tutorial PhotoshopBuka photo yang mau diedit..<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-1.jpg"><span style="mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shapetype
id="_x0000_t75" coordsize="21600,21600" o:spt="75" o:preferrelative="t"
path="m@4@5l@4@11@9@11@9@5xe" filled="f" stroked="f">
<v:stroke joinstyle="miter"/>
<v:formulas>
<v:f eqn="if lineDrawn pixelLineWidth 0"/>
<v:f eqn="sum @0 1 0"/>
<v:f eqn="sum 0 0 @1"/>
<v:f eqn="prod @2 1 2"/>
<v:f eqn="prod @3 21600 pixelWidth"/>
<v:f eqn="prod @3 21600 pixelHeight"/>
<v:f eqn="sum @0 0 1"/>
<v:f eqn="prod @6 1 2"/>
<v:f eqn="prod @7 21600 pixelWidth"/>
<v:f eqn="sum @8 21600 0"/>
<v:f eqn="prod @7 21600 pixelHeight"/>
<v:f eqn="sum @10 21600 0"/>
</v:formulas>
<v:path o:extrusionok="f" gradientshapeok="t" o:connecttype="rect"/>
<o:lock v:ext="edit" aspectratio="t"/>
</v:shapetype><v:shape id="Picture_x0020_1" o:spid="_x0000_i1038" type="#_x0000_t75"
alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-1.jpg"
href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-1.jpg"
style='width:238.5pt;height:351pt;visibility:visible;mso-wrap-style:square'
o:button="t">
<v:fill o:detectmouseclick="t"/>
<v:imagedata src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image001.jpg"
o:title="forex-1"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-1.jpg" border="0" height="468" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image001.jpg" v:shapes="Picture_x0020_1" width="318" /><!--[endif]--></span></a><br />
Sekarang kita langsung pisahin objek sama background nya… Klik FILTER >
EXTRACT<br />
di jendela extract ada <a href="http://ilmuphotoshop.com/2008/03/19/tool-tool-photoshop/">menu-menu</a>
juga :<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-2.jpg"><span style="mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shape
id="Picture_x0020_2" o:spid="_x0000_i1037" type="#_x0000_t75" alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-2.jpg"
href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-2.jpg"
style='width:378pt;height:303pt;visibility:visible;mso-wrap-style:square'
o:button="t">
<v:fill o:detectmouseclick="t"/>
<v:imagedata src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image002.jpg"
o:title="forex-2"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-2.jpg" border="0" height="404" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image003.jpg" v:shapes="Picture_x0020_2" width="504" /><!--[endif]--></span></a><br />
<strong>Highlighter tool </strong>: untuk menandai (masking) batas
antara background dan objek yang mau dipisahin.<br />
<strong>Brush tool </strong>: untuk menandai (masking) area yang mau
dipisahin<br />
<strong>Eraser Tool</strong> : menghapus masking jika ada kesalahan<br />
<strong>Eyedropper tool</strong> : untuk menentukan warna sesuai dengan
sample nya..<br />
<strong>Clean Up tool </strong>: hanya muncul kalau hasil masking di preview
ini gunanya untuk merapikan hasil masking dengan menghapus<br />
<strong>Edge TouchUp TOol</strong> : Hanya muncul kalau hasil masking sudah
dipreview , gunanya untuk merapikan hasil masing dengan cara menambah.<br />
<strong>Zoom tool</strong> : Untuk memperbesar atau memperkecil gambar (
klik untuk memperbesar, ALT+ klik untuk memperkecil)<br />
<strong>Hand tool </strong>: untuk menggerakan jendela gambar<br />
Sekarang klik <strong>Highlighter tool</strong> , drag di perbatasan antara
background dan objek ..<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-3.jpg"><span style="mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shape
id="Picture_x0020_3" o:spid="_x0000_i1036" type="#_x0000_t75" alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-3-1024x497.jpg"
href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-3.jpg"
style='width:410.25pt;height:198.75pt;visibility:visible;mso-wrap-style:square'
o:button="t">
<v:fill o:detectmouseclick="t"/>
<v:imagedata src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image004.jpg"
o:title="forex-3-1024x497"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-3-1024x497.jpg" border="0" height="265" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image005.jpg" v:shapes="Picture_x0020_3" width="547" /><!--[endif]--></span></a><br />
Bisa di zoom gambarnya untuk objek yang perlu detail pengerjaan nya.. Untuk
membersar kecilkan brush cukup menekan tombol [ atau ]<br />
[ : untuk mengecilkan brush<br />
] : untuk membersarkan brush<br />
Seleksi Semua nya sampai detail-detailnya seperti rambut ..<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-4.jpg"><span style="mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shape
id="Picture_x0020_4" o:spid="_x0000_i1035" type="#_x0000_t75" alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-4.jpg"
href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-4.jpg"
style='width:253.5pt;height:395.25pt;visibility:visible;mso-wrap-style:square'
o:button="t">
<v:fill o:detectmouseclick="t"/>
<v:imagedata src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image006.jpg"
o:title="forex-4"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-4.jpg" border="0" height="527" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image006.jpg" v:shapes="Picture_x0020_4" width="338" /><!--[endif]--></span></a><br />
Kalo sudah beres semua, Klik brush tool, lalu klik di area yang akan diambil
objeknya..<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-5.jpg"><span style="mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shape
id="Picture_x0020_5" o:spid="_x0000_i1034" type="#_x0000_t75" alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-5.jpg"
href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-5.jpg"
style='width:382.5pt;height:303pt;visibility:visible;mso-wrap-style:square'
o:button="t">
<v:fill o:detectmouseclick="t"/>
<v:imagedata src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image007.jpg"
o:title="forex-5"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-5.jpg" border="0" height="404" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image008.jpg" v:shapes="Picture_x0020_5" width="510" /><!--[endif]--></span></a><br />
Klik Tombol Preview untuk melihat hasilnya … biasanya sih pasti ada yang
kurang.. misalnya masih blom rapi, ada bagian yang mau kita ambil tapi
kepotong.. dan lain-lain..<br />
Gimana cara beresinnya ?<br />
GUnakan <strong>clean up tool</strong> dan <strong>edge touch up tool</strong><br />
Bersihkan dengan clean up tool kalo masih kurang rapi, dan kalo ada bagian
yang kehapus, gunakan touch up tool.. penggunaan nya tinggal drag & drop
aja kok..<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-7.jpg"><span style="mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shape
id="Picture_x0020_6" o:spid="_x0000_i1033" type="#_x0000_t75" alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-7.jpg"
href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-7.jpg"
style='width:394.5pt;height:361.5pt;visibility:visible;mso-wrap-style:square'
o:button="t">
<v:fill o:detectmouseclick="t"/>
<v:imagedata src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image009.jpg"
o:title="forex-7"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-7.jpg" border="0" height="482" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image010.jpg" v:shapes="Picture_x0020_6" width="526" /><!--[endif]--></span></a><br />
Hasilnya kira-kira nanti begini ..<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-8.jpg"><span style="mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shape
id="Picture_x0020_7" o:spid="_x0000_i1032" type="#_x0000_t75" alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-8.jpg"
href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-8.jpg"
style='width:299.25pt;height:348.75pt;visibility:visible;mso-wrap-style:square'
o:button="t">
<v:fill o:detectmouseclick="t"/>
<v:imagedata src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image011.jpg"
o:title="forex-8"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-8.jpg" border="0" height="465" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image011.jpg" v:shapes="Picture_x0020_7" width="399" /><!--[endif]--></span></a><br />
Sekarang buka gambar Background yang lain, saya pake gambar situasi
Broadway..<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-9.jpg"><span style="mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shape
id="Picture_x0020_8" o:spid="_x0000_i1031" type="#_x0000_t75" alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-9.jpg"
href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-9.jpg"
style='width:376.5pt;height:284.25pt;visibility:visible;mso-wrap-style:square'
o:button="t">
<v:fill o:detectmouseclick="t"/>
<v:imagedata src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image012.jpg"
o:title="forex-9"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-9.jpg" border="0" height="379" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image013.jpg" v:shapes="Picture_x0020_8" width="502" /><!--[endif]--></span></a><br />
Drag Foto yang tadi diedit ke gambar background yang lain<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-10.jpg"><span style="mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shape
id="Picture_x0020_9" o:spid="_x0000_i1030" type="#_x0000_t75" alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-10.jpg"
href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-10.jpg"
style='width:372pt;height:342pt;visibility:visible;mso-wrap-style:square'
o:button="t">
<v:fill o:detectmouseclick="t"/>
<v:imagedata src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image014.jpg"
o:title="forex-10"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-10.jpg" border="0" height="456" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image015.jpg" v:shapes="Picture_x0020_9" width="496" /><!--[endif]--></span></a><br />
Atur sedemikian rupa .. lalu cari pencahayaan dan pewarnaan supaya serasi
dengan background. Bisa juga menggunakan Hue/saturation untuk penyesuaian..
bisa dicari-cari kok.. itu sangat menyenangkan hehehe..<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-11.jpg"><span style="mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shape
id="Picture_x0020_10" o:spid="_x0000_i1029" type="#_x0000_t75" alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-11.jpg"
href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-11.jpg"
style='width:378pt;height:348.75pt;visibility:visible;mso-wrap-style:square'
o:button="t">
<v:fill o:detectmouseclick="t"/>
<v:imagedata src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image016.jpg"
o:title="forex-11"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-11.jpg" border="0" height="465" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image017.jpg" v:shapes="Picture_x0020_10" width="504" /><!--[endif]--></span></a><br />
Kita beri efek lagi..<br />
Klik Add new fill and adjustment layer > Channel Mixer<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-12.jpg"><span style="mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shape
id="Picture_x0020_11" o:spid="_x0000_i1028" type="#_x0000_t75" alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-12.jpg"
href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-12.jpg"
style='width:387.75pt;height:398.25pt;visibility:visible;mso-wrap-style:square'
o:button="t">
<v:fill o:detectmouseclick="t"/>
<v:imagedata src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image018.jpg"
o:title="forex-12"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-12.jpg" border="0" height="531" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image018.jpg" v:shapes="Picture_x0020_11" width="517" /><!--[endif]--></span></a><br />
Atur Channel mixer nya :<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-13.jpg"><span style="mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shape
id="Picture_x0020_12" o:spid="_x0000_i1027" type="#_x0000_t75" alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-13.jpg"
href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-13.jpg"
style='width:303.75pt;height:292.5pt;visibility:visible;mso-wrap-style:square'
o:button="t">
<v:fill o:detectmouseclick="t"/>
<v:imagedata src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image019.jpg"
o:title="forex-13"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-13.jpg" border="0" height="390" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image019.jpg" v:shapes="Picture_x0020_12" width="405" /><!--[endif]--></span></a><br />
Bisa ditambahin dengan new fill and adjustment yang lain… silahkan bermain-main
aja..<br />
yang paling penting cara cropping nya harus bener..<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-14.jpg"><span style="mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shape
id="Picture_x0020_13" o:spid="_x0000_i1026" type="#_x0000_t75" alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-14.jpg"
href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-14.jpg"
style='width:195.75pt;height:350.25pt;visibility:visible;mso-wrap-style:square'
o:button="t">
<v:fill o:detectmouseclick="t"/>
<v:imagedata src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image020.jpg"
o:title="forex-14"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/forex-14.jpg" border="0" height="467" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image020.jpg" v:shapes="Picture_x0020_13" width="261" /><!--[endif]--></span></a><br />
Hasilnya :<br />
<a href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/hasil.jpg"><span style="mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shape
id="Picture_x0020_14" o:spid="_x0000_i1025" type="#_x0000_t75" alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/hasil.jpg"
href="http://ilmuphotoshop.com/wp-content/uploads/2011/09/hasil.jpg" style='width:386.25pt;
height:288.75pt;visibility:visible;mso-wrap-style:square' o:button="t">
<v:fill o:detectmouseclick="t"/>
<v:imagedata src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image021.jpg"
o:title="hasil"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="http://ilmuphotoshop.com/wp-content/uploads/2011/09/hasil.jpg" border="0" height="385" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image022.jpg" v:shapes="Picture_x0020_14" width="515" /><!--[endif]--></span></a><br />
Selamat Mencoba !<br />
<br />
<div class="MsoNormal">
<br /></div>
Anonymoushttp://www.blogger.com/profile/17323859818272095055noreply@blogger.com0tag:blogger.com,1999:blog-822080518799135620.post-46730726940664891362013-09-04T22:25:00.002-07:002013-10-14T21:59:56.845-07:00kegagalan relativitas klasik<div class="MsoNormal" style="line-height: 150%; tab-stops: 361.5pt;">
<strong><span lang="EN-GB" style="font-size: 12.0pt; line-height: 150%;">KEGAGALAN RELATIVITAS
KLASIK<o:p></o:p></span></strong></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 361.5pt; text-align: justify; text-indent: 35.45pt; text-justify: inter-ideograph;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Teori
Relativitas Einstein adalah teori yang sangat terkenal, tetapi sangat sedikit
yang kita pahami. Utamanya, teori relativitas ini merujuk pada dua elemen
berbeda yang bersatu ke dalam sebuah teori yang sama: relativitas umum dan
relativitas khusus. Teori relativitas khusus telah diperkenalkan dulu, dan
kemudian berdasar atas kasus-kasus yang lebih luas diperkenalkan teori
relativitas umum.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 361.5pt; text-align: justify; text-indent: 35.45pt; text-justify: inter-ideograph;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Relativitas
klasik (yang diperkenalkan pertama kali oleh Galileo Galilei dan didefinisikan
ulang oleh Sir Isaac Newton) mencakup transformasi sederhana diantara benda
yang bergerak dan seorang pengamat pada kerangka acuan lain yang diam
(inersia). Jika kamu berjalan di dalam sebuah kereta yang bergerak, dan
seseorang yang diam diatas tanah (di luar kereta) memperhatikanmu, kecepatanmu
relatif terhadap pengamat adalah total dari kecepatanmu bergerak relatif
terhadap kereta dengan kecepatan kereta relatif terhadap pengamat. Jika kamu
berada dalam kerangka acuan diam, dan kereta (dan seseorang yang duduk dalam
kereta) berada dalam kerangka acuan lain, maka pengamat adalah orang yang duduk
dalam kereta tersebut.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 361.5pt; text-align: justify; text-indent: 35.45pt; text-justify: inter-ideograph;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Permasalahan
dengan relatifitas ini terjadi ketika diaplikasikan pada cahaya, pada akhir
1800-an, untuk merambatkan gelombang melalui alam semesta terdapat substansi
yang dikenal dengan eter, yang mempunyai kerangka acuan(sama seperti pada
kereta pada contoh di atas). Eksperimen Michelson-Morley, bagaimanapun juga
telah gagal untuk mendeteksi gerak bumi relatif terhadap eter, dan tak ada
seorangpun yang bisa menjelaskan fenomena ini. Ada sesuatu yang salah dalam
interpretasi klasik dari relatifitas jika diaplikasikan pada cahaya dan
kemudian muncullah pemahaman baru yang lebih matang setelah Einstein datang
untuk menjelaskan fenomena.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.45pt; text-justify: inter-ideograph;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pandangan paham Newton
tentang alam memberi suatu kerangka nalar dasar yang membantu kita memahami
sejumlah besar gejala alam. Pandangan tentanng ala mini, yang sebenarnya
berasal dari Galileo, mengatakan bahwa ruang dan waktu adalah mutlak. Juga
dikemukakan bahwa setiap percobaan yang dilakukan dalam kerangka acuan
(pengamatan) kita barulah bermakna fisika apabila dapat dikaitkan dengan
percobaan serupa yang dilakukan dalam kerangka acuan mutlak, yaitu sistem
koordinat Kartesius semesta yang padanya tercantelkan jam-jam mutlak. Sebagai
contoh, pernyataan yang lazim dikenal sebagai asas kelembaman (inersia)
Galileo, mengatakan bahwa sebuah benda yang diam cenderung diam kecuali jika
padanya dikenakan gaya luar.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.45pt; text-justify: inter-ideograph;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Jika anda mencoba
menguji asas ini dalam sebuah kerangka acuan yang mengalami percepatan, seperti
sebuah mobil yang berhenti secara mendadak, atau sebuah komidi putar yang
sangat cepat perputarannya, akan anda dapati bahwa asas ini tidak berlaku
(dilanggar). Jadi, hukum-hukum Newton (termasuk asas kelembaman) tidak berlaku
dalam kerangka acuan yang mengalami percepatan, kecuali dalam kerangka acuan
yang bergerak dengan kecepatan tetap. Kerangka acuan (yang bergerak dengan
kecepatan tetap) ini, disebut <em>kerangka lembam</em> (inersial).<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.45pt; text-justify: inter-ideograph;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Peristiwa-peristiwa
yang diamati dari berbagai kerangka lembam dapat tampak berbeda bagi
masing-masing pengamat dalam tiap kerangka itu. Tetapi, mereka semua akan
sependapat bahwa hukum-hukum Newton, kekekalan energi, dan seterusnya, tetap
berlaku dalam kerangka acuan mereka. Pembandingan pengamatan-pengamatan yang
dilakukan dalam berbagai kerangka lembam, memerlukan <em>transformasi Galileo</em>,
yang mengatakan bahwa kecepatan (relative terhadap tiap kerangka lembam)
mematuhi aturan jumlah yangpaling sederhana. Andaikanlah seorang pengamat <em><b>O</b></em>,
dalam salah satu kerangka lembam mengukur kecepatan sebuah benda <em><b>v</b></em>;
maka pengamat <em><b>O’</b></em> dalam kerangka lembam lain, yang bergerak
dengan kecepatan teteap <em><b>u</b></em> relatif terhadap <em><b>O</b></em>,
akan mengukur bahwa benda yang sama ini bergerak dengan kecepatan<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 361.5pt; text-align: justify; text-justify: inter-ideograph;">
<em><b><span lang="EN-GB" style="font-size: 12.0pt; line-height: 150%;">v’ = v – u</span></b></em><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">.
<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 361.5pt; text-align: justify; text-indent: 35.45pt; text-justify: inter-ideograph;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Bahasan
tentang transformasi kecepatan ini akan kita sederhanakan dengan memilih sistem
koordinat dalam kedua kerangka acuan sedemikian rupa sehingga gerak relatif <em><b>u</b></em>
selalu pada arah <em><b>x</b></em>. Untuk kasus ini, transformasi Galileo
menjadi :<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 361.5pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><br />
vx = vx –
u
(2.1a)<br />
<br />
v’y =
vy
(2.1b)<br />
<br />
v’z =
vz
(2.1c)<br />
<br />
Tampak bahwa hanya komponen x kecepatan yang terpengaruhi. Dengan
mengintegrasikan persamaan pertama kita peroleh :<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 361.5pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><br />
x’ = x –
ut
(2.2) <br />
<br />
Sedangkan diferensiasinya memberikan<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 361.5pt; text-align: justify; text-justify: inter-ideograph;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><br />
a’x
=
ax
(2.3)<br />
<br />
Persamaan (2.3) memperlihatkan mengapa hukum-hukum Newton tetap berlaku dalam
kedua kerangka acuan itu. Selama <em><b>u</b></em> tetap (jadi du/dt = 0),
kedua pengamat ini akan mengukur percepatan yang identik dan sependapat pada
penerapan<em><b> F = ma</b></em>. Berikut adalah contoh penerapan transformasi
Galileo : Dua mobil melaju dengan laju tetap di sepanjang sebuah jalan lurus
dalam arah yang sama. Mobil A bergerak dengan laju 60 km/jam, sedangkan mobil B
40 km/jam. Masing-masing laju ini diukur relatif terhadap seorang pengamat di
tanah. Berapakah laju mobil A terhadap mobil B?<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 361.5pt;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><br />
Jawab :<br />
Misalkan O adalah pengamat di tanah yang mengamati mobil A bergerak dengan laju
v = 60 km/jam. Anggaplah O’ bergerak dengan mobil B dengan laju u = 40 km/jam.
Maka <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"><br />
v’ = v – u<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"><br />
= 60 km/jam – 40 km/jam<o:p></o:p></span></div>
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<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"><br />
= 20 km/jam<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 361.5pt; text-align: justify; text-indent: 35.45pt; text-justify: inter-ideograph;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Gejala
gelombang secara umum dapat kita definisikan sebagai rambatan gangguan periodik
melalui suatu zat perantara. Dengan cara apakah perambatan gelombang ini
berlangsung, bergantung pada gaya-gaya yang bekerja antar partikel zat perantaranya.
Oleh karena itu, tidaklah mengherankan mengapa segera setelah Maxwell
memperlihatkan bahwa kehadiran gelombang elektromagnet diramalkan berdasarkan
persamaan-persamaan elektromagnet klasik, para fisikawan segera melakukan
berbagai upaya untuk mempelajari sifat zat perantara yang berperan bagi
perambatan gelombang elektromagnet ini.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 361.5pt; text-align: justify; text-indent: 35.45pt; text-justify: inter-ideograph;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Zat
perantara ini disebut eter. Namun, karena zat ini belum pernah teramati dalam
percobaan, maka dipostulatkan bahwa ia tidak bermassa dan tidak tampak, tetapi
mengisi seluruh ruangan fungsi dan fungsi satu-satunya hanyalah untuk
merambatkan gelombang elektromagnet. Konsep eter ini sangat menarik perhatian
karena sekurang-kurangnya dua alasan berikut. <em>Pertama</em>, sulit untuk
membayangkan bagaimana sebuah gelombang dapat merambat tanpa memerlukan zat
perantara (bayangkan gelombang air tanpa air). <em>Kedua</em>, pengertian dasar
eter ini berkaitan erat dengan gagasan Newton tentang ruang mutlak, eter
dikaitkan dengan Sistem Koordinat Semesta Agung. Dengan demikian, keuntungan
sampingan yang bakal diperoleh dari penyelidikan terhadap eter ini adalah bahwa
dengan mengamati gerak bumi mengarungi eter, akan terungkap pula gerak bumi relative
terhad<a href="" name="_GoBack"></a>ap “ruang mutlak”.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 361.5pt; text-align: justify; text-justify: inter-ideograph;">
<b><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Percobaan
Michelson-Morley<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 361.5pt; text-align: justify; text-indent: 35.45pt; text-justify: inter-ideograph;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Percobaan
awal yang paling saksama untuk mendapatkan bukti kehadiran eter dilakukan pada
tahun 1887 oleh fisikawan Amerika, <b>Albert
A. Michelson </b>dan rekannya <b>E.W.
Morley</b>. Percobaan mereka pada dasarnya mempergunakan interferometer
Michelson yang dirancang khusus bagi maksud ini. Dalam percobaan ini, seberkas
cahaya monokromatik (satu warna) dipisahkan menjadi dua berkas yang dibuat
melewati dua lintasan berbeda dan kemudian diperpadukan kembali. Karena adanya
perbedaan panjang lintasan yang ditempuh kedua berkas, maka akan dihasilkan
suatu pola interferensi .<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 361.5pt; text-align: justify; text-indent: 35.45pt; text-justify: inter-ideograph;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Untuk
sementara, marilah kita membayangkan bahwa bumi sedang bergerak mengarungi eter
dalam arah AB. Pada pola interferensi, pita-pita gelap terjadi di tempat kedua
berkas cahaya berinteferensi secara meminimumkan (destructive), sedangkan
pita-pita terang di tempat interferensinya maksimum (constructive).
Interferensi minimum dan maksimum brgantung pada beda fase antara kedua berkas
cahaya. Ada dua saham (contribution) bagi beda fase ini. Yang pertama berasala
dari beda jalan (AB-AC), karena salah satu berkas menempuh jarak yang lebih
panjang, sedangkan saham kedua bagi beda fase ini ternyata akan selalu ada
meskipun panjang kedua lintasan berkas tepat sama. Seberkas cahaya yang
“berenang” mengarungi eter dalam arah lawan turut aliran eter akan berbeda
waktu tempuhnya dengan yang melintasi dalam arah silang dan kembali.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 361.5pt; text-align: justify; text-indent: 35.45pt; text-justify: inter-ideograph;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Jika
kita dapat memisahkan dan mengukur saham kedua ini, maka kita dapat menarik
kesimpulan tentang “laju” aliran eter, dan dari sini pula tentang gerak bumi
mengarungi eter. Sayangnya pemisahan seperti itu merupakan sesuatu hal yang
tidak mungkin dapat dilakukan. Walaupun demikian, Michelson dan Morley
menggunakan suatu metode cerdik untuk dapat menarik suatu kesimpulan tentang
komponen saham kedua ini, yakni dengan memutarkan seluruh peralatan mereka
sebanyak 90o. Saham bagi beda fase yang disebabkan oleh beda jalan, tentu saja
tidak berubah, karena sekarang berkas sepanjang AC yang bergerak menuruti
aliran eter, sedangkan yang sepanjang AB sekarang melawan aliran eter. Adanya
perubahan tanda pada saham kedua ini diperkirakan bakal teramati sebagai
perubahan pola frinji (fringes, atau pita) terang dan gelap bila peralatannya
diputar. Setiap perubahan terang menjadi gelap atau gelap menjadi terang
menggambarkan suatu perubahan fase sebesar 180o (setengah siklus), yang
setara dengan keterdahuluan atau keterlambatan waktu sebesar setengah
periode (untuk cahaya tampak, besarnya sekitar 10 -15). Dari hubungan-hubungan
yang kita turunkan bagi beda waktu antara rambatan lawan-turut silang, kita
kemudian dapat menarik kesimpulan tentang laju bumi mengarungi eter.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 361.5pt; text-align: justify; text-indent: 35.45pt; text-justify: inter-ideograph;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Ketika
Michelson dan Morley melakukan percobaan ini, mereka tidak mengamati adanya
perubahan mencolok dalam pola frinji interferensi, yang mereka simpulkan
hanyalah suatu pergeseran yang lebih kecil daripada 0,01 frinji, yang
berhubungan dengan laju bumi mengarungi eter, paling tinggi 5 km/detik. Sebagai
upaya terakhir, Michelson dan Morley bernalar bahwa mungkin gerak orbital bumi
menghapus gerak translasi mengarungi eter. Jika hal ini benar, maka enam bulan
kemudian, bumi akan bergerak dalam orbitnya pada arah yang berlawanan, sehingga
dengan demikian penghapusan ini tidak akan terjadi. Ketika percobaan ini mereka
ulangi enam bulan kemudian, kembali diperoleh hasil nihil.<o:p></o:p></span></div>
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<br /></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<strong><span lang="EN-GB" style="font-size: 12.0pt; line-height: 150%;">POSTULAT EINSTEIN<o:p></o:p></span></strong></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><br />
Permasalahan yang dimunculkan
percobaan Michelson-Morley ini ternyata baru berhasil terpecahkan dengan <em>teori
relativitas khusus</em> yang membentuk landasan bagi konsep-konsep baru tentang
ruang dan waktu. Teori ini didasarkan pada dua postulat berikut, yang diajukan
Albert Einstein pada tahun 1905.<b><o:p></o:p></b></span></div>
<strong><span lang="EN-GB" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-fareast-theme-font: minor-fareast;">Postulat I</span></strong><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-fareast-theme-font: minor-fareast;"> :
“hukum-hukum fisika tetap sama pernyataannya dalam semua sistem lembam”.<br />
<strong>Postulat II</strong> : “laju cahaya memiliki nilai C yang sama dalam
semua sistem lembam”.<br />
Nilai cepat rambat cahaya di ruang hampa atau vakum (misalnya, ruang vakum,
atau “ruang bebas”) adalah <em>mutlak/sama, </em>tidak tergantung pada gerak
pengamat maupun sumber cahaya.<br />
Postulat pertama pada dasarnya
menegaskan bahwa tidak ada satu pun percobaan yang dapat kita gunakan untuk
mengukur kecepatan terhadap ruang mutlak. Yang dapat kita ukur hanyalah laju
relatif dari dua sistem lembam. Dengan demikian, pertanyaan tentang keberadaan ruang
mutlak tidak lagi bermanfaat. Mungkin saja terdapat suatu Sistem Acuan Semesta
Agung, tetapi tidak ada satu pun percobaan yang dapat kita lakukan untuk
menyingkap keberadaannya.<br />
Postulat kedua kelihatannya
tegas dan pula seolah-olah sederhana. Postulat kedua sering ditulis sembarangan
dengan memasukkan bahwa kecepatan cahaya dalam ruang hampa adalah c untuk
setiap kerangka acuan. Sebenarnya postulat ini adalah berasal dari dua postulat
bukan dari postulat kedua itu sendiri. Postulat kedua tidak lain merupakan
konsekuensi dari percobaan Michelson-Morley bahwa laju cahaya dalam arah silang
maupun searah sumber adalah sama. Dan postulat kedua ini menegaskan pula bahwa
laju cahaya pun akan tetap sama bagi pengamat yang sedang berada dalam keadaan
gerak relatif, selama pengamat tersebut merupakan sistem inersial.<br />
Kedua postulat Einstein yang
dibatasi dalam ruang lingkup kerangka inersial itu disebut dengan teori <em>relativitas
khusus</em>. Sedangkan teorinya yang dikeluarkan tahun 1917, diperluas dalam
kerangka noninersial (kerangka yang dipercepat satu sama lainnya), disebut
dengan teori <em>relativitas umum</em>. Teori Einstein ini telah mengubah cara
pandang manusia dalam memahami alam dan memecah kemutlakan ruang waktu versi
Galileo dan Newton yang bertahan selama kurang lebih 300 tahun. Kita akan lihat
beberapa konsekuensi postulat Einstein dan hal-hal menarik yang diturunkan
darinya. Eksperimen oleh Bertozzi tahun 1964 tentang elektron yang dipercepat
menunjukkan bahwa jika lajunya mendekati c maka energi kinetiknya menuju ¥.
Batas laju pada kurva tersebut adalah laju rambat cahaya c =299792458 m/s.
Eksperimen di CERN (Lab. Fisika Partikel di Eropa) pada tahun 1964 membuktikan
postulat Einstein tentang laju cahaya.</span>Anonymoushttp://www.blogger.com/profile/17323859818272095055noreply@blogger.com0tag:blogger.com,1999:blog-822080518799135620.post-51774572416311968872013-02-09T06:39:00.000-08:002013-10-14T21:59:56.848-07:00contoh artikel beserta analisisnya<!--[if gte mso 9]><xml>
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<a href="http://kumpulan-artikel-olahraga.blogspot.com/2012/09/sejarah-asal-usul-permainan-catur.html"><b><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Sejarah Asal Usul Permainan Catur</span></b></a><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Permainan catur
menurut Wikipedia pertama kali ditemukan di masyarakat Persia dan Arab. Kata
“catur” itu sendiri berasal dari kata “chaturanga,” yang dalam bahasa Sanskrit
berarti “empat divisi ketentaraan.”<br />
<br />
Catur kemudian menyebar ke seluruh dunia dengan berbagai varian permainan
sampai kemudian kita kenal seperti sekarang.<br />
<br />
Permainan ini awalnya menyebar sampai ke Timur Jauh dan India dan menjadi salah
satu pelajaran di keluarga kerajaan dan ningrat Persia. Pemuka agama Budha,
pedagang yang lalu-lalang di Jalan Sutra mulai memperkenalkan papan catur untuk
permainan ini.<br />
<br />
Chaturanga masuk ke Eropa melalui Kejaraan Byzantine Persia, dan menyebar ke
Kekaisaran Arab. Pemeluk agama Islam kemudian membawa catur ke Afrika Utara,
Sisilia, dan Spanyol pada abad ke-10.<br />
<br />
Permainan ini kemudian menjadi populer di Eropa. Dan, pada akhir abad 15,
permainan ini lolos dari daftar permainan yang dilarang Gereja. Pada abad
modern mulai lahir buku-buku referensi catur, kemudian penggunaan jam catur,
serta sejumlah aturan permainan dan pemain-pemain hebat.<br />
Sejarah Asal Usul Catur India<br />
<br />
Asal-usul catur modern semula dikenal dengan nama Charuranga, yang berkembang
di India pada abad ke-6. Sejak awal permainan ini sudah memperkenalkan dua
pihak yang bermain, perbedaan buah catur dengan kekuataan yang berbeda, dan
kemenangan tergantung pada buah terakhir, atau dalam catur modern ditandai
dengan tumbangnya sang raja. Dalam catur kuno, papan catur memiliki 100 kotak
atau malah lebih.<br />
<br />
Pada awal abad 19, sebuah pendapat disampaikan Kapten Hiram Cox dan Duncan
Forbes bahwa dulu catur dimainkan 4 orang sekaligus, termasuk empat pemain
dalam chaturanga.<br />
<br />
Dalam terminologi sanskrit, “Chaturanga” berarti “memiliki empat bagian” dan
dalam puisi epos kepahlawanan kata itu juga berarti “tentara.” Nama itu sendiri
bersumber dari sebuah formasi pertempuran dalam epos Mahabrata yang terkenal di
India. Chaturanga adalah sebuah simulasi permainan perang guna memperlihatkan
kekuatan strategi militer India saat itu.<br />
<br />
Ashtapada, kotak 8 x 8 di sebuah papan merupakan tempat bermain Charuranga.
Papan lain yang dikenal di India adalah Dasapada 10 x 10 dan Saturankam 9 x 9.<br />
<br />
Ilmuwan Arab Abu al-Hasan “Al? al-Mas”?d? memberi rincian tentang penggunaan
catur yakni sebagai sebuah alat strategi militer, matematik, perjudian dan
terkadang dihubungkan dengan ramalan nasib di India dan tempat lainnya. Catatan
Mas”?d? juga menunjukkan Ivory di India merupakan daerah produsen alat
permainan catur untuk pertama kali, menyebarkan serta memperkenalkan permainan
ini dari Persia ke India semasa Kerajaan Nushirwan.<br />
<br />
Kemudian terjadi evolusi pada permainan chaturanga yang dikenal dengan nama
Shatranj (chatrang), yakni sebuah permainan dua orang pemain yang kekalahan dan
kemenangan ditentukan melalui pembersihan terhadap semua bidak lawan (kecuali
raja) atau melalui penaklukan terhadap raja lawan. Posisi pion dan kuda tidak
berubah, tapi bidak lain mengalami perubahan bentuk.<br />
<br />
Sejarah Asal Usul Catur Timur Tengah<br />
<br />
Karnamak-i Ardeshir-i Papakan, seorang pendiri Kekaisaran Sassanid Persian di
Irak memperkenalkan permainan chatrang sebagai salah satu cara agar rakyat
mengenangnya sebagai seorang pahlawan legendaris. Catatan tertua tentang
permainan ini dibuat pada abad ke-10 yakni notasi permainan antara seorang
sejarawan Baghdad dan muridnya.<br />
<br />
Pada abad ke-11, Ferdowsi menuturkan seorang Raja datang dari India untuk
melakukan pertandingan di papan catur. Kisah ini diterjemahkan dalam Bahasa
Inggris berdasar manuskrip British Museum.<br />
<br />
Suatu hari seorang duta besar Raja Hindu datang ke persidangan Persia di Chosroes,
dan setelah berbasa-basi, duta besar itu mempersembahkan sebuah papan catur
yang terbuat dari kayu eboni dan gading.<br />
<br />
Ia lalu melontarkan tantangan: “Oh raja yang besar, temukanlah orang-orang
terpandai dan terbijak untuk memecahkan misteri permainan ini. Jika mereka
berhasil sesembahan kami Raja Hindu akan memberikannya gelar. Namun jika ia
gagal hal itu membuktikan tingkat kepandaian penduduk Persia lebih rendah dan
kami akan meminta petunjuk dari Iran.”<br />
<br />
Utusan itu kemudian menunjukkan papan catur yang ia bawa. Sehari kemudian,
setelah berpikir keras, Buzurjmihir, berhasil memecahkan misteri itu dan
kemudian mendapat gelar seperti yang dijanjikan.<br />
<br />
<b>Sejarah Asal Usul Catur Eropa</b><br />
<br />
Variasi charunga masuk ke Eropa melalui Persia, seiring penyebaran pengaruh
Kerajaan Byzantine dan perluasan Kekaisaran Arab. Catur masuk ke Eropa Selatan
pada akhir milenium pertama.<br />
<br />
Terkadang catur juga dibawa oleh pasukan yang menduduki tanah jajahan baru,
seperti saat Normandia memasuki wilayah Inggris. Catur semula kurang populer di
Eropa Utara yang tak terbiasa berpikir abstrak namun perlahan-lahan menjadi
populer saat bidak figuratif dikenalkan.<br />
<br />
Nilai sosial menjadi kelebihan permainan ini pada masa lalu permainan ini
dikaitkan dengan kehormatan dan kebudayaan tinggi sehingga beberapa papan catur
dibuat dari bahan istimewa dan berharga mahal. Popularitas catur melemah di
masyarakat Barat antara abad 12 sampai 15 M. Saat itu buku catur biasanya
ditulis dalam bahasa Latin.<br />
<br />
Pada perkembangannya catur kemudian dihubungkan dengan gaya hidup ksatria
Eropa. Peter Alfonsi dalam bukunya Disciplina Clericalis, memasukkan catur ke
dalam tujuh keahlian yang harus dimiliki seorang ksatria.<br />
<br />
Simbol-simbol perwira dan ketentaraan mulai masuk dalam catur. Raja Henry I,
Raja Henry II dan Raja Richard I dari Inggris merupakan patron catur masa itu.
Kerajaan lain yang menaruh perhatian serius pada permainan ini adalah Raja
Alfonso X Spanyol dan Raja Ivan IV dari Rusia.<br />
<br />
Saat gereja mengeluarkan larangan terhadap berbagai permainan di masyarakat,
catur lolos dari daftar hitam. Santo Peter Damian mengumumkan permainan ini
menjauhkan dampak buruk bagi masyarakat. Bishop Florence itu membela permainan
ini karena melibatkan keahlian serta “tidak seperti permainan lainnya.”<br />
<br />
Pada abad ke 12, buah catur mulai tetap, menjadi raja (king), ratu (queen),
gajah/patih (bishops), kuda (knights) dan benteng (rooks). Bidak/pion (pawn)
mulai dihubungkan dengan pasukan infantri.<br />
<br />
Perbandingan terminologi catur menurut Sanskrit, Arabic, Latin dan English<br />
800px-knightstemplarplayingchess1283.jpg<br />
Sanskrit Arabic Latin English<br />
Raja (King) Shah Rex King<br />
Mantri (Minister) Firz Regina Queen<br />
Gajah (war elephant) Al-Phil Episcopus Bishop/Count/Councillor<br />
Ashva (horse) Fars Miles/Eques Knight<br />
Ratha (chariot) Rukh Rochus Rook<br />
Padati Baidaq Pedes Pawn<br />
<br />
Pada abad pertengahan, permainan ini berjalan lama, bahkan ada permainan yang
baru selesai setelah diadakan berhari-hari lamanya. Peraturan tentang
pembatasan waktu baru mulai diperkenalkan tahun 1.300. Aturan pion/bidak boleh
melangkah dua bidak saat pertama kali melangkah juga diperkenalkan.<br />
<br />
Pada tahun 1.475 terjadi evolusi permainan catur. Mulai diperkenalkan konsep
langkah Ratu buah yang paling kuat serta mulai diperkenalkan konsep promosi
pion yang bisa berubah menjadi ratu. Gajah perang dalam chatunga juga berubah
istilah menjadi bishop. Dengan demikian skak mat menjadi lebih mudah di
permainan ini dan mengurangi secara drastis langkah-langkah yang diperlukan.<br />
<br />
Seorang pemain Italia, Gioacchino Greco, tercatat sebagai pecatur profesional
pertama dalam sejarah permainan ini. Ia menulis buku catur dan menampilkan
beberapa komposisi permainan serta analisis catur. Karya ini membuat catur
menjadi permainan populer serta mulai menunjukkan teori, taktik dan strategi
permainan ini.<br />
<br />
Karya pertama yang memuat berbagai variasi dan kombinasi kemenangan ditulis
oleh Franchois-Andre Danican Philidor dari Prancis. Ia menunjukan permainan
catur terbaik selama 50 tahun terakhir dan buku itu dipublikasi pada abad 18.
Bukunya berjudul L’Analyze des echecs (Analisa Catur), sebuah buku berpengaruh
hingga dicetak ulang sampai 100 kali.<br />
<br />
<b>Permainan Catur di Era Modern</b><br />
<br />
Kompetisi catur mulai digelar tahun 1.834 dan tahun 1.851 Turnamen Catur London
mulai mengenalkan pembatasan waktu bagi setiap pemain.<br />
<br />
Dalam catatan pertandingan seorang pemain terkandang menghabiskan waktu hingga
berjam-jam untuk menganalisa satu langkah. Tapi di turnamen catur London
seorang pecatur hanya diperbolehkan menghabiskan waktu 2 jam 20 menit untuk
mengambil satu langkah.<br />
<br />
Pada perkembangannya, mulai diperkenalkan catur cepat: catur 5 menit. Namun
yang populer adalah aturan dua jam bagi setiap pecatur untuk melangkah sebanyak
30 kali. Pada varian akhir, seorang pemain yang gagal memenuhi kewajiban itu
akan mendapat penalti.<br />
<br />
Di tahun 1.861 turnamen catur dengan pembatasan waktu mulai dimainkan di
Bristol, Inggris. Alat waktu yang digunakan adalah jam pasir.<br />
<br />
Jam catur modern dengan dua tombol lalu ditemukan untuk memudahkan permainan
ini. Seorang pemain bisa menghentikan jarum jamnya saat ia selesai melangkah.
Jam catur yang dilengkapi tanda bendera jatuh– bagi pemain yang melampaui batas
waktu sudah mulai dikenal pada akhir abad 19.</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 14.15pt; margin-right: 14.15pt; margin-top: 6.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Ditulis oleh: Derio
Hendrabayu<br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
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<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 14.15pt; margin-right: 14.15pt; margin-top: 6.0pt; text-indent: 18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Artikel
yang berjudul Sejarah asal usul permainan catur di atas Ditulis oleh Derio
Hendrabayu yang berisi tentang awal ditemukannya permainan catur serta
penyebaran dan perkembangannya hingga era modern. Dalam artikel tersebut
dipaparkan asal usul permainan catur dari beberapa daerah di dunia, seperti India,
Cina, dan Eropa serta pengembangannya sampai sekarang.</span></div>
<div class="MsoListParagraph" style="margin-bottom: 6.0pt; margin-left: 32.15pt; margin-right: 14.15pt; margin-top: 6.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Dari segi bahasa</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 14.15pt; margin-right: 14.15pt; margin-top: 6.0pt; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Pada
artikel di atas terdapat beberapa kesalahan dalam penggunaan bahasa seperti
pengulangan kata dalam satu kalimat, yaitu terdapat pada kalimat ”Permainan ini
awalnya menyebar sampai ke Timur Jauh <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u>dan</u></i></b> India <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u>dan</u></i></b>
menjadi salah satu pelajaran di keluarga kerajaan dan ningrat Persia”. Penggunaan
kata yang tidak perlu, seperti kata <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u>malah</u></i></b> pada kalimat “Dalam
catur kuno, papan catur memiliki 100 kotak atau <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u>malah</u></i></b> lebih”,
harusnya “Dalam catur kuno, papan catur memiliki 100 kotak atau lebih”.
Penggunaan kalimat yang tidak logis, seperti pada kalimat “Sejak awal permainan
ini sudah memperkenalkan dua pihak yang bermain”, tidak masuk akal jika
permainan catur yang memperkenalkan ada dua pihak yang bermain. Penggunaan kata
yang kurang tepat, seperti kata <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">dikenalkan</i></b> pada kalimat “Catur
semula kurang populer di Eropa Utara yang tak terbiasa berpikir abstrak namun
perlahan-lahan menjadi populer saat bidak figuratif <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u>dikenalkan</u></i></b>”
harusnya <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u>diperkenalkan</u></i></b>. Penggunaan kata yang tidak baku, seperti
kata <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u>menaruh</u></i></b>
pada kalimat “Kerajaan lain yang <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u>menaruh</u></i></b> perhatian serius pada
permainan ini adalah Raja Alfonso X Spanyol dan Raja Ivan IV dari Rusia”
seharusnya diganti dengan kata <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u>menempatkan</u></i></b>. Penulisan bahasa
yang tidak lengkap, seperti pada kalimat “Ia menulis buku catur dan menampilkan
beberapa komposisi permainan serta analisis catur” seharusnya “Ia menulis buku <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u>tentang</u></i></b>
catur dan menampilkan beberapa komposisi permainan serta analisis catur”. <br />
<br />
2. Dari segi isi</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-font-size: 11.0pt;">Isi artikel yang dibicarakan mendukung topik utamanya.
Meskipun banyak kesalahan menurut tata bahasa Indonesia, namun untuk sebuah
artikel yang sederhana seperti ini, cukup mengandung informasi yang penting.
Pembaca mendapatkan informasi tentang</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">
sejarah asal usul permainan catur dan perkembangannya sampai era modern.</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 14.15pt; margin-right: 14.15pt; margin-top: 6.0pt; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Dalam
isi artikel di atas beberapa fakta <span style="mso-spacerun: yes;"> </span>dan
konsep. Artikel tersebut menunjukan adanya fakta bahwa buah dalam permainan
catur terdiri atas Raja (king), Mantri (minister), Gajah/Patih (bishop), Kuda
(knights), Benteng (rooks), dan bidak/Pion (pawn). <span style="mso-spacerun: yes;"> </span>Artikel tersebut berisi konsep. Melalui
artikel tersebut, konsep dasar permainan catur diperkenalkan, sehingga pembaca
mengenal cara bermain catur.</span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
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<br /></div>
Anonymoushttp://www.blogger.com/profile/17323859818272095055noreply@blogger.com0tag:blogger.com,1999:blog-822080518799135620.post-91870114991643438262013-02-09T06:28:00.000-08:002013-10-14T21:59:56.854-07:00contoh abstrak<!--[if gte mso 9]><xml>
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contoh ABSTRAK<br />
<br />
Faktor imun dalam tubuh memiliki peran sangat penting. Terdapat
beberapapenyakit yang disebabkan gangguan atau kelainan pada sistem imun antara
lain lupuseritematosus. Penyakit lupus eritematosus merupakan penyakit sistemik
autoimunyang bersifat kronis yang melibatkan multiorgan, seperti pada kulit,
sistem saraf,ginjal, gastrointestinal, mata, juga rongga mulut.Etiologi lupus
belum bisa dipastikan tetapi terdapat beberapa teori yang dapatmenjelaskannya,
dan semua teori tersebut memiliki patogenesis yang sama.Manifestasi klinis dan
prognosis lupus bervariasi dari ringan sampai berat.Manifestasi lupus
eritematosus pada rongga mulut dapat berupa lesi yangspesifik seperti ulser
atau erosi pada bukal atau palatum, dan lesi seperti lichenplanus. Lesi yang
tidak spesifik seperti herpes simpleks labialis, lesi prakankerleukoplakia,
atau kandidiasis. Lesi pada rongga mulut biasanya dipicu olehpenggunaan obat
kortikosteroid.Dokter gigi hendaknya tidak hanya memeriksa keadaan gigi pasien
saja tetapijuga memperhatikan keadaan mukosa dalam rongga mulut. Manifestasi
pada ronggamulut yang berupa ulser bisa menjadi deteksi awal penderita lupus.
Oleh karenanyasebagai dokter gigi diharapkan terus menambah wawasan mengenai
berbagaikelainan/penyakit sistemik dan manifestasinya dalam rongga mulut
sertapenatalaksanaannya di bidang Kedokteran Gigi.<br />
<br />
Kata kunci : Faktor imun, lupus erithematosus, lesi oral, penatalaksanaan di
bidang Kedokteran Gigi.</div>
Anonymoushttp://www.blogger.com/profile/17323859818272095055noreply@blogger.com0tag:blogger.com,1999:blog-822080518799135620.post-8722575175295746022013-02-05T02:12:00.001-08:002013-10-14T21:59:56.851-07:00makalah biologi tentang sel<!--[if !mso]>
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bentuk dan struktur sel hewan dan sel tumbuhan</span></div>
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<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">DASAR TEORI</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-themecolor: text1;"><span style="mso-tab-count: 1;"> </span>Sel
adalah bagian terkecil dari makluk hidup. Berdasarkan jumlah sel penyusun
tubuh, terdapat makluk hidup bersel satu (uniseluler) dan bersel banyak </span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; text-align: justify;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-themecolor: text1;">(multiseluler). Teori sel dirintis oleh
Robert Hock yang melihat sayatan-sayatan gabus dibawah mikroskop dengan
berkembangnya ilmu, maka berkembang pula cyto logi (Sumarjito, 2007).</span></div>
<div style="line-height: 150%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">
<span lang="IN">Penelitian pengamatan sel pertama kali dilakukan oleh
Robert Howke pada tahun 1665. Ia mengamati penampang melintang sayatan tipis
gabus dan hasil yang ia dapati adalah terlihat ruangan-ruangan tersebut dan ia
beri nama se</span><span style="mso-ansi-language: EN-US;">l</span><span lang="IN">
(cellula = kamar ), kemudian 2 ahli biologi asal Jerman, Mathias J. Scheilden
dan Theodor Schwan pada tahun 1838 membuktikan bahwa sel hidup bukan hanya
sekedar kamar kosong, tetapi juga berisi cairan sitoplasma sebagai tempat
segala aktifitas dasar mahkluk hidup (makhluk hidup memiliki sel).</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Berdasarkan
teori tersebut, maka sel adalah unit struktural dan fungsional terkecil pada
makhluk hidup. Sel tumbuhan dan sel hewan merupakan 2 sel yang memiliki
struktur berbeda. Struktur sel hewan tidak memiliki plastida, seperti kloroplas
dan leukoplas pada sel tumbuhan. Sel hidup memiliki inti sel (nukleus) dan anak
inti sel (nukleus). Sel hewan juga tidak memiliki dinding sel sehingga tidak
bersifat kaku, tetapi sel tumbuhan memiliki dinding sel yang membuat tumbuhan
bersifat kaku. Bahan utama penyusun dinding sel berupa zat kayu, yaitu selulosa
yang tersusun dari glukosa dan zat lain, misalnya pektin, hemiselulosa dan
glikoprotein.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 36.0pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">PROSEDUR PRAKTIKUM</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.1<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>ALAT DAN BAHAN</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Mikroskop</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kaca
benda</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kaca
penutup</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Beaker
glass</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pipet</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">f.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pisau/silet</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">g.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kertas
hisap</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">h.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Tusuk
gigi</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">i.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Methyleen blue</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">j.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Air</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">k.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Bawang
merah</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.2<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>METODE PRAKTIKUM</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 90.0pt; mso-add-space: auto; mso-list: l0 level3 lfo1; text-indent: -36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.2.1<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pengamatan sel hewan</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 4.0cm; mso-add-space: auto; mso-list: l0 level5 lfo1; text-indent: -21.2pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sel epitel pipi</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 4.0cm; mso-add-space: auto;">
<span style="mso-ignore: vglayout;">
</span></div>
<table align="left" cellpadding="0" cellspacing="0">
<tbody>
<tr>
<td height="2" width="283"><br /></td>
</tr>
<tr>
<td><br /></td>
<td><img height="446" src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image002.gif" width="170" /></td>
</tr>
</tbody></table>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> </span>
<br />
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 162.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 162.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 162.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 162.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 162.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 162.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 162.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 162.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<br clear="ALL" style="mso-ignore: vglayout;" />
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 4.0cm; mso-add-space: auto; mso-list: l0 level5 lfo1; text-indent: -21.2pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sel-sel darah</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 108.0pt; mso-add-space: auto;">
<span style="mso-ignore: vglayout;">
</span></div>
<table align="left" cellpadding="0" cellspacing="0">
<tbody>
<tr>
<td height="11" width="302"><br /></td>
</tr>
<tr>
<td><br /></td>
<td><img height="139" src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image004.gif" width="146" /></td>
</tr>
</tbody></table>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> </span>
<br />
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 108.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 108.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 108.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 108.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 108.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 90.0pt; mso-add-space: auto;">
<br /></div>
<br clear="ALL" style="mso-ignore: vglayout;" />
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 90.0pt; mso-add-space: auto; mso-list: l0 level3 lfo1; text-indent: -36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.2.2<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pengamatan sel tumbuhan</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 90.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 90.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 90.0pt; mso-add-space: auto;">
<span style="mso-ignore: vglayout; position: relative; z-index: 3;"><span style="height: 564px; left: 0px; left: 272px; position: absolute; top: -31px; width: 227px;"><img height="564" src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image006.gif" width="227" /></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 90.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 90.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 90.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 90.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 90.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 90.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 90.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 90.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 90.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 90.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 90.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 90.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 90.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 90.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 90.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<br clear="ALL" style="mso-ignore: vglayout;" />
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">DATA PENGAMATAN</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.1<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pengamatan
sel hewan</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 4.0cm; mso-add-space: auto; mso-list: l0 level5 lfo1; text-indent: -21.2pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sel epitel pipi</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 108.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 108.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 108.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 108.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 108.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 108.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 108.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 108.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 4.0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 4.0cm; mso-add-space: auto; mso-list: l0 level5 lfo1; text-indent: -21.2pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sel-sel darah</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 126.0pt; mso-add-space: auto; mso-list: l3 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Eritrosit</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 126.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 126.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 126.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 126.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 126.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 126.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 126.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 126.0pt; mso-add-space: auto; mso-list: l3 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Limfosit</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 126.0pt; mso-add-space: auto; mso-list: l3 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Monosit</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 126.0pt; mso-add-space: auto; mso-list: l3 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Basofil</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 126.0pt; mso-add-space: auto; mso-list: l3 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Eosinofil</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 126.0pt; mso-add-space: auto; mso-list: l3 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Neutrofil</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.2<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pengamatan
sel tumbuhan</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">ANALISIS DATA PENGAMATAN</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; text-align: justify; text-indent: 36.55pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; text-align: justify; text-indent: 36.55pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pada
pengamatan sel hewan dan sel tumbuhan menggunakan bahan dasar sel epitel pipi,
objek sel-sel darah<span style="mso-spacerun: yes;"> </span>dan sel epidermis
bawang merah. Sel-sel tersebut diamati dengan mikroskop dengan perbesaran yang
sama yaitu 10 kali.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; text-align: justify; text-indent: 36.55pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Dari
data pengamatan dapat diuraikan bahwa pada sel epitel pipi bentuk yang tampak
dari hasil pengamatan di mikroskop adalah bentuk sel yang tidak beraturan dan
dibagian tengahnya nampak ada inti sel. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; text-align: justify; text-indent: 36.55pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pada
sel epitel pipi, pengamatan dilakukan dengan menambahkan methyleen blue. Ini
bertujuan agar sel epitel pipi yang diamati terlihat lebih jelas
bagian-bagiannya yaitu pada bagian inti sel berwarna biru gelap sedangkan pada
bagian sitoplasma berwarna biru terang. Selain itu tampak bahwa warna biru dari
metyleen blue terserap dengan baik oleh sel epitel pipi. Zat warna tersebut
diserap oleh inti sel karena adanya kromatin.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; text-align: justify; text-indent: 36.55pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Selain
mengamati sel epitel pipi, juga mengamati sel-sel darah. Namun pada pengamatan
ini tidak menggunakan sel-sel darah maupun mikroskop untuk pengambilan data.
Pengamatan ini hanya menggunakan objek yang diamati dan digambar kemudian
dicari perbedaannya. Ada 6 objek yang diamati, yaitu eritrosit, limfosit,
monosit, basofil, eosinofil, dan neutrofil.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; text-align: justify; text-indent: 36.55pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pada
eritrosit terlihat bentuknya yang bulat dan bikonkaf, tidak memiliki inti sel
dan berwarna merah. Sedangkan pada leukosit terlihat ada tidaknya granula dan
inti sel, dan juga bentuknya yang beragam. Pada leukosit yang tidak bergranula
(agranulosit) mencakup dua jenis yaitu limfosit dan monosit. Pada limfosit,
nukleusnya bulat, sedangkan pada monosit, nukleusnya bulat dan bercabang.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; text-align: justify; text-indent: 36.55pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pada
leukosit yang bergranula (granulosit) mencakup basofil, eosinofil, dan neutrofil.
Pada basofil terlihat bentuk yang tidak beraturan dan granulanya yang sedkit.
Pada eosinofil bentuknya tidak beraturan dan granulanya banyak, namun tidak
sebanyak granula pada neutrofil. Pada neutrofil bentuknya tidak beraturan,
namun granulanya sangat banyak dan ukurannya yang kecil.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; text-align: justify; text-indent: 36.55pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pengamatan
pada sel epidermis bawang merah yang diamati, struktur dan bentuknya sangat
teratur, menyerupai segi enam. Warna yang tampak adalah warna merah muda.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; text-align: justify; text-indent: 36.55pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">PEMBAHASAN</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Dilihat dari bentuk dan struktur sel hewan dan sel
tumbuhan jelas berbeda.<span style="mso-spacerun: yes;"> </span>Ada beberapa
bagian yang tidak dimiliki sel hewan namun dimiliki sel tumbuhan, begitu juga
sebaliknya. Pada sel tumbuhan terdapat plastida, dinding sel, dan kloroplas
yang tidak dimiliki sel hewan. Sedangkan pada sel hewan terdapat sentrosom dan
lisosom yang tidak dimiliki sel tumbuhan. Perbedaan lain antara sel hewan dan
sel tumbuhan yaitu pada ukuran vakuola. Sel tumbuhan memiliki vakuola yang
ukurannya lebih besar daripada sel pada hewan. Bahkan ukuran vakuola pada sel hewan
bisa dibilang sangat kecil sehingga hampir tidak ada. Perbedaan antara sel
hewan dan sel tumbuhan dapat dijelaskan melalui tabel :<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span></span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 42.25pt; 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 style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<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: 26.5pt;" valign="top" width="35"><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">No.</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: 169.7pt;" valign="top" width="226"><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Sel<span style="mso-spacerun: yes;"> </span>hewan</span></b></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: 229.9pt;" valign="top" width="307"><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Sel tumbuhan</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<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: 26.5pt;" valign="top" width="35"><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">1</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: 169.7pt;" valign="top" width="226"><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Tidak mempunyai dinding sel</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: 229.9pt;" valign="top" width="307"><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Mempunyai dinding sel</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<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: 26.5pt;" valign="top" width="35"><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">2</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: 169.7pt;" valign="top" width="226"><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Mempunyai sentrosom</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: 229.9pt;" valign="top" width="307"><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Tidak mempunyai sentrosom</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<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: 26.5pt;" valign="top" width="35"><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">3</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: 169.7pt;" valign="top" width="226"><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Tidak mempunyai plastida</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: 229.9pt;" valign="top" width="307"><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Mempunyai plastida</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<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: 26.5pt;" valign="top" width="35"><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">4</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: 169.7pt;" valign="top" width="226"><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Mempunyai lisosom</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: 229.9pt;" valign="top" width="307"><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Tidak mempunyai lisosom</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<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: 26.5pt;" valign="top" width="35"><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">5</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: 169.7pt;" valign="top" width="226"><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Cadangan makanan brupa lemak dan glikogen</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: 229.9pt;" valign="top" width="307"><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Cadangan makanan berupa pati atau amilum</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<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: 26.5pt;" valign="top" width="35"><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">6</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: 169.7pt;" valign="top" width="226"><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Ukuran Sel tumbuhan lebih besar daripada sel hewan.</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: 229.9pt;" valign="top" width="307"><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Ukuran Sel hewan lebih kecil daripada sel tumbuhan</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<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: 26.5pt;" valign="top" width="35"><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">7</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: 169.7pt;" valign="top" width="226"><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Bentuk tetap</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: 229.9pt;" valign="top" width="307"><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Bentuk Tidak tetap</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<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: 26.5pt;" valign="top" width="35"><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">8</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: 169.7pt;" valign="top" width="226"><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Diktiosom</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: 229.9pt;" valign="top" width="307"><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Badan golgi</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 9; mso-yfti-lastrow: yes;">
<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: 26.5pt;" valign="top" width="35"><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">9</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: 169.7pt;" valign="top" width="226"><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Tidak mempunyai vakuola, walaupun terkadang beberapa sel
hewan uniseluler memiliki vakuola yang berukuran kecil baik pada sel
muda maupun sel dewasa </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: 229.9pt;" valign="top" width="307"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Vakuola,
Pada sel muda kecil dan banyak, pada sel dewasa tunggal dan besar</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; text-align: justify; text-indent: 36.55pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pada
sel tumbuhan terlihat bahwa bentuk dan strukturnya lebih teratur dibandingkan
dengan sel hewan. Ini disebabkan adanya dinding sel. Dinding sel berfungsi untuk
melindungi dan memberi bentuk pada sel.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">
<span style="height: 175px; left: 0px; margin-left: 361px; margin-top: 27px; mso-ignore: vglayout; position: absolute; width: 284px; z-index: 5;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-BpfxDttJPX83sLf5t8nRD9cOu7VaFg2Q1UAL2CM62Do4L0bv4gmFNHDbkaPTE1FQx63_Wv1G7JhuvYFc2kkiTQZF_aDcVwe4RlbAfcu6FUm81FnI6HZPUXnTwwZeG3G6gui2a-jhyOk/s1600/Sel+Hewan.jpg"><img alt="Sel Hewan" border="0" height="175" src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image008.jpg" width="284" /></a></span><span style="height: 164px; left: 0px; margin-left: 68px; margin-top: 28px; mso-ignore: vglayout; position: absolute; width: 231px; z-index: 4;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1M57xDRPIOJF19PZJHqlL2miHDOCcgMA6Z_90vlE6cFgBRMLP0OnYtC5sypGoOIw7-TzkpBHY3Qxa5p385S2WdKp0QZLbCBHu5v3607N5Tkx0WRdYbsrKN0QPYU_ihqqkkv2C6ecKQMU/s1600/Sel+Tumbuhan.jpg"><img alt="Sel Tumbuhan" border="0" height="164" src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image010.jpg" width="231" /></a></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Struktur
sel hewan<span style="mso-tab-count: 5;"> </span>Struktur
sel tumb</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pada sel hewan, sentrosom berbentuk bintang yang
berfungsi dalam pembelahan sel baik mitosis maupun meiosis. Sentrosom bertindak
sebagai benda kutub yang merupakan tempat melekatnya ujung benang gelendong
pada kedua kutub tersebut. Sedangkan oraganel lisosom berfungsi mencerna
zat-zat yang masuk ke dalam sel. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Dinding sel yang hanya terdapat pada sel tumbuhan tersusun
atas selulosa, lignin, suberin, kitin, dan zat lilin yang bersifat impermiabel.
Dalam struktur sel tumbuhan dinding sel berfungsi sebagai pelindung sel.
Struktur plastida berupa butir butir yang mengandung zat warna. Organel ini
berperan dalam fotosintesis. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Plastida dikenal memiliki 3 jenis yaitu :</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">a.
Kloroplas yaitu plastid yang berwarna hijau yang berfungsi menghasilkan
klorofil sekaligus sebagai tempat berlangsungnya fotosintesis. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">b.
Leukoplas yaitu plastid yang berwarna putih berfungsi sebagai penyimpan
makanan. Leukoplas terbagi menjadi 3 macam :</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 90.0pt; mso-add-space: auto; mso-list: l2 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Amiloplas berfungsi untuk menyimpan
amilum</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 90.0pt; mso-add-space: auto; mso-list: l2 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Elailoplas berfungsi untuk menyimpan
lemak atau minyak</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 90.0pt; mso-add-space: auto; mso-list: l2 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Proteoplas berfungsi untuk menyimpan
protein</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">c.Kromoplas
yaitu plastid yang mengandung pigmen. Misalnya, karoten ( kuning ) , fikosianin
( biru ) , fikosantin (coklat ) , dan fikoeritrin ( merah ). Peran kromoplas
untuk memberi warna pada bunga dan buah serta membantu menyerap cahaya matahari
dalam fotosintesis.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0cm; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Vakuola pada sel tumbuhan berfungsi
sebagai tempat cadangan makanan yaitu dalam bentuk amilum, gula, dll. Selain
itu, berfungsi sebagai tempat menyimpan sisa metabolisme seperti alkaloid,
Kristal kalsium oksalat, getah karet, dan tanin.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0cm; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Darah
merupakan cairan tubuh yang meliputi 8% dari berat tubuh seseorang, kira-kira
mempunyai volume 4-5 liter. Komponen darah terdiri dari sel-sel darah dan
plasma darah.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0cm; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Sel-sel darah
terdiri dari sel darah merah (eritrosit), sel darah putih (leukosit), dan sel
darah pembeku (trombosit). Sel darah merah (eritrosit) merupakan penyusun sel
darah merah yang jumlahnya paling banyak. Faktor-faktor yang mempengaruhi
jumlah eritrosit adalah jenis kelamin, usia, tempat ketinggian, dan kondisi
tubuh seseorang. Warna merah dari sel darah merah ini disebabkan oleh
hemoglobin (Hb) yang terkandung dalam sitoplasmanya. Eritrosit usianya
rata-rata 120 hari.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0cm; text-align: justify; text-indent: 36.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Sel darah
putih merupakan serdadu penjaga tubuh dari serangan musuh yang berupa kuman
penyakit. Fungsi dari sel darah putih adalah sebagai pertahanan tubuh
(antibodi). Sel darah putih terdiri atas granulosit dan agranulosit. Sel darah
granulosit terdiri dari netrofil, basofil, eosinofil. Sedangkan sel darah
agranulosit terdiri dari monosit dan limfosit.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0cm; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Perbedaan struktur sel darah merah dan
sel darah putih</span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 36.0pt; 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 style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<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: 231.05pt;" valign="top" width="308"><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Sel darah merah </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: 231.05pt;" valign="top" width="308"><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Sel darah putih</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<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: 231.05pt;" valign="top" width="308"><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Non motil,tidak berinti, dan tidak memiliki badan golgi,mitokondria,dan
sentriol</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: 231.05pt;" valign="top" width="308"><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Memiliki inti sel, beberapa sel darah putih ada yang bergranula</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<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: 231.05pt;" valign="top" width="308"><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Bentuknya bulat,bikonkaf</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: 231.05pt;" valign="top" width="308"><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Bentuknya tida beraturan</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<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: 231.05pt;" valign="top" width="308"><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Sel darah merah itu mengandung hemoglobin</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: 231.05pt;" valign="top" width="308"><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">tak berwarna (bening)</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<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: 231.05pt;" valign="top" width="308"><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">di produksi di sumsum merah
tulang</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></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: 231.05pt;" valign="top" width="308"><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">diproduksi di sumsum merah
tulang, limpa, dan kelenjar limpa</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;">
<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: 231.05pt;" valign="top" width="308"><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">berjumlah 5 juta/mm darah</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></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: 231.05pt;" valign="top" width="308"><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">berjumlah sekitar 8000/mm darah</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; text-align: justify; text-indent: 36.55pt;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">KESIMPULAN</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Dari hasil pengamatam yang telah kami
lakukan maka dapat disimpulkan bahwa sel tumbuhan dan sel hewan memiliki bentuk
dan struktur yang berbeda. Perbedaan yang paling mendasar antara sel hewan dan
sel tumbuhan adalah sel hewan tidak memiliki dinding sel sedangkan sel tumbuhan
memiliki dinding sel, sehingga bentuk sel tumbuhan lebih teratur dibandingkan
sel hewan. Sel tumbuhan juga memiliki plastida yang tidak dimiliki sel hewan
sedangkan sel hewan memiliki sentrosom dan lisosom yang tidak dimiliki sel
tumbuhan.</span></div>
<div class="MsoListParagraph" style="line-height: 150%; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">DAFTAR PUSTAKA</span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kimball,
J.W.2004. <i style="mso-bidi-font-style: normal;">Biologi, Jilid 1,2, dan 3.</i>
Jakarta: Erlangga.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 70.9pt; text-indent: -34.9pt;">
<a href="http://blueskynyanaila.blogspot.com/2012/09/laporan-praktikum-biologi-sel-mengamati.html"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">http://blueskynyanaila.blogspot.com/2012/09/laporan-praktikum-biologi-sel-mengamati.html</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: 36.0pt;">
<a href="http://xnyder.blogspot.com/2010/11/laporan-praktikum-biologi-dasar-sel.html"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">http://xnyder.blogspot.com/2010/11/laporan-praktikum-biologi-dasar-sel.html</span></a><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: 36.0pt;">
<a href="http://www.artikelbiologi.com/2012/08/perbedaan-struktur-sel-tumbuhan-dan.html"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">http://www.artikelbiologi.com/2012/08/perbedaan-struktur-sel-tumbuhan-dan.html</span></a><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%;">
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<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">LAMPIRAN</span></div>
<div class="MsoNormal">
<span style="height: 262px; margin-left: 359px; margin-top: 36px; mso-ignore: vglayout; position: absolute; width: 225px; z-index: 6;"><img height="262" src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image012.jpg" width="225" /></span><span style="height: 262px; margin-left: 60px; margin-top: 36px; mso-ignore: vglayout; position: absolute; width: 218px; z-index: 7;"><img height="262" src="file:///C:\Users\user\AppData\Local\Temp\msohtmlclip1\01\clip_image014.jpg" width="218" /></span><span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
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Anonymoushttp://www.blogger.com/profile/17323859818272095055noreply@blogger.com0tag:blogger.com,1999:blog-822080518799135620.post-7097075966706696252011-11-10T01:12:00.003-08:002011-11-10T01:12:00.854-08:0010 game terbaik01 Final Fantasy XII <br />
02 GTA: San Andreas <br />
03 Final Fantasy X <br />
04 Persona 3: FES <br />
05 Persona 4 <br />
06 Kingdom Hearts II <br />
07 Kingdom Hearts <br />
08 God of War II <br />
09 GTA: Vice City <br />
10 God of WarAnonymoushttp://www.blogger.com/profile/17323859818272095055noreply@blogger.com0tag:blogger.com,1999:blog-822080518799135620.post-24419031623214421052011-11-04T05:15:00.000-07:002011-11-04T05:15:40.628-07:00cara menonaktifkan fbadapun cara menonaktifkan akun fb adalah sebagai berikut:<br />
<span class="fullpost">1. Login ke FB <br />
2. Klik ‘Akun’, lalu ‘Pengaturan Akun’<br />
3. Pilih salah satu alasan<br />
4. Klik ‘Nonaktifkan Akun Saya’</span>Anonymoushttp://www.blogger.com/profile/17323859818272095055noreply@blogger.com0