tag:blogger.com,1999:blog-67386405224915791852024-03-19T15:47:14.746+07:00SMAN 1 LAMBITUsman1lambituhttp://www.blogger.com/profile/04239822817676830143noreply@blogger.comBlogger48125tag:blogger.com,1999:blog-6738640522491579185.post-62003747752088469022023-11-30T08:52:00.002+07:002023-11-30T08:52:52.262+07:00EFEKTIVITAS PEMBELAJARAN KONTEKSTUAL MODEL PENGAJARAN BERBASIS MASALAH DALAM MENINGKATKAN MUTU DAN PENGUASAAN MATERI PELAJARAN BIOLOGI PADA SISWA KELAS X SMA NEGERI 1 LAMBITU <p> </p><p align="center" class="MsoBodyTextIndent" style="text-align: center; text-indent: 0cm;"><b><span style="font-size: 14.0pt; line-height: 200%; mso-bidi-font-size: 12.0pt;">EFEKTIVITAS PEMBELAJARAN KONTEKSTUAL MODEL PENGAJARAN BERBASIS MASALAH
DALAM MENINGKATKAN MUTU DAN PENGUASAAN MATERI PELAJARAN BIOLOGI PADA SISWA
KELAS X <o:p></o:p></span></b></p>
<p align="center" class="MsoBodyTextIndent" style="text-align: center; text-indent: 0cm;"><b><span style="font-size: 14.0pt; line-height: 200%; mso-bidi-font-size: 12.0pt;">SMA NEGERI 1 LAMBITU<o:p></o:p></span></b></p>
<p class="MsoNormal" style="line-height: 200%;"><b><span style="font-size: 14.0pt; line-height: 200%; mso-bidi-font-size: 12.0pt;"><o:p> </o:p></span></b></p>
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<p class="MsoNormal" style="line-height: 200%;"><o:p> </o:p></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b><span style="font-size: 14.0pt; line-height: 200%; mso-bidi-font-size: 12.0pt;">OLEH <o:p></o:p></span></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b><span style="font-size: 14.0pt; line-height: 200%; mso-bidi-font-size: 12.0pt;">SRI
MULYATI,S.Pd<o:p></o:p></span></b></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b><span style="font-size: 14.0pt; line-height: 200%;">DINAS PENDIDIKAN PENDIDIKAN DAN
KEBUDAYAAN<o:p></o:p></span></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b><span style="font-size: 14.0pt; line-height: 200%;">PROVINSI NUSA TENGGARA BARAT<o:p></o:p></span></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b><span style="font-size: 14.0pt; line-height: 200%;">SMA NEGERI 1 LAMBITU 2022<o:p></o:p></span></b></p>
<p align="center" class="MsoBodyText" style="text-align: center;"><b>KATA PENGANTAR<o:p></o:p></b></p>
<p class="MsoBodyText"><b><o:p> </o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><span style="mso-tab-count: 1;"> </span>Dengan mengucap syukur Alhamdulillah
kehadirat Allah SWT, hanya dengan limpahan rahmat dan hidayah-Nya, penulis
dapat menyelesaikan tugas penyusunan karya ilmiah dengan judul “Efektivitas
Pembelajaran Kontekstual Model Pengajaran Berbasis Masalah Dalam Meningkatkan
Prestasi dan Penguasaan Materi Pelajaran Biologi Pada Siswa Kelas X Tahun
Pelajaran 2022/2023”, penulisan karya ilmiah ini kami susun untuk Biologikai
dalam bacaan di perpustakaan sekolah dan dapat dBiologikai sebagai perbandingan
dalam pembuatan karya ilmiah bagi teman sejawat juga anak didik pada latihan
diskusi ilmiah dalam rangka pembinaan karya ilmiah remaja.<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; text-align: justify;"><span style="mso-tab-count: 1;"> </span>Dalam penyusunan karya ilmiah ini
penulis banyak mendapat bantuan dari berbagai pihak. Untuk itu terima kasih
ucapkan dengan tulus dan sedalam-dalamnya kepada:<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l7 level1 lfo13; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Yth. Kepala Dinas Pendidikan dan Kebudayaan<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l7 level1 lfo13; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Yth. Kepala SMA Negeri 1 Lambitu<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l7 level1 lfo13; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Yth. Rekan-rekan Guru SMAN 1 Lambitu<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l7 level1 lfo13; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Semua pihak yang telah banyak membantu sehingga penulisan
ini selesai.<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; text-align: justify; text-indent: 36.0pt;">Penulis menyadari bahwa penulisan karya ilmiah ini jauh dari sempurna
untuk itu segala kritik dan saran yang bersifat membangun dari semua pihak
selalu penulis harapkan.<span style="mso-tab-count: 5;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span><o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-tab-count: 7;"> </span><span style="mso-spacerun: yes;"> </span>Penulis<o:p></o:p></p>
<p align="center" class="MsoBodyText" style="text-align: center;">ABSTRAK<o:p></o:p></p>
<p align="center" class="MsoBodyText" style="text-align: center;"><o:p> </o:p></p>
<p class="MsoBodyText" style="text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoBodyText" style="margin-left: 37.4pt; tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -37.4pt;"><span style="mso-bidi-font-weight: bold;">Sri Mulyati,2020</span><i style="mso-bidi-font-style: normal;"> Efektivitas
Pembelajaran Kontekstual Model Pengajaran Berbasis Masalah Dalam Meningkatkan
Prestasi dan Penguasaan Materi Pelajaran BIOLOGI Pada Siswa Kelas X Tahun
Pelajaran 2019/2020.<span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></i></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;"><span style="mso-bidi-font-weight: bold;"><o:p> </o:p></span></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;"><span style="mso-bidi-font-weight: bold;">Kata Kunci: pelajaran Biologi, kontekstual,
basis masalah<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;"><span style="mso-bidi-font-weight: bold;"><o:p> </o:p></span></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;"><span style="mso-bidi-font-weight: bold;"><o:p> </o:p></span></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: 37.4pt;"><span style="mso-bidi-font-weight: bold;">Untuk
bisa mempelajari sesuatu dengan baik, kita perlu mendengar,melihat, mengajukan
pertanyaan tentangnya, dan membahasnya dengan orang lain. Bukan Cuma itu, siswa
perlu “mengerjakannya”, yakni menggambarkan sesuatu dengan cara mereka sendiri,
menunjukkan contohnya, mencoba mempraktekkan keterampilan dan mengerjakan tugas
yang menuntut pengetahuan yang telah mereka dapatkan.<o:p></o:p></span></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: 37.4pt;"><span style="mso-bidi-font-weight: bold;">Penelitian
ini menggunakan penelitian tindakan (<i style="mso-bidi-font-style: normal;">action
research</i>) sebanyak tiga putaran. Setian putaran terdiri dari empat tahap
yaitu: rancangan, kegiatan dan pengamatan, refleksi, dan refisi. Sasaran
penelitian ini adalh siswa Siswa Kelas X. Data yang diperoleh berupa hasil tes
formatif, lembar observasi kegiatan belajar mengajar.<o:p></o:p></span></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: 37.4pt;"><span style="mso-bidi-font-weight: bold;">Dari
hasil analis didapatkan bahwa prestasi belajar siswa mengalami peningkatan dari
siklus I sampai siklus III yaitu, siklus I (64,00%), siklus II (76,00%), siklus
III (88,00%).<o:p></o:p></span></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: 37.4pt;"><span style="mso-bidi-font-weight: bold;">Simpulan
dari penelitian ini adalah pembelajaran kontekstual berbasis masalah dapat
berpengaruh positif terhadap motivasi belajar Siswa Kelas X, serta model
pembelajaran ini dapat digunakan sebagai salah satu alternative pembelajaran
Biologi.<o:p></o:p></span></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: 37.4pt;"><span style="mso-bidi-font-weight: bold;"><o:p> </o:p></span></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: 37.4pt;"><span style="mso-bidi-font-weight: bold;"><o:p> </o:p></span></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: 37.4pt;"><span style="mso-bidi-font-weight: bold;"><o:p> </o:p></span></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: 37.4pt;"><span style="mso-bidi-font-weight: bold;"><o:p> </o:p></span></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: 37.4pt;"><span style="mso-bidi-font-weight: bold;"><o:p> </o:p></span></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: 37.4pt;"><span style="mso-bidi-font-weight: bold;"><o:p> </o:p></span></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: 37.4pt;"><span style="mso-bidi-font-weight: bold;"><o:p> </o:p></span></p>
<p align="center" class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: center;"><b>DAFTAR
ISI<o:p></o:p></b></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;"><o:p> </o:p></p>
<p align="right" class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: right;">Halaman<o:p></o:p></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;">Halaman
Judul <span style="mso-tab-count: 1 dotted;">................................................................................................. </span><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span>i<span style="mso-spacerun: yes;"> </span><o:p></o:p></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;">Halaman
Pengesahan <span style="mso-tab-count: 2 dotted;">.............................................................................................. </span>ii<o:p></o:p></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;">Kata
Pengantar <span style="mso-tab-count: 2 dotted;">....................................................................................................... </span>iv<o:p></o:p></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;">Abstrak
<span style="mso-tab-count: 2 dotted;">.................................................................................................................... </span>v<o:p></o:p></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;">Daftar
Isi <span style="mso-tab-count: 2 dotted;">................................................................................................................ </span>vi<o:p></o:p></p>
<p class="MsoBodyText" style="margin-left: 45.0pt; tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -45.0pt;">BAB <span style="mso-tab-count: 1 dotted;">..... </span>I<span style="mso-spacerun: yes;"> </span>PENDAHULUAN<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo11; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Latar Belakang<span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 2 dotted;">......................................................................... </span>1<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo11; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Rumusan Masalah <span style="mso-tab-count: 2 dotted;">..................................................................... </span>3<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo11; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">C.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Tujuan Penelitian <span style="mso-tab-count: 2 dotted;">....................................................................... </span>3<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo11; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">D.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Manfaat Penelitian<span style="mso-spacerun: yes;">
</span><span style="mso-tab-count: 2 dotted;">................................................................... </span>4<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo11; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">E.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Definisi Operasional Variabel <span style="mso-tab-count: 2 dotted;">................................................... </span>4<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo11; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">F.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Batasan Masalah<span style="mso-tab-count: 2 dotted;">........................................................................ </span>5<o:p></o:p></p>
<p class="MsoBodyText" style="margin-left: 45.0pt; tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -45.0pt;">BAB<span style="mso-spacerun: yes;"> </span>II<span style="mso-spacerun: yes;">
</span>KERANGKA TEORI<span style="mso-spacerun: yes;"> </span><o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo11; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Tinjauan Tentang Prestasi Belajar<span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 2 dotted;">............................................ </span>6<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo11; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Faktor-faktor yang Mempengaruhi Prestasi Belajar<span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 2 dotted;">................. </span>8<span style="mso-spacerun: yes;"> </span><o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo11; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">C.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Hakikat BIOLOGI<span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 2 dotted;">.................................................................. </span>9<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo11; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">D.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Proses Belajar Mengajar BIOLOGI<span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 2 dotted;">...................................... </span>10<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo11; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">E.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Prestasi Belajar BIOLOGI <span style="mso-tab-count: 2 dotted;">...................................................... </span>12<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo11; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">F.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]--><st1:place w:st="on"><st1:city w:st="on">Gaya</st1:city></st1:place>
Belajar<span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 2 dotted;">........................................................................... </span>13<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level2 lfo11; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">G.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Pengajaran Berbasis Masalah <span style="mso-tab-count: 2 dotted;">.................................................. </span>15<o:p></o:p></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;">BAB<span style="mso-spacerun: yes;"> </span>III<span style="mso-spacerun: yes;">
</span>METODOLOGI PENELITIAN<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l6 level1 lfo12; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Tempat, Waktu, dan Subyek Penelitian <span style="mso-tab-count: 2 dotted;">.................................. </span>25<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l6 level1 lfo12; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Rancangan Penelitian<span style="mso-spacerun: yes;">
</span><span style="mso-tab-count: 2 dotted;">............................................................. </span>25<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l6 level1 lfo12; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">C.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Instrumen Penelitian<span style="mso-spacerun: yes;">
</span><span style="mso-tab-count: 1 dotted;">......................................................... </span><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span>26<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l6 level1 lfo12; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">D.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Metode Pengumpulan Data <span style="mso-tab-count: 2 dotted;">.................................................... </span>30<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l6 level1 lfo12; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">E.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Teknik Analisis Data<span style="mso-spacerun: yes;">
</span><span style="mso-tab-count: 2 dotted;">............................................................. </span>30<o:p></o:p></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;">BAB<span style="mso-spacerun: yes;"> </span>IV<span style="mso-spacerun: yes;">
</span>HASIL PENELITIAN DAN PEMBAHASAN<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l13 level1 lfo15; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Analisis Item Butir Soal<span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 2 dotted;">......................................................... </span>33<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l13 level1 lfo15; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Analisi Data Penelitian Persiklus<span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 2 dotted;">........................................... </span>35<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l13 level1 lfo15; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">C.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Pembahasan <span style="mso-tab-count: 2 dotted;">............................................................................. </span>43<o:p></o:p></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;">BAB<span style="mso-spacerun: yes;"> </span>V<span style="mso-spacerun: yes;">
</span>PENUTUP <o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l15 level1 lfo14; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Kesimpulan <span style="mso-tab-count: 2 dotted;">............................................................................. </span>46<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l15 level1 lfo14; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Saran <span style="mso-tab-count: 2 dotted;">....................................................................................... </span>47<o:p></o:p></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;">DAFTAR
PUSTAKA <span style="mso-tab-count: 2 dotted;">.......................................................................................... </span>48<o:p></o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
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<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 200%;">PENDAHULUAN<o:p></o:p></span></b></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;">A. <span style="mso-tab-count: 1;"> </span>Latar Belakang<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: 36.0pt;">Pembangunan Nasional di bidang pengembangan sumberdaya
manusia <st1:country-region w:st="on">Indonesia</st1:country-region> yang
berkualitas melalui pendidikan merupakan upaya yang sungguh-sungguh dan
terus-menerus dilakukan untuk mewujudkan manusia <st1:place w:st="on"><st1:country-region w:st="on">Indonesia</st1:country-region></st1:place> seutuhnya. Sumberdaya
yang berkualitas akan menentukan mutu kehidupan pribadi, masyarakat, dan bangsa
dalam rangka mengantisBiologisi, mengatasi persoalan-persoalan, dan tantangan-tantangan
yang terjadi dalam masyarakat pada kini dan masa depan.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: 36.0pt;">Salah satu permasalahan yang dihadapi oleh bangsa <st1:place w:st="on"><st1:country-region w:st="on">Indonesia</st1:country-region></st1:place>
adalah rendahnya mutu pendidikan, khususnya pendidikan dasar dan menengah.
Berbagai usaha telah dilakukan untuk menigkatkan mutu pendidikan nasional,
antara lain melalui berbagai pelatihan dan peningkatan kualitas guru,
penyempurnaan kurikulum, pengadaan buku dan alat pelajaran, perbaikan sarana
dan prasarana pendidikan lain, dan peningkatan mutu manajemen sekolah, namun
demikian, berbagai indikator mutu pendidikan belum menunjukkan peningkatan yang
memadai.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: 36.0pt;">Upaya peningkatan kualitas pendidikan di <st1:place w:st="on"><st1:country-region w:st="on">Indonesia</st1:country-region></st1:place>
tidak pernah berhenti. Berbagai terobosan baru terus dilakukan oleh pemerintah
melalui Depdiknas. Upaya itu antara lain dalam pengelolaan sekolah, peningkatan
sumber daya tenaga pendidikan, pengembangan/penulisan materi ajar, serta
pengembangan paradigma baru dengan metodologi pengajaran.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: 36.0pt;">Mengajar bukan semata persoalan menceritakan. Belajar
bukanlah konsekuensi otomatis dari perenungan informasi ke dalam benak siswa.
Belajar memerlukan keterlibatan mental dan kerja siswa sendiri. Penjelasan dan
pemeragaan semata tidak akan membuahkan hasil belajar yang langgeng. Yang bisa
membuahkan hasil belajar yang langgeng hanyalah kegiatan belajar aktif.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: 36.0pt;">Apa yang menjadikan belajar aktif? Agar belajar
menjadi aktif siswa harus mengerjakan banyak sekali tugas. Mereka harus
menggunakan otak, mengkaji gagasan, memecahkan masalah, dan menerapkan apa yang
mereka pelajari.<span style="mso-spacerun: yes;"> </span>Belajar akif harus gesit,
menyenangkan, bersemangat dan penuh gairah. Siswa bahkan sering meninggalkan
tempat duduk mereka, bergerak leluasa dan berfikir keras (<i style="mso-bidi-font-style: normal;">moving about</i> dan <i style="mso-bidi-font-style: normal;">thinking
aloud</i>) <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: 36.0pt;">Untuk bisa mempelajari sesuatu dengan baik, kita perlu
mendengar, melihat, mengajukan pertanyaan tentangnya, dan membahasnya dengan
orang lain. Bukan Cuma itu, siswa perlu “mengerjakannya”, yakni menggambarkan
sesuatu dengan cara mereka sendiri, menunjukkan contohnya, mencoba
mempraktekkan keterampilan, dan mengerjakan tugas yang menuntut pengetahuan
yang telah atau harus mereka dapatkan.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: 36.0pt;">Dengan menyadari gejala-gejala atau kenyataan tersebut
diatas, maka dalam penelitian ini penulis penulis mengambil judul “Efektivitas
Pembelajaran Kontekstual Model Pengajaran Berbasis Masalah Dalam Meningkatkan
Prestasi dan Penguasaan Materi Pelajaran BiologiI Pada Siswa Kelas X Tahun
Pelajaran 2022/2023” <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;">B. <span style="mso-tab-count: 1;"> </span>Rumusan Masalah<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: 36.0pt;">Bertitik tolak dari latar belakang diatas maka penulis
merumuskan permasalahnnya sebagi berikut:<o:p></o:p></p>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l12 level1 lfo3; tab-stops: list 36.0pt; text-align: justify;">Bagaimanakah peningkatan prestasi dan penguasaan
materi pelajaran Biologi dengan diterapkannya metode pembelajaran
kontektual model pembelajarn berbasis masalah pada siswa Kelas X Tahun
Pelajaran 2022/2023?<o:p></o:p></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l12 level1 lfo3; tab-stops: list 36.0pt; text-align: justify;">Bagaimanakah pengaruh pembelajaran kontekstual
model pengajaran berbasis masalah dalam membantu siswa meningkatkan
pemahaman dan motivasi belajar Biologi pada siswa Kelas X Tahun Pelajaran 2022/2023?<o:p></o:p></li>
</ol>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;">C. <span style="mso-tab-count: 1;"> </span>Tujuan Penelitian<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: 37.4pt;">Sesuai dengan permasalahan di atas, penelitian ini
bertujuan untuk:<o:p></o:p></p>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l3 level1 lfo4; tab-stops: list 36.0pt; text-align: justify;">Ingin mengetahui bagaimana prestasi, pemahaman dan
penguasaan mata pelajaran Biologi setelah diterapkannya pembelajaran
kontekstual model pengajaran berbasis masalah pada siswa Siswa Kelas X Tahun
Pelajaran 2022/2023<o:p></o:p></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l3 level1 lfo4; tab-stops: list 36.0pt; text-align: justify;">Mengetahui pengaruhnya metode pembelajaran
kontekstual model pengajaran berbasis masalah dalam meningkatkan prestasi
dan pemahaman siswa terhadap materi pelajaran Biologi setelah diterapkan
pembelajaran kontekstual model pengajaran berbasis masalah pada siswa
Kelas X Tahun Pelajaran 2022/2023<o:p></o:p></li>
</ol>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; tab-stops: 21.3pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="mso-no-proof: yes;">D. <span style="mso-tab-count: 1;"> </span>Hipotesis Tindakan<o:p></o:p></span></b></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><span style="mso-no-proof: yes;">Berdasarkan pada permasalahan dalam penelitian
tindakan yang berjudul “</span>Efektivitas Pembelajaran Kontekstual Model
Pengajaran Berbasis Masalah Dalam Meningkatkan Prestasi dan Penguasaan Materi
Pelajaran Biologi Siswa Kelas X”.<span style="mso-no-proof: yes;"> yang dilakukan
oleh peneliti, dapat dirumuskan hipotesis tindakan sebagai berikut:<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 21.3pt; tab-stops: 21.3pt; text-align: justify; text-indent: 63.75pt;"><span lang="SV" style="mso-ansi-language: SV; mso-no-proof: yes;">"Jika Proses Belajar Mengajar Siswa Kelas X menggunakan
metode Berbasis Masalah dalam menyampaikan materi pembelajaran, maka
dimungkinkan minat belajar dan hasil belajar siswa kelas X akan lebih baik
dibandingkan dengan proses belajar mengajar yang dilakukan oleh guru
sebelumnya".</span><b style="mso-bidi-font-weight: normal;"><span lang="SV" style="mso-ansi-language: SV;"><o:p></o:p></span></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;">E. <span style="mso-tab-count: 1;"> </span>Manfaat Penelitian<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: 36.0pt;">Adapun maksud penulis mengadakan penelitian ini
diharapkan dapat berguna sebagai:<o:p></o:p></p>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l9 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;">Menambah pengetahuan dan wawasan penulis tentang
peranan guru dalam meningkatkan pemahaman siswa belajar Biologi<o:p></o:p></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l9 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;">Sumbangan pemikiran bagi guru dalam proses
belajar-mengajar dan meningkatkan pemahaman siswa belajar Biologi di Siswa
Kelas X Tahun Pelajaran 2019/2020<o:p></o:p></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l9 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;">Menerapkan metode yang tepat sesuai dengan materi
pelajaran Biologi.<o:p></o:p></li>
</ol>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;">F. <span style="mso-tab-count: 1;"> </span>Definisi Operasional Variabel<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: 36.0pt;">Agar tidak terjadi salah persepsi terhadap judul
penelitian ini, maka perlu didefinisikan hal-hal sebagai berikut:<o:p></o:p></p>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l5 level1 lfo9; tab-stops: list 36.0pt; text-align: justify;">Metode pembelajaran konstesktual berbasis masalah:<o:p></o:p></li>
</ol>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify;">Pengajaran berbasis masalah (Problem-Based Learning) adalah suatu pandekatan
pengajaran yang menggunakan masalah dunia nyata sebagai suatu konteks bagi
siswa untuk belajar tentang cara berpikir kritis dan keterampilan pemecahan
masalah, serta untuk memperoleh pengetahuan dan konsep yang esensial dari
materi pelajaran<o:p></o:p></p>
<ol start="2" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l5 level1 lfo9; tab-stops: list 36.0pt; text-align: justify;">Motivasi belajar adalah:<o:p></o:p></li>
</ol>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify;">Merupakan daya penggerak psikis dari dalam diri seseorang untuk dapat
melakukan kegiatan belajar dan menambah keterampilan, pengalaman. Motivasi
mendorong dan mengarah minat belajar untuk tercapai suatu tujuan. <o:p></o:p></p>
<ol start="3" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l5 level1 lfo9; tab-stops: list 36.0pt; text-align: justify;">Prestasi belajar adalah:<o:p></o:p></li>
</ol>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify;">Hasil belajar yang dinyatakan dalam bentuk nilai atau dalam bentuk skor,
setelah siswa mengikuti pelajaran Biologi.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;">G. <span style="mso-tab-count: 1;"> </span>Batasan Masalah<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: 36.0pt;">Karena keterbatasan waktu, maka diperlukan pembatasan
masalah yang meliputi:<o:p></o:p></p>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l8 level1 lfo10; tab-stops: list 36.0pt; text-align: justify;">Penelitian ini hanya dikenakan pada siswa kelas X Tahun
Pelajaran 2022/2023<o:p></o:p></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l8 level1 lfo10; tab-stops: list 36.0pt; text-align: justify;"><span lang="FI" style="mso-ansi-language: FI;">Penelitian
ini dilaksanakan pada bulan Oktober Tahun Pelajaran 2022/2023<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l8 level1 lfo10; tab-stops: list 36.0pt; text-align: justify;">Materi yang disampaikan adalah pokok bahasan Virus.<o:p></o:p></li>
</ol>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"><br clear="all" style="page-break-before: always;" />
</span></b>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;">BAB II<o:p></o:p></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;">KAJIAN PUSTAKA<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoBodyTextIndent3" style="line-height: 200%; text-indent: -18.0pt;"><b><span style="font-size: 12.0pt; line-height: 200%;">A. <span style="mso-tab-count: 1;"> </span>Tinjauan
Tentang Prestrasi Belajar<o:p></o:p></span></b></p>
<p class="MsoBodyTextIndent3" style="line-height: 200%; margin-left: 36.0pt; text-indent: -18.0pt;"><span style="font-size: 12.0pt; line-height: 200%;">1. <span style="mso-tab-count: 1;"> </span>Pengertian Belajar<o:p></o:p></span></p>
<p class="MsoBodyTextIndent3" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 27.35pt;"><span style="font-size: 12.0pt; line-height: 200%;">Pengertian belajar sudah banyak dikemukakan dalam kepustakaan. Yang
dimaksud belajar yaitu perbuatan murid dalam bidang material, formal serta
fungsional pada umumnya dan bidang intelektual pada khususnya. Jadi belajar
merupakan hal yang pokok. Belajar merupakan suatu perubahan pada sikap dan
tingkah laku yang lebih baik, tetapi kemungkinan mengarah pada tingkah laku
yang lebih buruk.<o:p></o:p></span></p>
<p class="MsoBodyTextIndent3" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 27.0pt;"><span style="font-size: 12.0pt; line-height: 200%;">Untuk dapat disebut belajar, maka perubahan harus merupakan akhir dari
pada periode yang cukup panjang. Berapa lama waktu itu berlangsung sulit
ditentukan dengan pasti, tetapi perubahan itu hendaklah merupakan akhir dari
suatu periode yang mungkin berlangsung berhari-hari, berminggu-minggu,
berbulan-bulan atau bertahun-tahun. Belajar merupakan suatu proses yang tideak
dapat dilihat dengan nyata proses itu terjadi dalam diri seserorang yang sedang
mengalami belajar. Jadi yang dimaksud dengan belajar bukan tingkah laku yang
nampak, tetapi prosesnya terjadi secara internal di dalam diri individu dalam
mengusahakan memperoleh hubungan-hubungan baru.<o:p></o:p></span></p>
<p class="MsoBodyTextIndent3" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 27.0pt;"><span style="font-size: 12.0pt; line-height: 200%;"><o:p> </o:p></span></p>
<p class="MsoBodyTextIndent3" style="line-height: 200%; margin-left: 36.0pt; text-indent: -18.0pt;"><span style="font-size: 12.0pt; line-height: 200%;">2. <span style="mso-tab-count: 1;"> </span>Pengertian Prestasi Belajar<o:p></o:p></span></p>
<p class="MsoBodyTextIndent3" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 27.0pt;"><span style="font-size: 12.0pt; line-height: 200%;">Sebelum dijelaskan pengertian mengenai prestasi belajar, terlebih dahulu
akan dikemukakan tentang pengertian prestasi. Prestasi adalah hasil yang telah
dicapai. Dengan demikian bahwa prestasi merupakan hasil yang telah dicapai oleh
seseorang setelah melakukan sesuatu pekerjaan/aktivitas tertentu.<o:p></o:p></span></p>
<p class="MsoBodyTextIndent3" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 27.0pt;"><span style="font-size: 12.0pt; line-height: 200%;">Jadi prestasi adalah hasil yang telah dicapai oleh karena itu semua
individu dengan adanya belajar hasilnya dapat dicapai. Setiap individu belajar
menginginkan hasil yang yang sebaik mungkin. Oleh karena itu setiap individu
harus belajar dengan sebaik-baiknya supaya prestasinya berhasil dengan baik.
Sedang pengertian prestasi juga ada yang mengatakan prestasi adalah kemampuan.
Kemampuan di sini berarti yan dimampui individu dalam mengerjakan sesuatu. <o:p></o:p></span></p>
<p class="MsoBodyTextIndent3" style="line-height: 200%; margin-left: 36.0pt; text-indent: -18.0pt;"><span style="font-size: 12.0pt; line-height: 200%;">3. <span style="mso-tab-count: 1;"> </span>Pedoman Cara Belajar<o:p></o:p></span></p>
<p class="MsoBodyTextIndent3" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 27.0pt;"><span style="font-size: 12.0pt; line-height: 200%;">Untuk memperoleh prestasi/hasil belajar yang baik harus dilakukan dengan
baik dan pedoman cara yang tapat. Setiap orang mempunyai cara atau pedoman
sendiri-sendiri dalam belajar. Pedoman/cara yang satu cocok digunakan oleh
seorang siswa, tetapi mungkin kurang sesuai untuk anak/siswa yang lain. Hal ini
disebabkan karena mempunyai perbedaan individu dalam hal kemampuan, kecepatan
dan kepekaan dalam menerima materi pelajaran.<o:p></o:p></span></p>
<p class="MsoBodyTextIndent3" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 27.0pt;"><span style="font-size: 12.0pt; line-height: 200%;">Oleh karena itu tidaklah ada suatu petunjuk yang pasti yang harus
dikerjakan oleh seorang siswa dalam melakukan kegiatan belajar. Tetapi faktor
yang paling menentukan keberhasilan belajar adalah para siswa itu sendiri.
Untuk dapat mencapai hasil belajar yang sebaik-baiknya harus mempunyai kebiasaan
belajar yang baik.<o:p></o:p></span></p>
<p class="MsoBodyTextIndent3" style="line-height: 200%; text-align: justify; text-indent: -18.0pt;"><b><span style="font-size: 12.0pt; line-height: 200%;">B. <span style="mso-tab-count: 1;"> </span>Faktor-Faktor Yang Mempengaruhi Prestasi
Belajar<o:p></o:p></span></b></p>
<p class="MsoBodyTextIndent3" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: -18.0pt;"><span style="font-size: 12.0pt; line-height: 200%;">1.<span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span>Faktor-faktor Yang Mempengaruhi Belajar<o:p></o:p></span></p>
<p class="MsoBodyTextIndent3" style="line-height: 200%; margin-left: 0cm; text-align: justify;"><span style="font-size: 12.0pt; line-height: 200%;"><span style="mso-tab-count: 1;"> </span>Adapun faktor-faktor itu, dapat
dibedakan menjadi dua golongan yaitu:<o:p></o:p></span></p>
<p class="MsoBodyTextIndent3" style="line-height: 200%; margin-left: 54.0pt; text-align: justify; text-indent: -18.0pt;"><span style="font-size: 12.0pt; line-height: 200%;">a. <span style="mso-tab-count: 1;"> </span>Faktor yang ada pada diri siswa
itu sendiri yang kita sebut faktor individu. <o:p></o:p></span></p>
<p class="MsoBodyTextIndent3" style="line-height: 200%; margin-left: 54.0pt; text-align: justify;"><span style="font-size: 12.0pt; line-height: 200%;">Yang termasuk
ke dalam faktor individu antara lain faktor kematangan atau pertumbuhan,
kecerdasan, latihan, motivasi, dan faktor pribadi.<o:p></o:p></span></p>
<p class="MsoBodyTextIndent3" style="line-height: 200%; margin-left: 54.0pt; text-align: justify; text-indent: -18.0pt;"><span style="font-size: 12.0pt; line-height: 200%;">b. <span style="mso-tab-count: 1;"> </span>Faktor yang ada pada luar
individu yang kita sebut dengan faktor sosial<o:p></o:p></span></p>
<p class="MsoBodyTextIndent3" style="line-height: 200%; margin-left: 54.0pt; text-align: justify;"><span style="font-size: 12.0pt; line-height: 200%;">Sedangkan
yang faktor sosial antara lain faktor keluarga, keadaan rumah tangga, guru, dan
cara dalam mengajarnya, lingkungan dan kesempatan yang ada atau tersedia dan
motivasi sosial.<o:p></o:p></span></p>
<p class="MsoBodyTextIndent3" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 27.0pt;"><span style="font-size: 12.0pt; line-height: 200%;">Berdasarkan faktor yang mempengaruhi kegiatan belajar di atas menunjukkan
bahwa belajar itu merupaka proses yang cukup kompleks. Artinya pelaksanaan dan
hasilnya sangat ditentukan oleh faktor-faktor di atas. Bagi siswa yang berada
dalam faktor yang mendukung kegiatan belajar akan dapat dilalui dengan lancar
dn pada gilirannya akan memperoleh prestasi atau hasil belajar yang baik.<o:p></o:p></span></p>
<p class="MsoBodyTextIndent3" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 27.0pt;"><span style="font-size: 12.0pt; line-height: 200%;">Sebaliknya bagi siswa yang berada dalam kondisi belajar yang tidak
menguntungkan, dalam arti tidak ditunjang atau didukung oleh faktor-faktor
diatas, maka kegiatan atau proses belajarnya akan terhambat atau menemui kesulitan.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;">C. <span style="mso-tab-count: 1;"> </span>Hakikat Biologi<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Biologi adalah ilmu yang mempelajari tentang makhluk
hidup. Istilah biologi diambil dari bahasa Yunani bios (hidup) dan logos
(ilmu). Jadi, biologi adalah ilmu yang mempelajari tentang keadaan dan
sifat-sifat makhluk hidup. Dalam bahasa arab ilmu biologi dikenal dengan
istilah ilmu hayat yaitu<span style="mso-spacerun: yes;"> </span>. Menurut
Djohar dalam Sutarsih proses belajar biologi merupakan perwujudan dari
interaksi subjek ( anak didik ) dengan objek yang terdiri dari benda, kejadian,
proses, dan produk. Pendidikan biologi harus diletakkan sebagai alat
pendidikan, bukan sebagai tujuan pendidikan, sehingga konsekuensinya dalam
pembelajaran hendaknya memberi pelajaran kepada subyek belajar untuk melakukan
interaksi dengan objek belajar secara mandiri, sehingga dapat mengeksplorasi
dan menemukan konsep.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Pada dasarnya, yang terjadi dalam proses pembelajaran
biologi adalah adanya interaksi antara subjek didik (siswa) yang memiliki
karakteristiknya masing-masing dengan objek (biologi sebagai ilmu) untuk
mencapai tujuan tertentu, yaitu untuk membagun pengetahuan, keterampilan dan
pembentukan nilai-nilai. Siswa sebagai subjek didik tidak menerima begitu saja
pembelajaran biologi yang disampaikan oleh guru, akan tetapi ada interaksi. antara
siswa, guru, dan objek biologi yang dipelajari. Setiap ilmu memiliki objek,
persoalan dan cara mempelajarinya sehingga membawa konsekuensi logis dalam cara
mengajarkannya. IPA biologi merupakan ilmu yang mempelajari objek dan persoalan
gejala alam. Secara garis besar, biologi meliputi dua kegiatan utama, yaitu
pengamatan untuk memperoleh bukti-bukti empiris dan proses penalaran untuk
memperoleh konsep-konsep. Belajar biologi adalah suatu kegiatan untuk
mengungkap rahasia alam yang berkaitan dengan makhluk hidup. Biologi sebagai
cabang dari IPA merupakan ilmu yang lahir dan berkembang lewat langkah-langkah
observasi, perumusan masalah, penyusunan hipotesis, pengujian hipotesis melalui
eksperimen, penarikan kesimpulan, serta penemuan teori dan konsep. Jadi, dapat
dikatakan bahwa hakikat biologi adalah ilmu pengetahuan yang mempelajari
gejala-gejala melalui serangkaian proses yang dikenal dengan proses ilmiah yang
dibangun atas dasar sikap ilmiah dan hasilnya terwujud sebagai produk ilmiah
yang tersusun atas tiga komponen terpenting berupa konsep, prinsip dan teori
yang berlaku secara universal.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify;">Biologi sebagai salah satu bidang IPA menyediakan berbagai pengalaman
belajar untuk memahami konsep dan proses sains. Biologi berkaitan dengan cara
mencari tahu tentang alam secara sistematis, sehingga biologi bukan hanya
penguasaan kumpulan pengetahuan yang berupa fakta-fakta, konsep-konsep, atau
prinsip-prinsip saja tetapi juga merupakan suatu proses penemuan. Pendidikan
biologi diharapkan dapat menjadi wadah bagi peserta didik untuk mempelajari
diri sendiri dan alam sekitar, serta prospek pengembangan lebih lanjut dalam
menerapkannya di dalam kehidupan sehari-hari.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 17.1pt; text-align: justify; text-indent: -18.9pt;"><b style="mso-bidi-font-weight: normal;">D.<span style="mso-tab-count: 1;"> </span>Proses Belajar Mengajar Biologi <o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 17.1pt; text-align: justify; text-indent: 36.0pt;">Proses dalam pengertian disini merupakan interaksi
semua komponen atau unsur yang terdapat dalam belajar mengajar yang satu sama
lainnya saling berhubungan (inter independent) dalam ikatan untuk mencapai
tujuan (Usman, 2000: 5).<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 17.1pt; text-align: justify; text-indent: 36.0pt;">Belajar diartikan sebagai proses perubahan tingkah
laku pada diri individu berkat adanya interaksi antara individu dengan
lingkungannya. Hal ini sesuai dengan yang diutarakan <st1:place w:st="on"><st1:city w:st="on">Burton</st1:city></st1:place> bahwa seseorang setelah mengalami
proses belajar akan mengalami perubahan tingkah laku, baik aspek
pengetahuannya, keterampilannya, maupun aspek sikapnya. Misalnya dari tidak
bisa menjadi bisa, dari tidak mengerti menjadi mengerti. (dalam Usman, 2000:
5).<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 17.1pt; text-align: justify; text-indent: 36.0pt;">Mengajar merupakan suatu perbuatan yang memerlukan
tanggungjawab moral yang cukup berat. Mengajar pada prinsipnya membimbing siswa
dalam kegiatan suatu usaha mengorganisasi lingkungan dalam hubungannya dengan
anak didik dan bahan pengajaran yang menimbulkan proses belajar.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 17.1pt; text-align: justify; text-indent: 36.0pt;">Proses belajar mengajar merupakan suatu inti dari
proses pendidikan secara keseluruhan dengan guru sebagai pemegangn peran utama.
Proses belajar mengajar merupakan suatu proses yang mengandung serangkaian
perbuatan guru dan siswa atas dasar hubungan timbal balik yang berlangsung
dalam situasi edukatif untuk mencapai tujuan tertentu. Interaksi atau hubungan
timbal balik antara guru dan siswa itu merupakan syarat utama bagi
berlangsungnya proses belajar mengajar (Usman, 2000: 4).<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 17.1pt; text-align: justify; text-indent: 36.0pt;">Sedangkan menurut buku Pedoman Guru Pendidikan Agama
Islam, proses belajar mengajar dapat mengandung dua pengertian, yaitu rentetan
kegiatan perencanaan oleh guru, pelaksanaan kegiatan sampai evaluasi program
tindak lanjut (dalam Suryabrata, 1997: 18).<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 17.1pt; text-align: justify; text-indent: 36.0pt;">Dari kedua pendapat tersebut dapat disimpulkan bahwa
proses belajar mengajar Biologi meliputi kegiatan yang dilakukan guru mulai
dari perencanaan, pelaksanaan kegiatan sampai evaluasi dan program tindak
lanjut yang berlangsung dalam situasi edukatif untuk mencapai tujuan tertentu
yaitu pengajaran Biologi.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.45pt; text-align: justify; text-indent: -18.45pt;"><b style="mso-bidi-font-weight: normal;">E. <span style="mso-tab-count: 1;"> </span>Prestasi Belajar Biologi <o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.45pt; text-align: justify; text-indent: 36.0pt;">Belajar dapat membawa suatu perubahan pada individu
yang belajar. Perubahan ini merupakan pengalaman tingkah laku dari yang kurang
baik menjadi lebih baik. Pengalaman dalam belajar merupakan pengalaman yang
dituju pada hasil yang akan dicapai siswa dalam proses belajar di sekolah.
Menurut Poerwodarminto (1991: 768), prestasi belajar adalah hasil yang dicapai
(dilakukan, dekerjakan), dalam hal ini prestasi belajar merupakan hasil
pekerjaan, hasil penciptaan oleh seseorang yang diperoleh dengan ketelitian
kerja serta perjuangan yang membutuhkan pikiran.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.45pt; text-align: justify; text-indent: 36.0pt;">Berdasarkan uraian diatas dapat dikatakan bahwa
prestasi belajar yang dicapai oleh siswa dengan melibatkan seluruh potensi yang
dimilikinya setelah siswa itu melakukan kegiatan belajar. Pencapaian hasil
belajar tersebut dapat diketahui dengan megadakan penilaian tes hasil belajar.
Penilaian diadakan untuk mengetahui sejauh mana siswa telah berhasil mengikuti
pelajaran yang diberikan oleh guru. Di samping itu guru dapat mengetahui sejauh
mana keberhasilan guru dalam proses belajar mengajar di sekolah.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.45pt; text-align: justify; text-indent: 36.0pt;">Sejalan dengan prestasi belajar, maka dapt diartikan
bahwa prestasi belajar Biologi adalah nilai yang dipreoleh siswa setelah
melibatkan secara langsung/aktif seluruh potensi yang dimilikinya baik aspek
kognitif (pengetahuan), afektif (sikap) dan psikomotor (keterampilan) dalam
proses belajar mengajar Biologi.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.45pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: -18.7pt;"><b style="mso-bidi-font-weight: normal;">F. <span style="mso-tab-count: 1;"> </span><st1:place w:st="on"><st1:city w:st="on">Gaya</st1:city></st1:place>
Belajar <o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: 36.0pt;">Kalangan pendidik telah menyadari bahwa peserta didik
memiliki bermacam cara belajar. Sebagian siswa bisa belajar dengan sangat baik
hanya dengan melihat orang lain melakukannya. Biasanya, mereka ini menyukai
penyajian informasi yang runtut. Mereka lebih suka menuliskan apa yang dikatakan
guru. Selama pelajaran, mereka biasanya diam dan jarang terganggu oleh
kebisingan. Perserta didik visual ini berbeda dengan peserta didik auditori,
yang biasanya tidak sungkan-sungkan untuk memperhatikan apa yang dikerjakan
oleh guru, dan membuat catatan. Mereka menggurulkan kemampuan untuk mendengar
dan mengingat. Selama pelajaran, mereka mungkin banyak bicara dan mudah
teralihkan perhatiannya oleh suara atau kebisingan. Peserta didik kinestetik
belajar terutama dengan terlibat langsung dalam kegiatan. Mereka cenderung
impulsive, semau gue, dan kurang sabaran. Selama pelajaran, mereka mungkin saja
gelisah bila tidak bisa leluasa bergerak dan mengerjakan sesuatu. Cara mereka
belajar boleh jadi tampak sembarangan dan tida karuan. <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: 36.0pt;">Tentu saja, hanya ada sedikit siswa yang mutlak
memiliki satu jenis cara belajar. Grinder (1991) menyatakan bahwa dari setiap
30 siswa, 22 diantaranya rata-rata dapat belajar dengan efektif selama gurunya
mengahadirkan kegaitan belajar yang berkombinasi antara visual, auditori dan
kinestik. Namun, 8 siswa siswanya sedemikan menyukai salah satu bentuk
pengajaran dibanding dua lainnya. Sehingga mereka mesti berupaya keras untuk
memahami pelajaran bila tidak ada kecermatan dalam menyajikan pelajaran sesuai
dengan ara yang mereka sukai. Guna memenuhi kebutuhan ini, pengajaran harus
bersifat mulitsensori dan penuh dengan variasi.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: 36.0pt;">Kalangan pendidikan juga mencermati adanya perubahan
cara belajar siswa. Selama <st1:place w:st="on"><st1:city w:st="on">lima</st1:city></st1:place>
belas tahun terakhir, Schroeder dan koleganya (1993) telah menerapkan indikator
tipe Myer-Briggs (MBTI) kepada mahasiswa baru. MBTI merupakan salah satu
instrument yang paling banyak digunakan dalam dunia pendidikan dan untuk
memahami fungsi perbedaan individu dalam proses belajar. Hasilnya menunjukkan
sekitar 60 persen dari mahasiswa yang masuk memiliki orientasi praktis
ketimbang teoritis terhadap pembelajaran, dan persentase itu bertambah setiap
tahunnya. Mahasiswa lebih suka terlibat dalam pengalaman langsung dan konkret
darBiologida mempelajari konsep-konsep dasar terlebih dahulu dan baru kemudian
menerapkannya. Penelitain MBTI lainnya, jelas Schroeder, menunjukkan bahwa
siswa sekolah menengah lebih suka kegiatan belajar yang benar-benar aktif dari
pada kegiatan yang reflektif abstrak, dengan rasio <st1:place w:st="on"><st1:city w:st="on">lima</st1:city></st1:place> banding satu. Dari semua ini, dia
menyimpulkan bahwa cara belajar dan mengajar aktif sangat sesuai dengan siswa
masa kini. Agar bisa efektif, guru harus menggunakan yang berikut ini: diskusi
dan proyek kelompok kecil, presentasi dan debat, dalam kelas, latihan melalui
pengalaman, pengalaman lapangan, simulasi, dan studi kasus. Secara khusus
Schroeder menekankan bahwa siswa masa kini “bisa beradaptasi dengan baik
terhadap kegiatan kelompok dan belajar bersama.”<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: 36.0pt;">Temuan-teman ini dapat dianggap tidak mengejutkan bila
kita mempertimbangkan secepatnya laju kehidupan modern. Dimasa kini siswa
dibesarkan dalam dunia yang segala sesuatunya berjalan dengan cepat dan banyak
pilihan yang tersedia. Suara-suara terdengar begitu menghentak merdu, dan
warna-warna terlihat begitu semarak dan menarik. Obyek, baik yang nyata maupun
yang maya, bergerak cepat. Peluang untuk mengubah segala sesuatu dari satu
kondisi ke kondisi lain terbuka sangat luas.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: -18.7pt;"><b style="mso-bidi-font-weight: normal;">G. <span style="mso-tab-count: 1;"> </span>Pengajaran Berbasis Masalah </b><o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: 36.0pt;">Pengajaran berbasis masalah (Problem-Based Learning)
adalah suatu pandekatan pengajaran yang menggunakan masalah dunia nyata sebagai
suatu konteks bagi siswa untuk belajar tentang cara berpikir kritis dan
keterampilan pemecahan masalah, serta untuk memperoleh pengetahuan dan konsep
yang esensial dari materi pelajaran.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: 36.0pt;">Pengajaran masalah digunakan untuk merangsang berpikir
tingkat tinggi dalam situasi berorientasi masalah, termasuk di dalamnya belajar
bagaimana belajar. Menurut Ibrahim dan Nur (200: 2)), “Pengajaran berbasis
masalah dikenal dengan nama lain seperti <i style="mso-bidi-font-style: normal;">Project-Based
Teacihg</i> (Pembelajaran Proyek), <i style="mso-bidi-font-style: normal;">Experienced-Based
Education </i>(Pendidikan berdasarkan pengalaman), <i style="mso-bidi-font-style: normal;">Authentic Learning </i>(Pembelajaran Autentik), dan <i style="mso-bidi-font-style: normal;">Achoered Instruction </i>(Pembelajaran
berakar pada kehidupan nyata)”.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: 36.0pt;">Peran guru dalam pengajaran berbasis masalah adalah
menyajikan masalah, mengajukan pertanyaan, dan memfasilitasi penyelidikan dan
dialog. Pengajaran berbasis masalah tidak dapat dilaksanakan tanpa guru
mengembangkan lingkungan kelas yang memungkinkan terjadinya pertukaran ide
secara terbuka. Secara garis besar pengajaran berbasis masalah terdiri dari
menyajikan kepada siswa situasi masalah yang autentik dan bermakna yang dapat
memberikan kemudahan kepada mereka untuk melakukan penyelidikan dan ikuiri.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 46.05pt; mso-list: l10 level1 lfo7; tab-stops: list 46.05pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Ciri-cirinya<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Berbagai pengembangan pengajaran berbasis masalah
telah mencoba menunjukkan cirri-ciri pengajaran berbasis masalah sebagai
berikut.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; mso-list: l10 level2 lfo7; tab-stops: list 56.1pt; text-align: justify; text-indent: -18.7pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Pengajuan pertanyaa atau masalah.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify;">Pengajaran berbasis masalah bukan hanya mengorganisasikan prinsip-prinsip
atau keterampilan akademik tertentu, pembelajaran berdasarkan masalah
mengorganisasikan pengajaran di sekitar pertanyaan dan masalah yang
kedua-duanya secara sosial penting dan secara pribadi bermakna untuk siswa.
Mereka mengajukan situasi kehidBiologin nyata yang autentik, menghindari
jawaban sederhana, dan memungkinkan adanya berbagai macam solusi itu.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; mso-list: l10 level2 lfo7; tab-stops: list 56.1pt; text-align: justify; text-indent: -18.7pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Berfokus pada keterkaitan antar disiplin.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify;">Meskipun pengajaran berbasis masalah mungkin berpusat pada mata pelajaran
tertentu (Biologi, Matematika, Ilmu Sosial), masalah yang akan diselidiki telah
dipilih yang benar-benar nyata agar dalam pemecahannya siswa meninjau masalah
itu dari banyak mata pelajaran.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; mso-list: l10 level2 lfo7; tab-stops: list 56.1pt; text-align: justify; text-indent: -18.7pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Penyelidikan autentik.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify;">Pengajaran berbasis masalah mengharuskan siswa melakukan penyelidikan
autentik untuk mencari pemecahan masalah nyata. Mereka harus menganalisasi dan
mendefinisikan masalah, mengembankan hipotesis dan membuat ramalan,
mengumpulkan dan menganalisis informasi, melakukan eksperimen (jika
diperlukan), membuat iferensi, dan merumuskan kesimpulan. Sudah barang tentu,
metode penyelidikan yang digunakan bergantung pada masalah yang sesdang
dipelajari.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; mso-list: l10 level2 lfo7; tab-stops: list 56.1pt; text-align: justify; text-indent: -18.7pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Menghasilkan produk/karya dan memamerkannya.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify;">Pengajaran berbasis masalah menuntut siswa untuk menghasilkan produk
tertentu dalam bentuk karya nyata atau artefak dan peragaan yang menjelaskan
atau mewakili bentuk penyelesaian masalah yang mereka temukan. Produk itu dapat
berupa transkrip debat, laporan, model fisik, video atau program computer
(Ibrahim & Nur, 200:5-7).<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Pengajaran berbasis masalah dicirikan oleh siswa
bekerja sama satu sama lain (paling sering secara berpasangan atau dalam
kelompok kecil). Bekerja sama memberikan motivasi untuk secara berkelanjutan
terlibat dalam tugas-tugas kompleks dan memperbanyak peluang untuk berbagi
inkuiri dan dialog dan untuk mengembangkan keterampilan sosial dan keterampilan
berpikir.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 46.05pt; mso-list: l10 level1 lfo7; tab-stops: list 46.05pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Tujuan Pembelajaran dan Hasil Belajar<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Pengajaran berbasis masalah dirancang untuk membantu
guru memberikan informasi sebanyak-banyaknya kepada siswa. Pengajaran berbasis
masalah dikembangkan terutama untuk membantu siswa mengembangkan kemampuan
berpikir, pemecahan masalah, dan keterampilan intelektual, belajar tentang
berbagai peran orang dewasa melalui pelibatan mereka dalam pengalaman nyata
atau simulasi, dan menjadikan pembelajar yang otonom dan mandiri. Uraian rinci
terhdap ketiga tujuan itu dijelaskan lebih jauh oleh Ibrahim dan Nur
(2000:7-12) berikut ini.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; mso-list: l10 level2 lfo7; tab-stops: list 56.1pt; text-align: justify; text-indent: -18.7pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Keteramplan Berpikir dan Keterampilan Pemecahan Masalah
<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify;">Berbagai macam ide telah digunakan untuk menggambarkan cara seseorang
berpikir. Tetapi, apakah sebenarnya yang terlibat dalam proses berpikir? Apakah
keterampilan berpikir itu dan terutama apakah keterampilan berpikir itu?<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 74.8pt; mso-list: l10 level3 lfo7; tab-stops: 74.8pt list 117.7pt; text-align: justify; text-indent: -18.7pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Berpikir adalah proses yang melibatkan operasi mental
seperti induksi, deduksi, klasifikasi, dan penalaran.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 74.8pt; mso-list: l10 level3 lfo7; tab-stops: 74.8pt list 117.7pt; text-align: justify; text-indent: -18.7pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Berpikir adalah proses secara simbolik menyatakan
(melalui bahasa) objek nyata dan kejadian-kejadian dan penggunaan pernyataan
simbolik itu untuk menemuan prinsip-prinsip esensial tentang objek dan kejadian
itu untuk menemukan prinsip-prinsip esensial tentang objek dan kejadian itu.
Pernyataan simbolik (abstrak) seperti itu biasanya berbeda dengan operasi
mental yang didasarkan pada tingkat konkret dari fakta dan kasus khusus.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 74.8pt; mso-list: l10 level3 lfo7; tab-stops: 74.8pt list 117.7pt; text-align: justify; text-indent: -18.7pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Berpikir adalah kemampuan untuk menganalisis,
mengkritik, dan mencapai kesimpulan berdasar pada inferensi atau pertimbangan
yang seksama. <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;">Tentang berpikir tingkat tinggi, Resnick (1987)
memberikan penjelasan sebagai berikut:<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 74.8pt; mso-list: l10 level3 lfo7; tab-stops: list 74.8pt; text-align: justify; text-indent: -18.7pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Berpikir tingkat tinggi adalah <i style="mso-bidi-font-style: normal;">nonalgoritmik</i>, yaitu alur tindakan yang tidak sepenuhnya dapat
diterapan sebelumnya.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 74.8pt; mso-list: l10 level3 lfo7; tab-stops: list 74.8pt; text-align: justify; text-indent: -18.7pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Berpikir tingkat tinggi cenderung <i style="mso-bidi-font-style: normal;">kompleks</i>. Keseluruhan alurnya tidak dapat diamati dari satu sudut
pandang.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 74.8pt; mso-list: l10 level3 lfo7; tab-stops: list 74.8pt; text-align: justify; text-indent: -18.7pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Berpikir tingkat tinggi sering kali menghasilkan banyak
<i style="mso-bidi-font-style: normal;">solusi</i>, masing-masing dengan
keuntungan dan kerugian.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 74.8pt; mso-list: l10 level3 lfo7; tab-stops: list 74.8pt; text-align: justify; text-indent: -18.7pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Berpikir tingkat tinggi melibatkan <i style="mso-bidi-font-style: normal;">pertimbangan</i> dan interpretasi.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 74.8pt; mso-list: l10 level3 lfo7; tab-stops: list 74.8pt; text-align: justify; text-indent: -18.7pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Berpikir tingkat tinggi melibatkan <i style="mso-bidi-font-style: normal;">ketidakpastian</i>. Segala sesuatu yang berhubungan dengan tugas tidak
selamanya diketahui.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 74.8pt; mso-list: l10 level3 lfo7; tab-stops: list 74.8pt; text-align: justify; text-indent: -18.7pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Berpikir tingkat tinggi melibatkan banyak penerapan
banya <i style="mso-bidi-font-style: normal;">kriteria</i>, yang kadang-kadang
bertentangan satu sama lain.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 74.8pt; mso-list: l10 level3 lfo7; tab-stops: list 74.8pt; text-align: justify; text-indent: -18.7pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Berpikir tingkat tinggi melibatkan banyak <i style="mso-bidi-font-style: normal;">pengaturan diri</i> tentang proses berpikir.
Kita tidak mengakui sebagai berpikir tingkat tinggi pada seseorang jika ada
orang lain membantunya pada setiap tahap.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 74.8pt; mso-list: l10 level3 lfo7; tab-stops: list 74.8pt; text-align: justify; text-indent: -18.7pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Berpikir tingkat tinggi melibatkan <i style="mso-bidi-font-style: normal;">pencarian makna</i>, menemukan struktur pada keadaan yang tampaknya
tidak teratur.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 74.8pt; mso-list: l10 level3 lfo7; tab-stops: list 74.8pt; text-align: justify; text-indent: -18.7pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Berpikir tingkat tinggi adalah <i style="mso-bidi-font-style: normal;">kerja keras</i>. <st1:place w:st="on"><st1:city w:st="on">Ada</st1:city></st1:place>
pengerahan kerja mental besar-besaran saat melakukan berbagai jenis elaborasi
dan pertimbangan yang dibutuhkan.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Perlu dicatat bahwa Resnick menggunakan kata-kata dan
ungkapan seperti <i style="mso-bidi-font-style: normal;">pertimbangan, pengaturan
diri, pencarian makna, dan ketidakpastian</i>. Hal ini berarti bahwa proses
berpikir dan keterampilan yang perlu diaktifkan sangatlah kompleks. Resnick
juga menekankan pentingnya konteks atau keterkaitan pada saat berpikir tentan
berpikir. Meskipun proses memiliki beberapa kesamaan antarsituasi, proses itu
juga bervarisai bergantung pada apa yang dipikirkan seseorang. Sebagai contoh,
proses yang kita gunakan untuk memikirkan matematika berbeda dengan proses yang
kita gunakan untuk memikirkan puisi. Proses berpikir yang digunakan untuk
memikirkan ide abstrak berbeda dengan yang digunakan untuk memikirkan situasi
kehidupan nyata. Karena hakikat kekomplekan dan konteks dari keterampilan
berpikir tingkat tinggi, maka keterampilan itu tidak dapat diajarkan
menggunakan pendekatan yang dirancang untuk mengajarkan ide dan keterampilan
yang lebih konkret. Keterampilan proses dan berpikir tingkat tinggi
bagaimanapun juga jelas dapat diajarkan, dan kebanyakan program dan kurikulum dikembangkan
untuk tujuan ini sangat mendasarkan diri pada pendekatan yang sama dengan
pengajaran berbasis masalah.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 54.0pt; mso-list: l1 level1 lfo8; tab-stops: list 54.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Pemodelan Peran Orang Dewasa<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 54.0pt; text-align: justify; text-indent: 36.0pt;">Resnick juga memberikan rasional tentang bagaimana
pengajaran berbasis masalah membantu siswa untuk berkinerja dalam situasi
kehidupan nyata dan belajar tentang pentingnya peran orang dewasa. Dalam banyak
hal pengajaran berbasis masalah bersesuaian dengan aktivitas mental di luar
sekolah sebagaimana yang diperankan oleh orang dewasa.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 74.8pt; mso-list: l1 level2 lfo8; tab-stops: list 74.8pt; text-align: justify; text-indent: -18.7pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Pengajaran berbasis masalah memiliki unsur-unsur
belajar magang. Hal tersebut mendorong pengamatan dan dialog dengan orang lain,
sehingga secara bertahap siswa dapat memahami peran penting dari aktivitas
mental dan belajar yang terjadi di luar sekolah.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 74.8pt; mso-list: l1 level2 lfo8; tab-stops: list 74.8pt; text-align: justify; text-indent: -18.7pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Pengajaran berbasis masalah melibatkan siswa dalam
penyelidikan pilihan sendiri, yang memungkinkan siswa menginterpretasikan dan
menjelaskan fenomena dunia nyata dan membangun pemahamannya tentang fenomena
tersebut.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 54.0pt; mso-list: l1 level1 lfo8; tab-stops: list 54.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Pembelajaran yang Otonom dan Mandiri<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 54.0pt; text-align: justify; text-indent: 36.0pt;">Pengajaran berbasis masalah berusaha membantu siswa
menjadi pembelajar yang mandiri dan otonom. Bimbingan guru yang berulang-ulang
mendorong dan mengarahkan siswa untuk mengajukan pertanyaan, mencari
penyelesaian terhadap masalah nyata oleh mereka sendiri. Dengan begitu, siswa
belajar menyelesaikan tugas-tugas mereka secara mandiri dalam hidupnya.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 46.05pt; mso-list: l10 level1 lfo7; tab-stops: list 46.05pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Tahapan Pengajaran Berbasis Masalah <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Pengajaran berbasis masalah biasanya terdiri dari <st1:place w:st="on"><st1:city w:st="on">lima</st1:city></st1:place> tahapan utama yang
dimulai dengan guru memperkenalkan siswa dengan suatu situasi masalah dan
diakhiri dengan penyajian dan analisis hasil kerja siswa.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 41.4pt; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 480; width: 504px;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 196.35pt;" valign="top" width="262">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Tahapan<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 181.65pt;" valign="top" width="242">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Tingkah Laku Guru<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 196.35pt;" valign="top" width="262">
<p class="MsoNormal"><span style="font-size: 10.0pt;">Tahap 1 <o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-size: 10.0pt;">Orientasi siswa kepada
masalah <o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 181.65pt;" valign="top" width="242">
<p class="MsoNormal"><span style="font-size: 10.0pt;">Guru menjelaskan tujuan
pembelajaran, menjelaskan logistic yang dibutuhkan, memotivasi siswa agar
terlibat pada aktivitas pemecahan masalah yang dipilihnya<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 196.35pt;" valign="top" width="262">
<p class="MsoNormal"><span style="font-size: 10.0pt;">Tahap 2<o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-size: 10.0pt;">Mengorganisasi siswa untuk
belajar<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 181.65pt;" valign="top" width="242">
<p class="MsoNormal"><span style="font-size: 10.0pt;">Guru membantu siswa
mendefinisikan dan mengorganisasikan tugas belajar yang berhubugnan dengan
masalah tersebut<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 196.35pt;" valign="top" width="262">
<p class="MsoNormal"><span style="font-size: 10.0pt;">Tahap 3<o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-size: 10.0pt;">Membimbing penyelidikan
individual dan kelompok<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 181.65pt;" valign="top" width="242">
<p class="MsoNormal"><span style="font-size: 10.0pt;">Guru mendorong siswa untuk
mengumpulkan informsi yang sesuai, melaksanakan eksperimen, untuk mendapatkan
penyelasan dan pemecahan masalahnya.<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 196.35pt;" valign="top" width="262">
<p class="MsoNormal"><span style="font-size: 10.0pt;">Tahap 4<o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-size: 10.0pt;">Mengembangkan dan
menyajikan hasil karya<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 181.65pt;" valign="top" width="242">
<p class="MsoNormal"><span style="font-size: 10.0pt;">Guru membantu siwa
merekncanakan dan menyiapkan karyayang sesuai seperti laporan, video, dan model
serta membantu mereka berbagai tugas dengan temannya.<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 196.35pt;" valign="top" width="262">
<p class="MsoNormal"><span style="font-size: 10.0pt;">Tahap 5<o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-size: 10.0pt;">Menganalisa dan
mengevaluasi proses pemecahan maslah<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 181.65pt;" valign="top" width="242">
<p class="MsoNormal"><span style="font-size: 10.0pt;">Guru membantu siswa
melakukan refleksi atau evaluasi terhadap penyelidikan mereka dan
proses-proses yang mereka gunakan.<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 46.05pt; mso-list: l10 level1 lfo7; tab-stops: list 46.05pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Lingkungan Belajar dan Sistem Manajemen<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Tidak seperti lingkungan belajar yang terstruktur
secara ketat yang dibutuhkan dalam pembelajaran langsung atau penggunaan yang
hati-hati kelompok kecil dalam pembelajaran kooperatif, lingkungan belajar dan
system manajemen dalam pengajaran berbasis masalah dicirikan oleh sifatnya yang
terbuka, ada proses demokrasi, dan peranan siswa yang aktif. Meskipun guru dan
siswa melakukan tahapan pembelajaran yang terstruktur dan dapat diprediksi
dalam pengajaran berbasis masalah, norma di sekitar pelajaran adalah norma
inkuiri terbuka dan bebas mengemukakan pendapat. Lingkungan belajar menekankan
peranan sentral siswa, bukan guru yang ditekankan. <o:p></o:p></p>
<p align="center" class="MsoBodyTextIndent" style="text-align: center; text-indent: 0cm;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p align="center" class="MsoBodyTextIndent" style="text-align: center; text-indent: 0cm;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p align="center" class="MsoBodyTextIndent" style="text-align: center; text-indent: 0cm;"><b style="mso-bidi-font-weight: normal;">BAB III<o:p></o:p></b></p>
<p align="center" class="MsoBodyTextIndent" style="text-align: center; text-indent: 0cm;"><b style="mso-bidi-font-weight: normal;">METODOLOGI PENELITIAN<o:p></o:p></b></p>
<p class="MsoBodyTextIndent" style="text-indent: 0cm;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 36.0pt;">Penelitian ini merupakan penelitian tindakan (action research), karena
penelitian dilakukan untuk memecahkan masalah pembelajaran di kelas. Penelitian
ini juga termasuk penelitian deskriptif, sebab menggambarkan bagaimana suatu
teknik pembelajaran diterapkan dan bagaimana hasil yang diinginkan dapat
dicapai. <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; tab-stops: 36.0pt; text-align: justify; text-indent: 36.0pt;">Menurut Oja dan Sumarjan (dalam Titik Sugiarti, 1997: 8)
mengelompokkan penelitian tindakan menjadi empat macam yaitu, (a) guru sebagai
penelitia; (b) penelitian tindakan kolaboratif; (c) simultan terintegratif; (d)
administrasi social eksperimental. <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; tab-stops: 36.0pt; text-align: justify; text-indent: 36.0pt;">Dalam penelitian tindakan ini menggunakan bentuk guru
sebagai peneliti, penanggung jawab penuh penelitian ini adalah guru. Tujuan
utama dari penelitian tindakan ini adalah untuk meningkatkan hasil pembelajaran
di kelas dimana guru secara penuh terlibat dalam penelitian mulai dari
perencanaan, tindakan, pengamatan, dan refleksi.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; tab-stops: 36.0pt; text-align: justify; text-indent: 36.0pt;">Dalam penelitian ini peneliti tidak bekerjasama dengan
siapapun, kehadiran peneliti sebagai guru di kelas sebagai pengajar tetap dan
dilakukan seperti biasa, sehingga siswa tidak tahu kalau diteliti. Dengan cara
ini diharapkan didapatkan data yang seobjektif mungkin demi kevalidan data yang
diperlukan. <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: -18.9pt;"><b style="mso-bidi-font-weight: normal;">A. <span style="mso-tab-count: 1;"> </span>Tempat, Waktu dan Subyek Penelitian<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.9pt; text-align: justify; text-indent: -18.45pt;">1. <span style="mso-tab-count: 1;"> </span>Tempat
Penelitian <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.45pt; text-align: justify; text-indent: 36.0pt;">Tempat penelitian adalah tempat yang digunakan dalam
melakukan penelitian untuk memperoleh data yang diinginkan. Penelitian ini
bertempat di SMA Negeri 1 Lambitu Tahun Pelajaran 2022/2023<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.8pt; text-align: justify; text-indent: -18.9pt;">2. <span style="mso-tab-count: 1;"> </span>Waktu
Penelitian<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.8pt; text-align: justify; text-indent: 34.2pt;">Waktu penelitian adalah waktu berlangsungnya
penelitian atau saat penelitian ini dilangsungkan. Penelitian ini dilaksanakan pada
bulan Oktober semester gasal Tahun Pelajaran 2022/2023<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.9pt; text-align: justify; text-indent: -18.45pt;">3. <span style="mso-tab-count: 1;"> </span>Subyek
Penelitian<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Subyek penelitian adalah siswa-siswi Kelas X <span lang="FI" style="mso-ansi-language: FI;">Tahun Pelajaran 2022/2023 Pada pokok
bahasan Virus.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;"><span lang="FI" style="mso-ansi-language: FI;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: -18.9pt;"><b style="mso-bidi-font-weight: normal;"><span lang="FI" style="mso-ansi-language: FI;">B. <span style="mso-tab-count: 1;"> </span>Rancangan
Penelitian<o:p></o:p></span></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;">Penelitian ini menggunakan Penelitian Tindakan Kelas
(PTK). Menurut Tim Pelatih Proyek PGSM, PTK adalah suatu bentuk kajian yang
bersifat reflektif oleh pelaku tindakan yang dilakukan untuk meningkatkan
kemantapan rasional dari tindakan mereka dalam<span style="mso-spacerun: yes;">
</span>melaksanakan tugas, memperdalam pemahaman terhadap tindakan-tindakan
yang dilakukan itu, serta memperbaiki kondisi dimana praktek pembelajaran
tersebut dilakukan (dalam Mukhlis,<span style="mso-spacerun: yes;">
</span>2003: 3).<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;">Sedangkah menurut Mukhlis (2003: 5) PTK adalah suatu
bentuk kajian yang bersifat sistematis reflektif oleh pelaku tindakan untuk
memperbaiki kondisi pembelajaran yang dilakukan.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;">Adapun tujuan utama dari PTK adalah untuk
memperbaiki/meningkatkan pratek pembelajaran secara berkesinambungan, sedangkan
tujuan penyertaannya adalah menumbuhkan budaya meneliti di kalangan guru (Mukhlis,
2003: 5).<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;">Sesuai dengan jenis penelitian yang dipilih, yaitu
penelitian tindakan, maka penelitian ini menggunakan model penelitian tindakan
dari Kemmis dan Taggart<span style="mso-spacerun: yes;"> </span>(dalam Sugiarti,
1997: 6), yaitu berbentuk spiral dari sklus yang satu ke siklus yang
berikutnya. Setiap siklus meliputi <i style="mso-bidi-font-style: normal;">planning</i>
(rencana), <i style="mso-bidi-font-style: normal;">action </i>(tindakan), <i style="mso-bidi-font-style: normal;">observation</i> (pengamatan), dan <i style="mso-bidi-font-style: normal;">reflection </i>(refleksi). Langkah pada
siklus berikutnya adalah perncanaan yang sudah direvisi, tindakan, pengamatan,
dan refleksi. Sebelum masuk pada siklus 1 dilakukan tindakan pendahuluan yang berupa
identifikasi permasalahan. Siklus spiral dari tahap-tahap penelitian tindakan
kelas dapat dilihat pada gambar berikut.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
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<p class=MsoNormal align=center style='text-align:center'>Observasi<o:p></o:p></p>
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<p class=MsoNormal align=center style='text-align:center'>Tindakan/<o:p></o:p></p>
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<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
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<p align="center" class="MsoNormal" style="line-height: 200%; tab-stops: 54.0pt; text-align: center;">Gambar 3.1 Alur PTK<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-left: 18.0pt; tab-stops: 54.0pt;">Penjelasan
alur di atas adalah:<o:p></o:p></p>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l4 level1 lfo16; tab-stops: list 36.0pt; text-align: justify;">Rancangan/rencana awal, sebelum mengadakan
penelitian peneliti menyusun rumusan masalah, tujuan dan membuat rencana
tindakan, termasuk di dalamnya instrumen penelitian dan perangkat
pembelajaran.<o:p></o:p></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l4 level1 lfo16; tab-stops: list 36.0pt; text-align: justify;">Kegiatan dan pengamatan, meliputi tindakan yang
dilakukan oleh peneliti sebagai upaya membangun pemahaman konsep siswa
serta mengamati hasil atau dampak dari diterapkannya metode
pembelajaran<span style="mso-spacerun: yes;"> </span>model kontekstual
berbasis masalah.<o:p></o:p></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l4 level1 lfo16; tab-stops: list 36.0pt; text-align: justify;">Refleksi, peneliti mengkaji, melihat dan
mempertimbangkan hasil atau dampak dari tindakan yang dilakukan
berdasarkan lembar pengamatan yang diisi oleh pengamat.<o:p></o:p></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l4 level1 lfo16; tab-stops: list 36.0pt; text-align: justify;">Rancangan/rencana yang direvisi, berdasarkan hasil
refleksi dari pengamat membuat rancangan yang direvisi untuk dilaksanakan
pada siklus berikutnya.<o:p></o:p></li>
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<p class="MsoBodyText" style="line-height: 200%; margin-left: 36.0pt; tab-stops: 36.0pt;"><span style="mso-tab-count: 1;"> </span>Observasi dibagi dalam tiga putaran,
yaitu putaran 1, 2 dan 3, dimana masing putaran dikenai perlakuan yang sama
(alur kegiatan yang sama) dan membahas satu sub pokok bahasan yang diakhiri
dengan tes formatif di akhir masing putaran. Dibuat dalam tiga putaran
dimaksudkan untuk memperbaiki sistem pengajaran yang telah dilaksanakan.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.45pt; text-align: justify; text-indent: -18.45pt;"><b style="mso-bidi-font-weight: normal;">C. <span style="mso-tab-count: 1;"> </span>Instrumen Penelitian<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 20.1pt;">Instrumen yang digunakan dalam penelitian ini terdiri
dari:<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.9pt; text-align: justify; text-indent: -18.45pt;">1. <span style="mso-tab-count: 1;"> </span>Silabus<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Yaitu seperangkat rencana dan pengaturan tentang
kegiatan pembelajaran pengelolahan kelas, serta penilaian hasil belajar. <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.8pt; text-align: justify; text-indent: -18.9pt;">2. <span style="mso-tab-count: 1;"> </span>Rencana
Pelajaran (RP)<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Yaitu merupakan perangkat pembelajaran yang digunakan
sebagai pedoman guru dalam mengajar dan disusun untuk tiap putaran.
Masing-masing RP berisi kompetensi dasar, indikator pencapaian hasil belajar,
tujuan pembelajaran khusus, dan kegiatan belajar mengajar.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.8pt; text-align: justify; text-indent: -18.9pt;">3. <span style="mso-tab-count: 1;"> </span>Tes
formatif<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;">Tes ini disusun
berdasarkan tujuan pembelajaran yang akan dicapai, digunakan untuk mengukur
kemampuan pemahaman konsep Biologi pada pokok bahasan Virus.Tes formatif ini
diberikan setiap akhir putaran. Bentuk soal yang diberikan adalah pilihan guru
(objektif). <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: -18.7pt;"><b style="mso-bidi-font-weight: normal;">D. <span style="mso-tab-count: 1;"> </span>Metode Pengumpulan Data<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: 36.0pt;">Data-data yang diperlukan dalam penelitian ini
diperoleh melalui observasi pengolahan metode pembelajaran kontekstual model
pengajaran berbasis masalah, dan tes formatif.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: -18.7pt;"><b style="mso-bidi-font-weight: normal;">E. <span style="mso-tab-count: 1;"> </span>Teknik Analisis Data<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: 36.0pt;">Untuk mengetahui keefektivan suatu metode dalam
kegiatan pembelajaran perlu diadakan analisa data. Pada penelitian ini
menggunakan teknik analisis deskriptif kualitatif, yaitu suatu metode
penelitian yang bersifat menggambarkan kenyataan atau fakta sesuai dengan data
yang diperoleh dengan tujuan untuk mengetahui prestasi belajar yang dicapai
siswa juga untuk memperoleh respon siswa terhadap kegiatan pembelajaran serta
aktivitas siswa selama proses pembelajaran.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: 36.0pt;">Untuk mengalisis tingkat keberhasilan atau persentase
keberhasilan siswa setelah proses belajar mengajar setiap putarannya dilakukan
dengan cara memberikan evaluasi berupa soal tes tertulis pada setiap akhir
putaran.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 18.0pt;">Analisis ini dihitung dengan menggunakan statistic sederhana yaitu:<o:p></o:p></p>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l11 level1 lfo2; tab-stops: list 36.0pt; text-align: justify;">Untuk menilai ulangan atau tes formatif <o:p></o:p></li>
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<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Peneliti melakukan penjumlahan nilai yang diperoleh
siswa, yang selanjutnya dibagi dengan jumlah siswa yang ada di kelas tersebut
sehingga diperoleh rata-rata tes formatif dapat dirumuskan:<o:p></o:p></p>
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<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify;">Dengan <span style="mso-tab-count: 1;"> </span>: <span style="mso-text-raise: -2.0pt; position: relative; top: 2.0pt;"><!--[if gte vml 1]><v:shape
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<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify;"><span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>Σ X <span style="mso-tab-count: 1;"> </span>=
Jumlah semua nilai siswa<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><span style="mso-tab-count: 3;"> </span><span style="mso-spacerun: yes;"> </span>Σ N<span style="mso-tab-count: 1;"> </span>=
Jumlah siswa<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.4pt; text-align: justify; text-indent: -18.7pt;">2. <span style="mso-tab-count: 1;"> </span>Untuk
ketuntasan belajar<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;"><st1:place w:st="on"><st1:city w:st="on">Ada</st1:city></st1:place>
dua kategori ketuntasan belajar yaitu secara perorangan dan secara klasikal.
Berdasarkan petunju pelaksanaan belajar mengajar kurikulum 1994 (Depdikbud,
1994), yaitu seorang siswa telah tuntas belajar bila telah mencapai skor 65%
atau nilai 65, dan kelas disebut tuntas belajar bila di kelas tersebut terdapat
85% yang telah mencapai daya serap lebih dari atau sama dengan 65%. Untuk
menghitung persentase ketuntasan belajar digunakan rumus sebagai berikut:<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><span style="mso-tab-count: 1;"> </span><span style="mso-text-raise: -16.0pt; position: relative; top: 16.0pt;"><!--[if gte vml 1]><v:shape id="_x0000_i1028"
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o:title=""/>
</v:shape><![endif]--><!--[if !vml]--><img height="51" src="file:///C:/Users/USER/AppData/Local/Temp/msohtmlclip1/01/clip_image009.gif" v:shapes="_x0000_i1028" width="267" /><!--[endif]--></span><!--[if gte mso 9]><xml>
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<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><o:p> </o:p></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><o:p> </o:p></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;">BAB IV<o:p></o:p></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;">HASIL PENELITIAN DAN PEMBAHASAN<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;">.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><span style="mso-tab-count: 1;"> </span>Data lembar observasi diambil dari
dua pengamatan yaitu data pengamatan pengelolaan metode pembelajaran
kontekstual model pengajaran berbasis masalah yang digunakan untuk mengetahui
pengaruh penerapan metode pembelajaran kontekstual model pengajaran berbasis
masalah dalam meningkatkan prestasi belajar siswa dan data pengamatan aktivitas
siswa dan guru.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><span style="mso-tab-count: 1;"> </span>Data tes formatif untuk mengetahui
peningkatan prestasi belajar siswa setelah diterapkan metode pembelajaran
kontekstual model pengajaran berbasis masalah.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: -18.7pt;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: -18.7pt;"><b style="mso-bidi-font-weight: normal;">A. <span style="mso-tab-count: 1;"> </span>Analisis Data Penelitian Persiklus<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.4pt; text-align: justify; text-indent: -18.7pt;">1. <span style="mso-tab-count: 1;"> </span>Siklus I<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: -18.7pt;">a. <span style="mso-tab-count: 1;"> </span>Tahap
Perencanaan<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;">Pada tahap ini peneliti mempersiapkan perangkat
pembelajaran yang terdiri dari rencana pelajaran 1, soal tes formatif 1 dan
alat-alat pengajaran yang mendukung. <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: -20.1pt;">b. <span style="mso-tab-count: 1;"> </span>Tahap
Kegiatan dan Pelaksanaan <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;">Pelaksanaan kegiatan belajar mengajar untuk siklus I
dilaksanakan pada tanggal 4 Oktober 2022 di Kelas X dengan jumlah siswa 25
siswa. Dalam hal ini peneliti bertindak sebagai guru. Adapun proses belajar
mengajar mengacu pada rencana pelajaran yang telah dipersiapkan. Pengamatan
(observasi) dilaksanakan bersamaan dengan pelaksaaan belajar mengajar<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;">Pada akhir proses belajar mengajar siswa diberi tes
formatif I dengan tujuan untuk mengetahui tingkat keberhasilan siswa dalam
proses belajar mengajar yang telah dilakukan. Adapun data hasil penelitian pada
siklus I adalah sebagai berikut:<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 20.1pt; text-align: justify; text-indent: 36.0pt;"><span style="mso-spacerun: yes;">
</span>Table 4.2. Nilai Tes Formatif Pada Siklus I<o:p></o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 61.5pt; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 480; width: 449px;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; page-break-inside: avoid;">
<td rowspan="2" style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">No. Urut<o:p></o:p></span></p>
</td>
<td rowspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Nilai<o:p></o:p></span></p>
</td>
<td colspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.8pt;" valign="top" width="100">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Keterangan<o:p></o:p></span></p>
</td>
<td rowspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">No. Urut<o:p></o:p></span></p>
</td>
<td rowspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Nilai<o:p></o:p></span></p>
</td>
<td colspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.8pt;" valign="top" width="100">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Keterangan<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1; page-break-inside: avoid;">
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">T<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">TT<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">T<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">TT<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">1<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">40<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">14<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">50<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">2<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">15<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">30<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">3<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">16<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">60<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">4<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">50<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">17<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">5<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">18<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">40<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">6<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">19<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">7<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">20<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">60<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">8<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">60<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">21<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">9<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">22<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">10<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">23<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">11<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">24<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">50<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 13;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">12<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">25<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 14; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">13<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td rowspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Jumlah <o:p></o:p></span></p>
</td>
<td rowspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><!--[if supportFields]><span
style='font-size:10.0pt'><span style='mso-element:field-begin'></span><span
style='mso-spacerun:yes'> </span>=SUM(ABOVE) <span style='mso-element:field-separator'></span></span><![endif]--><span style="font-size: 10.0pt;"><span style="mso-no-proof: yes;">760</span></span><!--[if supportFields]><span
style='font-size:10.0pt'><span style='mso-element:field-end'></span></span><![endif]--><span style="font-size: 10.0pt;"><o:p></o:p></span></p>
</td>
<td rowspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">6<o:p></o:p></span></p>
</td>
<td rowspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">6<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 15; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Jumlah<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><!--[if supportFields]><span
style='font-size:10.0pt'><span style='mso-element:field-begin'></span><span
style='mso-spacerun:yes'> </span>=SUM(ABOVE) <span style='mso-element:field-separator'></span></span><![endif]--><span style="font-size: 10.0pt;"><span style="mso-no-proof: yes;">900</span></span><!--[if supportFields]><span
style='font-size:10.0pt'><span style='mso-element:field-end'></span></span><![endif]--><span style="font-size: 10.0pt;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">10<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">3<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 16; mso-yfti-lastrow: yes;">
<td colspan="8" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 336.6pt;" valign="top" width="449">
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Jumlah
Skor 1660<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Jumlah
Skor Maksimal Ideal 2500 <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">%
Skor Tercapai 66,40<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="line-height: 200%; margin-left: 72.0pt; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 72.0pt; text-align: justify;">Keterangan: <span style="mso-tab-count: 1;"> </span>T <span style="mso-tab-count: 5;"> </span>:
Tuntas <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 108.0pt; text-align: justify; text-indent: 36.0pt;">TT<span style="mso-tab-count: 5;"> </span>:
Tidak Tuntas<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 108.0pt; text-align: justify; text-indent: 36.0pt;">Jumlah siswa yang tuntas <span style="mso-tab-count: 2;"> </span>: 16<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 108.0pt; text-align: justify; text-indent: 36.0pt;">Jumlah siswa yang belum tuntas <span style="mso-tab-count: 1;"> </span>: 9<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 108.0pt; text-align: justify; text-indent: 36.0pt;">Klasikal <span style="mso-tab-count: 4;"> </span>:
Belum tuntas<span style="mso-spacerun: yes;"> </span><o:p></o:p></p>
<p align="center" class="MsoNormal" style="line-height: 200%; margin-left: 20.1pt; text-align: center; text-indent: 36.0pt;">Tabel 4.3. Rekapitulasi Hasil Tes Formatif
Siswa pada Siklus I<o:p></o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 61.5pt; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 480;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.05pt;" valign="top" width="37">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">No<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 224.4pt;" valign="top" width="299">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Uraian<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.85pt;" valign="top" width="137">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Hasil Siklus I<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.05pt;" valign="top" width="37">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">1<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">2<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">3<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 224.4pt;" valign="top" width="299">
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Nilai
rata-rata tes formatif<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Jumlah
siswa yang tuntas belajar<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Persentase
ketuntasan belajar<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.85pt;" valign="top" width="137">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">66,40<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">16<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">64,00<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;"><span style="mso-spacerun: yes;"> </span>Dari tabel di
atas dapat dijelaskan bahwa dengan menerapkan pembelajaran kontekstual model
pengajaran berbasis masalah diperoleh nilai rata-rata prestasi belajar siswa
adalah 66,40 dan ketuntasan belajar mencapai 64,00% atau ada 16 siswa<span style="mso-spacerun: yes;"> </span>dari 25 siswa sudah tuntas belajar. Hasil
tersebut menunjukkan bahwa pada siklus pertama secara klasikal siswa belum
tuntas belajar, karena siswa yang memperoleh nilai ≥ 65 hanya sebesar 64,00%
lebih kecil dari persentase ketuntasan yang dikehendaki yaitu sebesar 85%. Hal
ini disebabkan karena siswa masih asing dengan diterapkannya pembelajaran kontekstual
model pengajaran berbasis masalah. <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.4pt; text-align: justify; text-indent: -18.7pt;">2. <span style="mso-tab-count: 1;"> </span>Siklus II<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: -18.7pt;">a. <span style="mso-tab-count: 1;"> </span>Tahap
perencanaan <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;">Pada tahap ini peneliti mempersiapkan perangkat
pembelajaran yang terdiri dari rencana pelajaran 2, soal tes formatif II dan
alat-alat pengajaran yang mendukung. <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: -18.7pt;">b. <span style="mso-tab-count: 1;"> </span>Tahap kegiatan
dan pelaksanaan <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;">Pelaksanaan kegiatan belajar mengajar untuk siklus II
dilaksanakan pada tanggal 11 Oktober 2022 di Kelas X dengan jumlah siswa 25
siswa. Dalam hal ini peneliti bertindak sebagai guru. Adapun proses belajar
mengajar mengacu pada rencana pelajaran dengan memperhatikan revisi pada siklus
I, sehingga kesalah atau kekurangan pada siklus I tidak terulanga lagi pada
siklus II. Pengamatan (observasi) dilaksanakan bersamaan dengan pelaksanaan
belajar mengajar. <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;">Pada akhir proses belajar mengajar siswa diberi tes
formatif II dengan tujuan untuk mengetahui tingkat keberhasilan siswa dalam
proses belajar mengajar yang telah dilakukan. Instrument yang digunakan adalah
tes formatif II. Adapun data hasil penelitian pada siklus II adalah sebagai
berikut.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 20.1pt; text-indent: 36.0pt;"><span style="mso-spacerun: yes;"> </span>Table 4.4.
Nilai Tes<span style="mso-spacerun: yes;"> </span>Formatif Pada Siklus II<o:p></o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 61.5pt; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 480; width: 449px;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; page-break-inside: avoid;">
<td rowspan="2" style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">No. Urut<o:p></o:p></span></p>
</td>
<td rowspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Nilai<o:p></o:p></span></p>
</td>
<td colspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.8pt;" valign="top" width="100">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Keterangan<o:p></o:p></span></p>
</td>
<td rowspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">No. Urut<o:p></o:p></span></p>
</td>
<td rowspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Nilai<o:p></o:p></span></p>
</td>
<td colspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.8pt;" valign="top" width="100">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Keterangan<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1; page-break-inside: avoid;">
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">T<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">TT<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">T<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">TT<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">1<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">14<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">2<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">15<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">60<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">3<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">90<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">16<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">4<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">50<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">17<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">5<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">18<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">6<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">19<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">7<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">20<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">60<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">8<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">60<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">21<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">9<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">22<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">10<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">23<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">60<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">11<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">24<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 13;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">12<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">50<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">25<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 14; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">13<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td rowspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Jumlah <o:p></o:p></span></p>
</td>
<td rowspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><!--[if supportFields]><span
style='font-size:10.0pt'><span style='mso-element:field-begin'></span><span
style='mso-spacerun:yes'> </span>=SUM(ABOVE) <span style='mso-element:field-separator'></span></span><![endif]--><span style="font-size: 10.0pt;"><span style="mso-no-proof: yes;">860</span></span><!--[if supportFields]><span
style='font-size:10.0pt'><span style='mso-element:field-end'></span></span><![endif]--><span style="font-size: 10.0pt;"><o:p></o:p></span></p>
</td>
<td rowspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">9<o:p></o:p></span></p>
</td>
<td rowspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">3<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 18.9pt; mso-yfti-irow: 15; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 18.9pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Jumlah<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.9pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><!--[if supportFields]><span
style='font-size:10.0pt'><span style='mso-element:field-begin'></span><span
style='mso-spacerun:yes'> </span>=SUM(ABOVE) <span style='mso-element:field-separator'></span></span><![endif]--><span style="font-size: 10.0pt;"><span style="mso-no-proof: yes;">920</span></span><!--[if supportFields]><span
style='font-size:10.0pt'><span style='mso-element:field-end'></span></span><![endif]--><span style="font-size: 10.0pt;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.9pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">10<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 18.9pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">3<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 16; mso-yfti-lastrow: yes;">
<td colspan="8" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 336.6pt;" valign="top" width="449">
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Jumlah
Skor 1780<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Jumlah
Skor Maksimal Ideal 2500 <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">%
Skor Tercapai 71,20<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Keterangan: <span style="mso-tab-count: 1;"> </span>T
<span style="mso-tab-count: 5;"> </span>:
Tuntas <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 108.0pt; text-align: justify; text-indent: 36.0pt;">TT<span style="mso-tab-count: 5;"> </span>:
Tidak Tuntas<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 108.0pt; text-align: justify; text-indent: 36.0pt;">Jumlah siswa yang tuntas <span style="mso-tab-count: 2;"> </span>: 19<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 108.0pt; text-align: justify; text-indent: 36.0pt;">Jumlah siswa yang belum tuntas <span style="mso-tab-count: 1;"> </span>: 6<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 108.0pt; text-align: justify; text-indent: 36.0pt;">Klasikal <span style="mso-tab-count: 4;"> </span>:
Belum tuntas<span style="mso-spacerun: yes;"> </span><o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 20.1pt; text-align: justify; text-indent: 36.0pt;"><span style="mso-spacerun: yes;"> </span><o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 20.1pt; text-align: justify; text-indent: 36.0pt;"><span style="mso-spacerun: yes;">
</span>Tabel 4.5. Hasil Tes Formatif Siswa pada Siklus II<o:p></o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 61.5pt; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 480;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 25.5pt;" valign="top" width="34">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">No<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 224.4pt;" valign="top" width="299">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Uraian<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.0pt;" valign="top" width="132">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Hasil Siklus II<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 25.5pt;" valign="top" width="34">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">1<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">2<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">3<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 224.4pt;" valign="top" width="299">
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Nilai
rata-rata tes formatif<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Jumlah
siswa yang tuntas belajar<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Persentase
ketuntasan belajar<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.0pt;" valign="top" width="132">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">71,20<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">19<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">76,00<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 37.4pt;">Dari tabel di atas diperoleh nilai rata-rata prestasi
belajar siswa adalah 71,20 dan ketuntasan belajar mencapai 76,00% atau ada 19
siswa dari 25 siswa sudah tuntas belajar. Hasil ini menunjukkan bahwa pada
siklus II ini ketuntasan belajar secara klasikal telah mengalami<span style="mso-spacerun: yes;"> </span>peningkatan sedikit lebih baik dari <st1:place w:st="on"><st2:sn w:st="on">siklus</st2:sn> <st2:sn w:st="on">I.</st2:sn></st1:place>
Adanya peningkatan hasil belajar siswa ini karena siswa sudah mulai akrab dan
menemuan keasyikan dengan metode pembelajaran kontekstual model pengajaran
berbasis masalah. Disamping itu kemampuan guru dalam mengelola proses belajar
mengajar dalam metode ini juga semakin meningkat sehingga proses
belalar-mengajar semakin efektif. <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 37.4pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 37.4pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.4pt; text-align: justify; text-indent: -18.7pt;">3. <span style="mso-tab-count: 1;"> </span>Siklus III<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: -18.7pt;">a. <span style="mso-tab-count: 1;"> </span>Tahap
Perencanaan<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;">Pada tahap ini peneliti mempersiapkan perangkat
pembelajaran yang terdiri dari rencana pelajaran 3, soal tes formatif 3 dan
alat-alat pengajaran yang mendukung. <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: -20.1pt;">b. <span style="mso-tab-count: 1;"> </span>Tahap
kegiatan dan pengamatan<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;">Pelaksanaan kegiatan belajar mengajar untuk siklus III
dilaksanakan pada tanggal 18 Oktober 2022 di Kelas X dengan jumlah siswa 25
siswa. Dalam hal ini peneliti bertindak sebagai guru. Adapun proses belajar
mengajar mengacu pada rencana pelajaran dengan memperhatikan revisi pada siklus
II, sehingga kesalahan atau kekurangan pada siklus II tidak terulang lagi pada
siklus III. Pengamatan (observasi) dilaksanakan bersamaan dengan pelaksanaan
belajar mengajar. <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;">Pada akhir proses belajar mengajar siswa diberi tes
formatif III dengan tujuan untuk mengetahui tingkat keberhasilan siswa dalam
proses belajar mengajar yang telah dilakukan. Instrumen yang digunakan adalah
tes formatif III. Adapun data hasil penelitian pada siklus III adalah sebagai
berikut:<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 20.1pt; text-indent: 36.0pt;"><span style="mso-spacerun: yes;"> </span>Table 4.6. Nilai
Tes Formatif Pada Siklus III<o:p></o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 61.5pt; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 480; width: 449px;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; page-break-inside: avoid;">
<td rowspan="2" style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">No. Urut<o:p></o:p></span></p>
</td>
<td rowspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Nilai<o:p></o:p></span></p>
</td>
<td colspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.8pt;" valign="top" width="100">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Keterangan<o:p></o:p></span></p>
</td>
<td rowspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">No. Urut<o:p></o:p></span></p>
</td>
<td rowspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Nilai<o:p></o:p></span></p>
</td>
<td colspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.8pt;" valign="top" width="100">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Keterangan<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1; page-break-inside: avoid;">
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">T<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">TT<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">T<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">TT<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">1<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">14<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">2<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">15<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">90<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">3<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">16<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">4<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">17<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">5<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">18<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">6<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">90<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">19<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">60<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">7<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">20<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">8<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">60<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">21<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">90<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">9<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">22<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">10<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">90<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">23<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">11<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">24<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 13;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">12<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">25<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">60<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 14; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">13<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">90<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td rowspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.05pt;" valign="top" width="71">
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Jumlah
<o:p></o:p></span></p>
</td>
<td rowspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.45pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><!--[if supportFields]><span
style='font-size:10.0pt'><span style='mso-element:field-begin'></span><span
style='mso-spacerun:yes'> </span>=SUM(ABOVE) <span style='mso-element:field-separator'></span></span><![endif]--><span style="font-size: 10.0pt;"><span style="mso-no-proof: yes;">920</span></span><!--[if supportFields]><span
style='font-size:10.0pt'><span style='mso-element:field-end'></span></span><![endif]--><span style="font-size: 10.0pt;"><o:p></o:p></span></p>
</td>
<td rowspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">10<o:p></o:p></span></p>
</td>
<td rowspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">2<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 15; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="top" width="71">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Jumlah<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 40.5pt;" valign="top" width="54">
<p align="center" class="MsoNormal" style="text-align: center;"><!--[if supportFields]><span
style='font-size:10.0pt'><span style='mso-element:field-begin'></span><span
style='mso-spacerun:yes'> </span>=SUM(ABOVE) <span style='mso-element:field-separator'></span></span><![endif]--><span style="font-size: 10.0pt;"><span style="mso-no-proof: yes;">1010</span></span><!--[if supportFields]><span
style='font-size:10.0pt'><span style='mso-element:field-end'></span></span><![endif]--><span style="font-size: 10.0pt;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">12<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.4pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">1<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 16; mso-yfti-lastrow: yes;">
<td colspan="8" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 336.6pt;" valign="top" width="449">
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Jumlah
Skor 1930<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Jumlah
Skor Maksimal Ideal 2500 <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">%
Skor Tercapai 77,20<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><span style="font-size: 10.0pt; line-height: 200%;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 20.1pt; text-align: justify; text-indent: 36.0pt;">Keterangan: <span style="mso-tab-count: 1;"> </span>T
<span style="mso-tab-count: 5;"> </span>:
Tuntas <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 108.0pt; text-align: justify; text-indent: 36.0pt;">TT<span style="mso-tab-count: 5;"> </span>:
Tidak Tuntas<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 108.0pt; text-align: justify; text-indent: 36.0pt;">Jumlah siswa yang tuntas <span style="mso-tab-count: 2;"> </span>: 22<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 108.0pt; text-align: justify; text-indent: 36.0pt;">Jumlah siswa yang belum tuntas <span style="mso-tab-count: 1;"> </span>: 3<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 108.0pt; text-align: justify; text-indent: 36.0pt;">Klasikal <span style="mso-tab-count: 4;"> </span>:
Tuntas<span style="mso-spacerun: yes;"> </span><o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 20.1pt; text-align: justify; text-indent: 36.0pt;">Tabel 4.7. Hasil Tes Formatif Siswa pada Siklus III<o:p></o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 61.5pt; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 480;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 25.5pt;" valign="top" width="34">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">No<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 224.4pt;" valign="top" width="299">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Uraian<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.0pt;" valign="top" width="132">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Hasil Siklus III<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 25.5pt;" valign="top" width="34">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">1<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">2<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">3<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 224.4pt;" valign="top" width="299">
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Nilai
rata-rata tes formatif<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Jumlah
siswa yang tuntas belajar<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Persentase
ketuntasan belajar<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 99.0pt;" valign="top" width="132">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">77,20<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">22<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">88,00<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 37.4pt;">Berdasarkan tabel diatas diperoleh nilai rata-rata tes
formatif sebesar 77,20 dan dari 25 siswa yang telah tuntas sebanyak 22 siswa
dan 3 siswa belum mencapai ketuntasan belajar. Maka secara klasikal ketuntasan
belajar yang telah tercapai sebesar 88,00% (termasuk kategori tuntas).<span style="mso-spacerun: yes;"> </span>Hasil pada siklus III ini mengalami
peningkatan lebih baik dari siklus II. Adanya peningkatan hasil belajar pada siklus
III ini dipengaruhi oleh adanya peningkatan kemampuan siswa mempelajari materi
pelajaran yang telah diterapkan selama ini. Disamping itu dengan adanya metode
pembelajaran ini siswa dapat bertanya dengan sesama temanya, dan ternyata dari
proses bertanya antar siswa ini, siswa lebih mudah menerima penjelasan dari
temannya yang lebih paham tengtang materi pelejaran tersebut. Juga dari hasil
pembelajaran kontekstual model pengajaran berbasis masalah ini murid jadi lebih
mudah untuk bekerja sama dengan sesama temanya.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: -18.7pt;">c. <span style="mso-tab-count: 1;"> </span>Refleksi<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;">Pada tahap ini akah dikaji apa yang telah terlaksana
dengan baik maupun yang masih kurang baik dalam proses belajar mengajar dengan
penerapan<span style="mso-spacerun: yes;"> </span>metode pembelajaran
kontekstual model pengajaran berbasis masalah. Dari data-data yang telah
diperoleh dapat duraikan sebagai berikut: <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 72.0pt; mso-list: l2 level1 lfo5; tab-stops: list 72.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Selama proses belajar mengajar guru telah melaksanakan
semua pembelajaran dengan baik. Meskipun ada beberapa aspek yang belum
sempurna, tetapi persentase pelaksanaannya untuk masing-masing aspek cukup
besar.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 72.0pt; mso-list: l2 level1 lfo5; tab-stops: list 72.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Berdasarkan data hasil pengamatan diketahui bahwa siswa
aktif selama proses belajar berlangsung.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 72.0pt; mso-list: l2 level1 lfo5; tab-stops: list 72.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Kekurangan pada siklus-siklus sebelumnya sudah
mengalami perbaikan dan peningkatan sehingga menjadi lebih baik.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 72.0pt; mso-list: l2 level1 lfo5; tab-stops: list 72.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Hasil belajar siswsa pada siklus III mencapai
ketuntasan.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: -18.7pt;">d. <span style="mso-tab-count: 1;"> </span>Revisi
Pelaksanaan <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;">Pada siklus III guru telah menerapkan<span style="mso-spacerun: yes;"> </span>metode pembelajaran kontekstual model
pengajaran berbasis masalah dengan baik dan dilihat dari aktivitas siswa serta
hasil belajar siswa pelaksanaan proses belajar mengajar sudah berjalan dengan
baik. Maka tidak diperlukan revisi terlalu banyak, tetapi yang perlu
diperhatikan untuk tindakah selanjutnya adalah memaksimalkan dan mempertahankan
apa yang telah ada dengan tujuan agar pada pelaksanaan proses belajar mengajar
selanjutnya penerapan metode pembelajaran kontekstual model pengajaran berbasis
masalah dapat meningkatkan proses belajar mengajar sehingga tujuan pembelajaran
dapat tercapai.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: -18.7pt;"><b style="mso-bidi-font-weight: normal;">C. <span style="mso-tab-count: 1;"> </span>Pembahasan<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.4pt; text-align: justify; text-indent: -18.7pt;">1. <span style="mso-tab-count: 1;"> </span>Ketuntasan
Hasil belajar Siswa<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Melalui hasil peneilitian ini menunjukkan bahwa
pembelajaran kontekstual model pengajaran berbasis masalah memiliki dampak
positif dalam meningkatkan daya ingat siswa. Hal ini dapat dilihat dari semakin
mantapnya pemahaman dan penguasaan siswa terhadap materi yang telah disampaikan
guru selama ini (ketuntasan belajar meningkat dari sklus I, II, dan III) yaitu
masing-masing 64,00%, 76,00%, dan 88,00%. Pada siklus III ketuntasan belajar
siswa secara klasikal telah tercapai.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.4pt; text-align: justify; text-indent: -18.7pt;">2. <span style="mso-tab-count: 1;"> </span>Kemampuan
Guru dalam Mengelola Pembelajaran <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Berdasarkan analisis data, diperoleh aktivitas siswa
dalam proses pembelajaran kontekstual model pengajaran berbasis masalah dalam
setiap siklus mengalami peningkatan. Hal ini berdampak positif terhadap proses
mengingat kembali materi pelajaran yang telah diterima selama ini, yaitu dapat
ditunjukkan dengan meningkatnya nilai rata-rata siswa pada setiap siklus yang
terus mengalami peningkatan.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.4pt; text-align: justify; text-indent: -18.7pt;">3. <span style="mso-tab-count: 1;"> </span>Aktivitas
Guru dan Siswa Dalam Pembelajaran <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Berdasarkan analisis data, diperoleh aktivitas siswa
dalam proses pembelajaran Biologi dengan pembelajaran kontekstual model
pengajaran berbasis masalah yang paling dominan adalah bekerja dengan
menggunakan alat/media, mendengarkan/memperhatikan penjelasan guru, dan diskusi
antar siswa/antara siswa dengan guru. Jadi dapat dikatakan bahwa aktivitas
isiwa dapat dikategorikan aktif.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Sedangkan untuk aktivitas guru selama pembelajaran
telah melaksanakan langkah-langkah metode pembelajaran kontekstual model
pengajaran berbasis masalahdengan baik. Hal ini terlihat dari aktivitas guru
yang muncul di antaranya aktivitas membimbing dan mengamati siswa dalam
mengerjakan kegiatan, menjelaskan/melatih menggunakan alat, memberi umpan
balik/evaluasi/tanya jawab dimana prosentase untuk aktivitas di atas cukup
besar.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;">BAB V<o:p></o:p></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;">PENUTUP<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: -18.7pt;"><b style="mso-bidi-font-weight: normal;">A. <span style="mso-tab-count: 1;"> </span>Kesimpulan <span style="mso-tab-count: 1;"> </span><o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: 36.0pt;">Dari hasil kegiatan pembelajaran yang telah dilakukan
selama tiga siklus, dan berdasarkan seluruh pembahasan serta analisis yang
telah dilakukan dapat disimpulkan sebagai berikut:<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.4pt; text-align: justify; text-indent: -18.7pt;">1. <span style="mso-tab-count: 1;"> </span>Pembelajaran
dengan pembelajaran kontekstual model pengajaran berbasis masalah memiliki
dampak positif dalam meningkatkan prestasi belajar siswa yang ditandai dengan
peningkatan ketuntasan belajar siswa dalam setiap siklus, yaitu siklus I
(64,00%), siklus II (76,00%), siklus III (88,00%). <o:p></o:p></p>
<ol start="2" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l11 level1 lfo2; tab-stops: list 36.0pt; text-align: justify;">Penerapan pembelajaran kontekstual model pengajaran
berbasis masalah mempunyai pengaruh positif, yaitu dapat meningkatkan
motivasi belajar siswa untuk mempelajari materi pelajaran yang diterima
selama ini, dimana hal tersebut ditunjukan dengan rata-rata sikap siswa
yang menyatakan bahwa siswa tertarik dan berminat dengan pembelajaran
kontekstual model pengajaran berbasis masalah sehingga mereka menjadi
termotivasi untuk belajar.<o:p></o:p></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l11 level1 lfo2; tab-stops: list 36.0pt; text-align: justify;">Pembelajaran kontekstual model pengajaran berbasis
masalah memiliki dampak positif terhadap pemahaman materi pelajaran yang
diajaran, dimana dengan metode ini siswa dBiologiksa untuk memecahkan
masalah yang beruhubungan dengan materi palajaran yang diajarkan.<o:p></o:p></li>
</ol>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: -18.7pt;"><b style="mso-bidi-font-weight: normal;">B. <span style="mso-tab-count: 1;"> </span>Saran<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: 36.0pt;">Dari hasil penelitian yang diperoleh dari uraian
sebelumnya agar proses belajar mengajar Biologi lebih efektif dan lebih
memberikan hasil yang optimal bagi siswa, maka disampaikan saran sebagai
berikut:<o:p></o:p></p>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l14 level1 lfo6; tab-stops: list 36.0pt; text-align: justify;">Untuk melaksanakan metode pembelajaran kontekstual
model pengajaran berbasis masalah memerlukan persiapan yang cukup matang,
sehingga guru harus mempu menentukan atau memilih topik yang benar-benar
bisa diterapkan dengan pembelajaran kontekstual model pengajaran berbasis
masalah dalam proses belajar mengajar sehingga diperoleh hasil yang
optimal.<o:p></o:p></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l14 level1 lfo6; tab-stops: list 36.0pt; text-align: justify;">Dalam rangka meningkatkan prestasi belajar siswa,
guru hendaknya lebih sering melatih siswa dengan berbagai metode
pengajaran yang sesuai, walau dalam taraf yang sederhana,<span style="mso-spacerun: yes;"> </span>dimana siswa nantinya dapat menemuan
pengetahuan baru, memperoleh konsep dan keterampilan, sehingga siswa
berhasil atau mampu memecahkan masalah-masalah yang dihadapinya.<o:p></o:p></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l14 level1 lfo6; tab-stops: list 36.0pt; text-align: justify;">Perlu adanya penelitian yang lebih lanjut, karena
hasil penelitian ini hanya dilakukan di Sekolah SMAN 1 Lambitu kelas X Tahun
Pelajaran 2022/2023<o:p></o:p></li>
</ol>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify;"><o:p> </o:p></p>
<p align="center" class="MsoBodyTextIndent" style="text-align: center; text-indent: 0cm;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p align="center" class="MsoBodyTextIndent" style="text-align: center; text-indent: 0cm;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p align="center" class="MsoBodyTextIndent" style="text-align: center; text-indent: 0cm;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p class="MsoBodyTextIndent" style="text-indent: 0cm;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p align="center" class="MsoBodyTextIndent" style="text-align: center; text-indent: 0cm;"><b style="mso-bidi-font-weight: normal;">DAFTAR PUSTAKA<o:p></o:p></b></p>
<p class="MsoBodyTextIndent" style="text-align: justify; text-indent: 0cm;"><o:p> </o:p></p>
<p class="MsoBodyTextIndent" style="margin-left: 63.0pt; text-align: justify; text-indent: -63.0pt;">Arikunto, Suharsimi. ..... Prosedur Penelitian Suatu
Pendekatan Praktek. <st1:place w:st="on"><st1:city w:st="on">Jakarta</st1:city></st1:place>:
Rineksa Cipta<o:p></o:p></p>
<p class="MsoBodyTextIndent" style="margin-left: 63.0pt; text-align: justify; text-indent: -63.0pt;">Ali, Muhammad. 1996. Guru Dalam Proses Belajar Mengajar. <st1:place w:st="on"><st1:city w:st="on">Bandung</st1:city></st1:place>: Sinar Baru
Algesindon.<o:p></o:p></p>
<p class="MsoBodyTextIndent" style="margin-left: 63.0pt; text-align: justify; text-indent: -63.0pt;">Daroeso, Bambang. 1989. Dasar dan Konsep Pendidikan Moral
Pancasila. <st1:place w:st="on"><st1:city w:st="on">Semarang</st1:city></st1:place>:
Aneka Ilmu.<o:p></o:p></p>
<p class="MsoBodyTextIndent" style="margin-left: 63.0pt; text-align: justify; text-indent: -63.0pt;">Dayan, Anto. 1972. Pengantar Metode Statistik Deskriptif,
tt. Lembaga Penelitian Pendidian dan Penerangan Ekonomi.<o:p></o:p></p>
<p class="MsoBodyTextIndent" style="margin-left: 63.0pt; text-align: justify; text-indent: -63.0pt;">Hadi, Sutrisno. 198. Metodologi Research, Jilid 1. <st1:place w:st="on">Yogyakarta</st1:place>: YP. Fak. Psikologi UGM.<o:p></o:p></p>
<p class="MsoBodyTextIndent" style="margin-left: 63.0pt; text-align: justify; text-indent: -63.0pt;">Melvin, L. Siberman. 2004. Aktif Learning, 101 Cara
Belajar Siswa Aktif. <st1:place w:st="on"><st1:city w:st="on">Bandung</st1:city></st1:place>:
Nusamedia dan Nuansa.<o:p></o:p></p>
<p class="MsoBodyTextIndent" style="margin-left: 63.0pt; text-align: justify; text-indent: -63.0pt;">Ngalim, Purwanto M. 1990. Psikologi Pendidikan. <st1:place w:st="on"><st1:city w:st="on">Bandung</st1:city></st1:place>: PT. Remaja
Rosdakarya.<o:p></o:p></p>
<p class="MsoBodyTextIndent" style="margin-left: 63.0pt; text-align: justify; text-indent: -63.0pt;">Riduwan. 2000. Belajar Mudah Penelitian untuk
Guru-Karyawan dan Peneliti Pemula. <st1:place w:st="on"><st1:city w:st="on">Bandung</st1:city></st1:place>:
Alfabeta.<o:p></o:p></p>
<p class="MsoBodyTextIndent" style="margin-left: 63.0pt; text-align: justify; text-indent: -63.0pt;">Sukmadinata, Nana Syaodih. 2000. Metode Penelitian
Pendidikan. <st1:place w:st="on"><st1:city w:st="on">Bandung</st1:city></st1:place>:
PT. Remaja Rosdakarya.<o:p></o:p></p>
<p class="MsoBodyTextIndent" style="text-align: justify; text-indent: 0cm;">Surakhmad,
Winarno. 1990. Metode Pengajaran Nasional. <st1:place w:st="on"><st1:city w:st="on">Bandung</st1:city></st1:place>: Jemmars.<o:p></o:p></p>
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 200%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"><br clear="all" style="page-break-before: always;" />
</span></b>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b><span style="font-size: 14.0pt; line-height: 200%;">LAMPIRAN – LAMPIRAN<o:p></o:p></span></b></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><b><span style="font-size: 14.0pt; line-height: 200%;">Foto Kegiatan Penelitan di kelas<o:p></o:p></span></b></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><span style="mso-no-proof: yes;"><!--[if gte vml 1]><v:shape id="_x0000_i1029" type="#_x0000_t75"
style='width:462.75pt;height:174.75pt;visibility:visible'>
<v:imagedata src="file:///C:\Users\USER\AppData\Local\Temp\msohtmlclip1\01\clip_image010.png"
o:title=""/>
</v:shape><![endif]--><!--[if !vml]--><img height="233" src="file:///C:/Users/USER/AppData/Local/Temp/msohtmlclip1/01/clip_image011.jpg" v:shapes="_x0000_i1029" width="617" /><!--[endif]--><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><span style="mso-no-proof: yes;"><!--[if gte vml 1]><v:shape id="Picture_x0020_3"
o:spid="_x0000_i1030" type="#_x0000_t75" alt="Description: C:\Users\USER\Pictures\gambar 2.png"
style='width:468pt;height:174.75pt;visibility:visible'>
<v:imagedata src="file:///C:\Users\USER\AppData\Local\Temp\msohtmlclip1\01\clip_image012.png"
o:title="gambar 2"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="Description: C:\Users\USER\Pictures\gambar 2.png" height="233" src="file:///C:/Users/USER/AppData/Local/Temp/msohtmlclip1/01/clip_image013.jpg" v:shapes="Picture_x0020_3" width="624" /><!--[endif]--><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><span style="mso-no-proof: yes;"><!--[if gte vml 1]><v:shape id="Picture_x0020_4"
o:spid="_x0000_i1031" type="#_x0000_t75" alt="Description: C:\Users\USER\Downloads\WhatsApp Image 2023-11-29 at 14.24.31.jpeg"
style='width:476.25pt;height:156.75pt;visibility:visible'>
<v:imagedata src="file:///C:\Users\USER\AppData\Local\Temp\msohtmlclip1\01\clip_image014.jpg"
o:title="WhatsApp Image 2023-11-29 at 14"/>
</v:shape><![endif]--><!--[if !vml]--><img alt="Description: C:\Users\USER\Downloads\WhatsApp Image 2023-11-29 at 14.24.31.jpeg" height="209" src="file:///C:/Users/USER/AppData/Local/Temp/msohtmlclip1/01/clip_image015.jpg" v:shapes="Picture_x0020_4" width="635" /><!--[endif]--><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><b><span style="font-size: 14.0pt; line-height: 200%;"><o:p> </o:p></span></b></p>sman1lambituhttp://www.blogger.com/profile/04239822817676830143noreply@blogger.comtag:blogger.com,1999:blog-6738640522491579185.post-55756836887389176052023-11-30T08:44:00.000+07:002023-11-30T08:44:06.192+07:00PTK UPAYA MENINGKATKAN PRESTASI BELAJAR BIOLOGI DENGAN METODE PEMBELAJARAN PENEMUAN (DISCOVERY) PADA SISWA KELAS X SMA NEGERI 1 LAMBITU TAHUN PELAJARAN 2021/2022<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 200%;">UPAYA MENINGKATKAN PRESTASI BELAJAR BIOLOGI DENGAN METODE PEMBELAJARAN
PENEMUAN (<i style="mso-bidi-font-style: normal;">DISCOVERY</i>) PADA SISWA KELAS
X SMA NEGERI 1 LAMBITU TAHUN PELAJARAN 2021/2022<span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></span></b></p>
<p class="MsoNormal" style="line-height: 200%;"><b><span style="font-size: 14.0pt; line-height: 200%; mso-bidi-font-size: 12.0pt;"><o:p> </o:p></span></b></p>
<div class="separator" style="clear: both; text-align: center;"><img alt="" border="0" class="placeholder" height="240" id="2028ed7a2fbce" src="https://www.blogger.com/img/transparent.gif" style="background-color: #d8d8d8; background-image: url('https://fonts.gstatic.com/s/i/materialiconsextended/insert_photo/v6/grey600-24dp/1x/baseline_insert_photo_grey600_24dp.png'); background-position: center; background-repeat: no-repeat; opacity: 0.6;" width="320" /></div><br /><br />
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><o:p> </o:p></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b><span style="font-size: 14.0pt; line-height: 200%; mso-bidi-font-size: 12.0pt;">OLEH <o:p></o:p></span></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b><span style="font-size: 14.0pt; line-height: 200%; mso-bidi-font-size: 12.0pt;">SRI
MULYATI,S.Pd</span></b><o:p></o:p></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b><span style="font-size: 14.0pt; line-height: 200%;">DINAS PENDIDIKAN DAN KEBUDAYAAN<o:p></o:p></span></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b><span style="font-size: 14.0pt; line-height: 200%;">PEMERINTAH PROVINSI NUSA TENGGRA
BARAT<o:p></o:p></span></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b><span style="font-size: 14.0pt; line-height: 200%;">2021<o:p></o:p></span></b></p>
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"><br clear="all" style="page-break-before: always;" />
</span></b>
<p align="center" class="MsoBodyText" style="text-align: center;"><b>KATA PENGANTAR<o:p></o:p></b></p>
<p class="MsoBodyText"><b><o:p> </o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><span style="mso-tab-count: 1;"> </span>Dengan mengucap syukur Alhamdulillah
kehadirat Allah SWT, hanya dengan limpahan rahmat dan hidayah-Nya, penulis
dapat menyelesaikan tugas penyusunan karya ilmiah dengan judul “Upaya
Meningkatkan Prestasi Dan Kualitas Belajar Biologi Dengan Metode Pembelajaran
Penemuan (Discovery) Pada Siswa Kelas X Tahun Pelajaran 2021/2022”, penulisan
karya ilmiah ini kami susun untuk dBiologikai dalam bacaan di perpustakaan
sekolah dan dapat dBiologikai sebagai perbandingan dalam pembuatan karya ilmiah
bagi teman sejawat juga anak didik pada latihan diskusi ilmiah dalam rangka
pembinaan karya ilmiah remaja.<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; text-align: justify;"><span style="mso-tab-count: 1;"> </span>Dalam penyusunan karya ilmiah ini
penulis banyak mendapat bantuan dari berbagai pihak. Untuk itu terima kasih
ucapkan dengan tulus dan sedalam-dalamnya kepada:<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l10 level1 lfo18; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Yth. Kepala Dinas Pendidikan dan Kebudayaan<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l10 level1 lfo18; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Yth. Kepala SMAN 1 Lambitu<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l10 level1 lfo18; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Yth. Rekan-rekan Guru SMAN 1 Lambitu. <o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l10 level1 lfo18; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Semua pihak yang telah banyak membantu sehingga
penulisan ini selesai.<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; text-align: justify; text-indent: 36.0pt;">Penulis menyadari bahwa penulisan karya ilmiah ini jauh dari sempurna
untuk itu segala kritik dan saran yang bersifat membangun dari semua pihak
selalu penulis harapkan.<span style="mso-tab-count: 5;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span><o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; text-indent: 36.0pt;"><span style="mso-tab-count: 6;"> </span><span style="mso-spacerun: yes;"> </span>Penulis<o:p></o:p></p>
<p align="center" class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: center;"><b>DAFTAR
ISI<o:p></o:p></b></p>
<p align="center" class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: center;"><b><o:p> </o:p></b></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;"><o:p> </o:p></p>
<p align="right" class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: right;">Halaman<o:p></o:p></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;">Halaman
Judul <span style="mso-tab-count: 1 dotted;">................................................................................................. </span><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span>i<span style="mso-spacerun: yes;"> </span><o:p></o:p></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;">Lembar
Pengesahan <span style="mso-tab-count: 2 dotted;">................................................................................................ </span>ii<o:p></o:p></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;">Kata
Pengantar <span style="mso-tab-count: 2 dotted;">....................................................................................................... </span>iii<o:p></o:p></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;">Abstrak
<span style="mso-tab-count: 2 dotted;">................................................................................................................... </span>iv<o:p></o:p></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;">Daftar
Isi <span style="mso-tab-count: 2 dotted;">................................................................................................................. </span>v<o:p></o:p></p>
<p class="MsoBodyText" style="margin-left: 45.0pt; tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -45.0pt;">BAB <span style="mso-tab-count: 1 dotted;">..... </span>I<span style="mso-spacerun: yes;">
</span>PENDAHULUAN<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l2 level1 lfo16; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Latar Belakang<span style="mso-spacerun: yes;">
</span>Masalah <span style="mso-tab-count: 2 dotted;">........................................................... </span>1<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l2 level1 lfo16; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Perumusan Masalah<span style="mso-tab-count: 2 dotted;">.................................................................... </span>3<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l2 level1 lfo16; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">C.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Tujuan Penelitian <span style="mso-tab-count: 2 dotted;">....................................................................... </span>3<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l2 level1 lfo16; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">D.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Manfaat Penelitian <span style="mso-tab-count: 2 dotted;">.................................................................... </span>4<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l2 level1 lfo16; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">E.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Definisi Operasional Variabel <span style="mso-tab-count: 1 dotted;">............................................ </span><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span>4<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l2 level1 lfo16; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">F.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Batasan Masalah <span style="mso-tab-count: 2 dotted;">....................................................................... </span>5<o:p></o:p></p>
<p class="MsoBodyText" style="margin-left: 45.0pt; tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -45.0pt;">BAB<span style="mso-spacerun: yes;"> </span>II<span style="mso-spacerun: yes;">
</span>TINJAUAN PUSTAKA <o:p></o:p></p>
<p class="MsoBodyText" style="margin-left: 90.0pt; tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;">A. <span style="mso-tab-count: 1 dotted;"> </span>Hakekat BIOLOGI<span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 2 dotted;">.................................................................. </span>6<o:p></o:p></p>
<p class="MsoBodyText" style="margin-left: 90.0pt; tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;">B. <span style="mso-tab-count: 1 dotted;"> </span>Proses Belajar Mengajar BIOLOGI<span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 2 dotted;">....................................... </span><span style="mso-spacerun: yes;"> </span>7<span style="mso-spacerun: yes;"> </span><o:p></o:p></p>
<p class="MsoBodyText" style="margin-left: 90.0pt; tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;">C. <span style="mso-tab-count: 1 dotted;"> </span>Metode Pembelajaran Penemuan (Discovery) <span style="mso-tab-count: 2 dotted;">.......................... </span>8<o:p></o:p></p>
<p class="MsoBodyText" style="margin-left: 90.0pt; tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;">D. <span style="mso-tab-count: 1 dotted;"> </span>Motivasi Belajar <span style="mso-tab-count: 2 dotted;">...................................................................... </span>11<o:p></o:p></p>
<p class="MsoBodyText" style="margin-left: 90.0pt; tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;">E. <span style="mso-tab-count: 1 dotted;">. </span>Prestasi Belajar BIOLOGI <span style="mso-tab-count: 2 dotted;">...................................................... </span>15<o:p></o:p></p>
<p class="MsoBodyText" style="margin-left: 90.0pt; tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;">G. <span style="mso-tab-count: 1 dotted;"> </span>Hubungan Motivasi dan Prestasi Belajar Terhadap <o:p></o:p></p>
<p class="MsoBodyText" style="margin-left: 90.0pt; tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><span style="mso-tab-count: 1 dotted;">..... </span>Metode pembelajaran Penemuan (discovery) <span style="mso-tab-count: 2 dotted;">......................... </span>16<o:p></o:p></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;">BAB<span style="mso-spacerun: yes;"> </span>III<span style="mso-spacerun: yes;">
</span>METODOLOGI PENELITIAN<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l8 level1 lfo17; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Tempat, Waktu, dan Subyek Penelitian <span style="mso-tab-count: 2 dotted;">.................................. </span>19<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l8 level1 lfo17; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Rancangan Penelitian<span style="mso-spacerun: yes;">
</span><span style="mso-tab-count: 2 dotted;">............................................................. </span>19<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l8 level1 lfo17; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">C.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Instrumen Penelitian <span style="mso-tab-count: 2 dotted;">............................................................... </span>21<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l8 level1 lfo17; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">D.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Metode Pengumpulan Data<span style="mso-spacerun: yes;">
</span><span style="mso-tab-count: 2 dotted;">................................................... </span>25<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l8 level1 lfo17; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">E.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Teknik Analisis Data <span style="mso-tab-count: 2 dotted;">............................................................... </span>25<o:p></o:p></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;">BAB<span style="mso-spacerun: yes;"> </span>IV<span style="mso-spacerun: yes;">
</span>HASIL PENELITIAN DAN PEMBAHASAN<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l12 level1 lfo20; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Analisi Item Butir Soal<span style="mso-spacerun: yes;">
</span><span style="mso-tab-count: 2 dotted;">.......................................................... </span>28<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l12 level1 lfo20; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Analisis Data Penelitian Persiklus<span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 2 dotted;">.......................................... </span>30<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l12 level1 lfo20; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">C.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Pembahasan <span style="mso-tab-count: 1 dotted;">....................................................................... </span><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span>39<o:p></o:p></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;">BAB<span style="mso-spacerun: yes;"> </span>V<span style="mso-spacerun: yes;">
</span>PENUTUP <o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l22 level1 lfo19; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Kesimpulan <span style="mso-tab-count: 2 dotted;">............................................................................. </span>41<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l22 level1 lfo19; tab-stops: list 90.0pt right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Saran <span style="mso-tab-count: 2 dotted;">....................................................................................... </span>41<o:p></o:p></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;">DAFTAR
PUSTAKA <span style="mso-tab-count: 2 dotted;">.......................................................................................... </span>43
<o:p></o:p></p>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"><br clear="all" style="page-break-before: always;" />
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<p align="center" class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: center;"><b>ABSTRAK<o:p></o:p></b></p>
<p align="center" class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: center;"><b><o:p> </o:p></b></p>
<p class="MsoBodyText" style="margin-left: 37.4pt; tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: -37.4pt;"><span style="mso-bidi-font-weight: bold;">Sri Mulyati,2021.</span><i style="mso-bidi-font-style: normal;">Upaya
Meningkatkan Prestasi Dan Kualitas Belajar Biologi Dengan Metode Pembelajaran
Penemuan (discovery) Pada Siswa Kelas X Tahun Pelajaran 2021/2022<span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></i></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;"><span style="mso-bidi-font-weight: bold;"><o:p> </o:p></span></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;"><span style="mso-bidi-font-weight: bold;">Kata Kunci: pembelajaran Biologi, metode
penemuan (<i style="mso-bidi-font-style: normal;">discovery</i>) <o:p></o:p></span></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;"><span style="mso-bidi-font-weight: bold;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 34.55pt;">Berhasilnya
tujuan pembelajaran ditentukan oleh banyak faktor diantaranya adalah faktor
guru dalam melaksanakan proses belajar mengajar, karena guru secara langsung
dapat mempengaruhi, membina dan meningkatkan kecerdasan serta keterampilan
siswa. Untuk mengatasi permasalahan di atas dan guna mencapai tujuan pendidikan
secara maksimal, peran guru sangat penting dan diharapkan guru memiliki
cara/model mengajar yang baik dan mampu memilih model pembelajaran yang tepat
dan sesuai dengan konsep-konsep mata pelajaran yang akan disampaikan.<o:p></o:p></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: 37.4pt;"><span style="mso-bidi-font-weight: bold;">Permasalahan
yang ingin dikaji dalam penelitian ini adalah: (a) Bagaimanakah peningkatan
prestasi belajar siswa dengan diterapkannya pembelajaran penemuan (discovery)?
(b) Bagaimanakah pengaruh metode pembelajaran penemuan (discovery) terhadap
motivasi belajar siswa?<o:p></o:p></span></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: 37.4pt;"><span style="mso-bidi-font-weight: bold;">Tujuan
dari penelitian tindakan ini adalah: (a) Ingin mengetahui peningkatan prestasi
belajar siswa setelah diterapkannya pembelajaran penemuan (discovery). (b)
Ingin mengetahui pengaruh motivasi belajar siswa setelah diterapkannya metode
pembelajaran penemuan (discovery).<o:p></o:p></span></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: 37.4pt;"><span style="mso-bidi-font-weight: bold;">Penelitian
ini menggunakan penelitian tindakan (<i style="mso-bidi-font-style: normal;">action
research</i>) sebanyak tiga putaran. Setiap putaran terdiri dari empat tahap
yaitu: rancangan, kegiatan dan pengamatan, refleksi, dan refisi. Sasaran
penelitian ini adalah siswa Kelas X SMAN 1 Lambitu Data yang diperoleh berupa
hasil tes formatif, lembar observasi kegiatan belajar mengajar.<o:p></o:p></span></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: 37.4pt;"><span style="mso-bidi-font-weight: bold;">Dari
hasil analis didapatkan bahwa prestasi belajar siswa mengalami peningkatan dari
siklus I sampai siklus III yaitu, siklus I (68,18%), siklus II (77,27%), siklus
III (86,36%).<o:p></o:p></span></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify; text-indent: 37.4pt;"><span style="mso-bidi-font-weight: bold;">Kesimpulan
dari penelitian ini adalah metode penemuan (discovery) dapat berpengaruh
positif terhadap motivasi belajar Siswa SMA Negeri 1 Lambitu, serta metode
pembelajaran ini dapat digunakan sebagai salah satu alternatif pembelajaran
Biologi.<o:p></o:p></span></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm; text-align: justify;"><o:p> </o:p></p>
<p class="MsoBodyText" style="tab-stops: right dotted 13.0cm blank 14.0cm;"><b><o:p> </o:p></b></p>
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"><br clear="all" style="page-break-before: always;" />
</span></b>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;">BAB I<o:p></o:p></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;">PENDAHULUAN<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 21.15pt; text-align: justify; text-indent: -21.15pt;"><b style="mso-bidi-font-weight: normal;">A. <span style="mso-tab-count: 1;"> </span>Latar Belakang Masalah<o:p></o:p></b></p>
<p class="MsoBodyTextIndent2" style="text-align: justify; text-indent: 36.0pt;">System
pendidikan di <st1:country-region w:st="on"><st1:place w:st="on">Indonesia</st1:place></st1:country-region>
ternyata telah mengalami banyak perubahan. Perubahan-perubahan itu terjadi
karena telah dilakukan berbagai usaha pembaharuan dalam pendidikan. Akibat
pengaruh itu pendidikan semakin mengalami kemajuan.<o:p></o:p></p>
<p class="MsoBodyTextIndent2" style="text-align: justify; text-indent: 36.0pt;">Sejalan
dengan kemajuan tersebut, maka dewasa ini pendidikan di sekolah-sekolah telah
menunjukkan perkembangan yang sangat pesat. Perkemangan itu terjadi karena
terdorong adanya pembaharuan tersebut, sehingga di dalam pengajaranpun guru
selalu ingin menemukan metode dan peralatan baru yang dapat memberikan semangat
belajar bagi murid-murid. Bahkan secara keseluruhan dapat dikatakan bahawa
pembaharuan dalam system pendidikan yang mencakup seluruh komponen yang ada.
Pembangunan di bidang pendidikan barulah ada artinya apabila dalam pendidiakn
dapat dimanfaatkan sesuai dengan kebutuhan masyarakat dan bangsa <st1:country-region w:st="on"><st1:place w:st="on">Indonesia</st1:place></st1:country-region> yang
sedang membangun.<o:p></o:p></p>
<p class="MsoBodyTextIndent2" style="text-align: justify; text-indent: 36.0pt;">Pada
hakekatnya kegiatan belajar mengajar adalah suatu proses interaksi atau
hubungan timbal balik antara guru dan siswa dalam satuan pembelajaran. Guru
sebagai salah satu komponen dalam proses belajar menganjar merupakan pemegang
peran yang sangat penting. Guru bukan hanya sekedar penyampai materi saja,
tetapi lebih dari itu guru dapat dikatakan sebagai sentral pembelajaran.<o:p></o:p></p>
<p class="MsoBodyTextIndent2" style="text-align: justify; text-indent: 36.0pt;"><span style="mso-spacerun: yes;"> </span>Sebagai pengatur sekaligus pelaku dalam proses
belajar mengajar, gurulah yang mengarahkan bagaimana proses belajar mengajar
itu dilaksanakan. Karena itu guru harus dapat membuat suatu pengajaran menjadi
lebeh efektif juga menarik sehingga bahan pelajaran yang disampaikan akan
membuat siswa merasa senang dan merasa perlu untuk mempelajari bahan pelajaran
tersebut.<o:p></o:p></p>
<p class="MsoBodyTextIndent2" style="text-align: justify; text-indent: 36.0pt;">Guru
mengemban tugas yang berat untuk tercapainya tujuan pendidikan nasional yaitu
meningkatkan kualitas manusia Indonesia, manusia seutuhnya yang beriman dan
bertakwa terhadap Tuhan Yang Maha Esa, berbudi pekerti luhur, berkepribadian,
berdisiplin, bekerja keras, tangguh, bertanggung jawab, mandiri, cerdas dan
terampil serta sehat jasmani dan rohani, juga harus mampu menumbuhkan dan
memperdalam rasa cinta terhadap tanah air, mempertebal semangat kebangsaan dan
rasa kesetiakawanan sosial. Sejalan dengan itu pendidikan nasional akan mampu
mewujudkan manusia-manusia pembangunan dan membangun dirinya sendiri serta
bertanggung jawab atas pembangunan bangsa. Depdikbud (1999).<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 28.7pt; text-align: justify; text-indent: 34.3pt;">Berhasilnya tujuan pembelajaran ditentukan oleh banyak
faktor diantaranya adalah faktor guru dalam melaksanakan proses belajar
mengajar, karena guru secara langsung dapat mempengaruhi, membina dan
meningkatkan kecerdasan serta keterampilan siswa. Untuk mengatasi permasalahan
di atas dan guna mencapai tujuan pendidikan secara maksimal, peran guru sangat
penting dan diharapkan guru memiliki cara/model mengajar yang baik dan mampu
memilih model pembelajaran yang tepat dan sesuai dengan konsep-konsep mata
pelajaran yang akan disampaikan.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: 37.4pt;">Untuk itu diperlukan suatu upaya dalam rangka
meningkatkan mutu pendidikan dan pengajaran salah satunya adalah dengan memilih
strategi atau cara dalam menyampaikan materi pelajaran agar diperoleh
peningkatan prestasi belajar siswa khususnya pelajaran Biologi. Misalnya dengan
membimbing siswa untuk bersama-sama terlibat aktif dalam proses pembelajaran
dan mampu membantu siswa berkembang sesuai dengan taraf intelektualnya akan
lebih menguatkan pemahaman siswa terhadap konsep-konsep yang diajarkan.
Pemahaman ini memerlukan minat dan motivasi. Tanpa adanya minat menandakan
bahwa siswa tidak mempunyai motivasi untuk belajar. Untuk itu, guru harus
memberikan suntikan dalam bentuk motivasi sehingga dengan bantuan itu anak
didik dapat keluar dari kesulitan belajar. <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: 37.4pt;">Berdasarkan pengalaman penulis di lapangan, kegagalan
dalam belajar rata-rata dihadapi oleh sejumlah siswa yang tidak memiliki
dorongan belajar. Untuk itu dibutuhkan suatu kegiatan yang dilakukan oleh guru
dengan upaya membangkitkan motivasi belajar siswa, misalnya dengan membimbing
siswa untuk terlibat langsung dalam kegiatan yang melibatkan siswa serta guru
yang berperan sebagai pembimbing untuk menemukan konsep BIOLOGI.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: 37.4pt;">Motivasi tidak hanya menjadikan siswa terlibat dalam
kegiatan akademik, motivasi juga penting dalam menentukan seberapa jauh siswa
akan belajar dari suatu kegiatan pembelajaran atau seberapa jauh menyerap
informasi yang disajikan kepada mereka. Siswa yang termotivasi untuk belajar
sesuatu akan menggunakan proses kognitif yang lebih tinggi dalam mempelajari
materi itu, sehingga siswa itu akan meyerap dan mengendapan materi itu dengan
lebih baik. Tugas penting guru adalah merencanakan bagaimana guru mendukung
motivasi siswa (Nur, 2021: 3). Untuk itu sebagai seorang guru disamping
menguasai materi, juga diharapkan dapat menetapkan dan melaksanakan penyajian
materi yang sesuai kemampuan dan kesiapan anak, sehingga menghasilkan
penguasaan materi yang optimal bagi siswa.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: 37.4pt;">Berdasarkan uraian tersebut di atas penulis mencoba
menerapkan salah satu metode pembelajaran, yaitu metode pembelajaran penemuan (<i style="mso-bidi-font-style: normal;">discovery</i>) untuk mengungkapkan apakah
dengan model penemuan (<i style="mso-bidi-font-style: normal;">discovery</i>)
dapat meningkatkan motivasi belajar dan prestasi belajar Biologi. Penulis
memilih metode pembelajaran ini mengkondisikan siswa untuk terbiasa menemukan,
mencari, mendikusikan sesuatu yang berkaitan dengan pengajaran. (Siadari, 2021:
4). Dalam metode pembelajaran penemuan <i style="mso-bidi-font-style: normal;">(discovery</i>)
siswa lebih aktif dalam memecahkan untuk menemukan sedang guru berperan sebagai
pembimbing atau memberikan petunjuk cara memecahkan masalah itu.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: 37.4pt;">Dari latar belakang di atas maka penulis dalam
penelitian ini mengambil judul “Upaya Meningkatkan Prestasi Belajar BIOLOGI
dengan Metode Pembelajaran Penemuan (<i style="mso-bidi-font-style: normal;">Discovery</i>)
Pada Siswa Kelas IX SMAN 1 Lambitu Tahun Pelajaran 2020/2021”.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: -18.7pt;"><b style="mso-bidi-font-weight: normal;">B. <span style="mso-tab-count: 1;"> </span>Rumusan Masalah <span style="mso-tab-count: 1;"> </span><o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: 38.1pt;">Berdasarkan latar belakang di atas, maka dapat
dirumuskan suatu masalah sebagai berikut:<o:p></o:p></p>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l18 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;">Bagaimanakah peningkatan prestasi belajar siwa
dengan diterapkannya pembelajaran penemuan (discovery)?<o:p></o:p></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l18 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;">Bagaimanakah pengaruh metode pembelajaran penemuan
(discovery) terhadap motivasi belajar siswa?<o:p></o:p></li>
</ol>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: -18.7pt;"><b style="mso-bidi-font-weight: normal;">C. <span style="mso-tab-count: 1;"> </span>Tujuan Penelitian<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 56.1pt;">Sesuai dengan permasalahan di atas, penelitian ini bertujuan untuk:<o:p></o:p></p>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l5 level1 lfo2; tab-stops: list 36.0pt; text-align: justify;">Ingin mengetahui peningkatan prestasi belajar siswa
setelah diterapkannya pembelajaran penemuan (<i style="mso-bidi-font-style: normal;">discovery</i>).<o:p></o:p></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l5 level1 lfo2; tab-stops: list 36.0pt; text-align: justify;">Ingin mengetahui pengaruh motivasi belajar siswa
setelah diterapkan pembelajaran penemuan <i style="mso-bidi-font-style: normal;">(discovery</i>).<o:p></o:p></li>
</ol>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: -18.7pt;"><b style="mso-bidi-font-weight: normal;">D. <span style="mso-tab-count: 1;"> </span>Manfaat Penelitian <o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 56.1pt;">Penulis mengharapkan dengan hasil penelitian ini dapat:<o:p></o:p></p>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l19 level1 lfo3; tab-stops: list 36.0pt; text-align: justify;">Memberikan informasi tentang metode pembelajaran
yang sesuai dengan materi Biologi.<o:p></o:p></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l19 level1 lfo3; tab-stops: list 36.0pt; text-align: justify;">Meningkatkan motivasi pada pelajaran Biologi <o:p></o:p></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l19 level1 lfo3; tab-stops: list 36.0pt; text-align: justify;">Mengembangkan metode pembelajaran yang sesuai
dengan bidang studi Biologi.<o:p></o:p></li>
</ol>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;">E. <span style="mso-tab-count: 1;"> </span>Definisi Operasional Variabel<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: 36.0pt;">Agar tidak terjadi salah persepsi terhadap judul
penelitian ini, maka perlu didefinisikan hal-hal sebagai berikut:<o:p></o:p></p>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l20 level1 lfo14; tab-stops: list 36.0pt; text-align: justify;">Metode pembelajaran penemuan (<i style="mso-bidi-font-style: normal;">discover</i>y) adalah: <o:p></o:p></li>
</ol>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify;">Suatu cara mengajar yang melibatkan siswa dalam proses kegiatan mental
melalui tukar pendapat, dengan diskusi, seminar, membaca sendiri dan mencoba
sendiri. Agar anak dapat belajar sendiri<o:p></o:p></p>
<ol start="2" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l20 level1 lfo14; tab-stops: list 36.0pt; text-align: justify;">Motivasi belajar adalah:<o:p></o:p></li>
</ol>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify;">Suatu proses untuk menggiatkan motif-motif menjadi perbuatan atau tingkah
laku untuk memenuhi kebutuhan dan mencapai tujuan, atau keadaan dan kesiapan
dalam diri individu yang mendorong tingkah lakunya untuk berbuat sesuatu dalam
mencapai tujuan tertentu. <o:p></o:p></p>
<ol start="3" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l20 level1 lfo14; tab-stops: list 36.0pt; text-align: justify;">Prestasi belajar adalah:<o:p></o:p></li>
</ol>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify;">Hasil belajar yang dinyatakan dalam bentuk nilai atau dalam bentuk skor,
setelah siswa mengikuti pelajaran.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;">F. <span style="mso-tab-count: 1;"> </span>Batasan Masalah<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: 36.0pt;">Karena keterbatasan waktu, maka diperlukan pembatasan
masalah meliputi:<o:p></o:p></p>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l9 level1 lfo15; tab-stops: list 36.0pt; text-align: justify;">Penelitian inihanya dikenakan pada siswa Kelas IX
tahun pelajaran 2020/2021.<o:p></o:p></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l9 level1 lfo15; tab-stops: list 36.0pt; text-align: justify;">Penelitian ini dilakukan pada bulan September
semester ganjil tahun pelajaran 2020/2021.<o:p></o:p></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l9 level1 lfo15; tab-stops: list 36.0pt; text-align: center;">Materi yang disampaikan adalah pokok bahasan
Keanekaragaman Hayati.<b style="mso-bidi-font-weight: normal;"><o:p></o:p></b></li>
</ol>
<p class="MsoNormal" style="line-height: 200%; margin-left: 180.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="mso-spacerun: yes;">
</span>BAB II<o:p></o:p></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;">KAJIAN PUSTAKA<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;">A. <span style="mso-tab-count: 1;"> </span>Hakikat Biologi<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Biologi adalah ilmu yang mempelajari tentang makhluk
hidup. Istilah biologi diambil dari bahasa Yunani bios (hidup) dan logos
(ilmu). Jadi, biologi adalah ilmu yang mempelajari tentang keadaan dan
sifat-sifat makhluk hidup. Dalam bahasa arab ilmu biologi dikenal dengan
istilah ilmu hayat yaitu <span style="mso-spacerun: yes;"> </span>. Menurut
Djohar dalam Sutarsih proses belajar biologi merupakan perwujudan dari
interaksi subjek ( anak didik ) dengan objek yang terdiri dari benda, kejadian,
proses, dan produk. Pendidikan biologi harus diletakkan sebagai alat
pendidikan, bukan sebagai tujuan pendidikan, sehingga konsekuensinya dalam
pembelajaran hendaknya memberi pelajaran kepada subyek belajar untuk melakukan
interaksi dengan objek belajar secara mandiri, sehingga dapat mengeksplorasi
dan menemukan konsep.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Pada dasarnya, yang terjadi dalam proses pembelajaran
biologi adalah adanya interaksi antara subjek didik (siswa) yang memiliki
karakteristiknya masing-masing dengan objek (biologi sebagai ilmu) untuk
mencapai tujuan tertentu, yaitu untuk membagun pengetahuan, keterampilan dan
pembentukan nilai-nilai. Siswa sebagai subjek didik tidak menerima begitu saja
pembelajaran biologi yang disampaikan oleh guru, akan tetapi ada interaksi. antara
siswa, guru, dan objek biologi yang dipelajari. Setiap ilmu memiliki objek, persoalan
dan cara mempelajarinya sehingga membawa konsekuensi logis dalam cara
mengajarkannya. biologi merupakan ilmu yang mempelajari objek dan persoalan
gejala alam. Secara garis besar, biologi meliputi dua kegiatan utama, yaitu
pengamatan untuk memperoleh bukti-bukti empiris dan proses penalaran untuk
memperoleh konsep-konsep. Belajar biologi adalah suatu kegiatan untuk mengungkap
rahasia alam yang berkaitan dengan makhluk hidup. Biologi sebagai cabang dari
IPA merupakan ilmu yang lahir dan berkembang lewat langkah-langkah observasi,
perumusan masalah, penyusunan hipotesis, pengujian hipotesis melalui
eksperimen, penarikan kesimpulan, serta penemuan teori dan konsep. Jadi, dapat
dikatakan bahwa hakikat biologi adalah ilmu pengetahuan yang mempelajari
gejala-gejala melalui serangkaian proses yang dikenal dengan proses ilmiah yang
dibangun atas dasar sikap ilmiah dan hasilnya terwujud sebagai produk ilmiah
yang tersusun atas tiga komponen terpenting berupa konsep, prinsip dan teori
yang berlaku secara universal.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Biologi sebagai salah satu bidang IPA menyediakan
berbagai pengalaman belajar untuk memahami konsep dan proses sains. Biologi
berkaitan dengan cara mencari tahu tentang alam secara sistematis, sehingga
biologi bukan hanya penguasaan kumpulan pengetahuan yang berupa fakta-fakta,
konsep-konsep, atau prinsip-prinsip saja tetapi juga merupakan suatu proses
penemuan. Pendidikan biologi diharapkan dapat menjadi wadah bagi peserta didik
untuk mempelajari diri sendiri dan alam sekitar, serta prospek pengembangan
lebih lanjut dalam menerapkannya di dalam kehidupan sehari-hari.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 17.1pt; text-align: justify; text-indent: -17.1pt;"><b style="mso-bidi-font-weight: normal;">B.<span style="mso-tab-count: 1;"> </span>Proses Belajar Mengajar Biologi <o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 17.1pt; text-align: justify; text-indent: 36.0pt;">Proses dalam pengertian disini merupakan interaksi
semua komponen atau unsur yang terdapat dalam belajar mengajar yang satu sama
lainnya saling berhubungan (<i style="mso-bidi-font-style: normal;">inter
independent</i>) dalam ikatan untuk mencapai tujuan (Usman, 2000: 5).<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 17.1pt; text-align: justify; text-indent: 36.0pt;">Belajar diartikan sebagai proses perubahan tingka laku
pada diri individu berkat adanya interaksi antara individu dengan
lingkungannya. Hal ini sesuai dengan yang diutarakan <st1:city w:st="on"><st1:place w:st="on">Burton</st1:place></st1:city> bahwa seseorang setelah mengalami
proses belajar akan mengalami perubahan tingkah laku, baik aspek
pengetahuannya, keterampilannya, maupun aspek sikapnya. Misalnya dari tidak
bisa menjadi bisa, dari tidak mengerti menjadi mengerti. (dalam Usman, 2000:
5).<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 17.1pt; text-align: justify; text-indent: 36.0pt;">Mengajar merupakan suatu perbuatan yang memerlukan
tanggungjawab moral yang cukup berat. Mengajar pada prinsipnya membimbing siswa
dalam kegiatan suatu usaha mengorganisasi lingkungan dalam hubungannya dengan
anak didik dan bahan pengajaran yang menimbulkan proses belajar.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 17.1pt; text-align: justify; text-indent: 36.0pt;">Proses belajar mengajar merupakan suatu inti dari
proses pendidikan secara keseluruhan dengan guru sebagai pemegangn peran utama.
Proses belajar mengajar merupakan suatu proses yang mengandung serangkaian
perbuatan guru dan siswa atas dasar hubungan timbal balik yang berlangsung
dalam situasi edukatif untuk mencapai tujuan tertentu. Interaksi atau hubungan
timbal balik antara guru dan siswa itu merupakan syarat utama bagi
berlangsungnya proses belajar mengajar (Usman, 2000: 4).<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 17.1pt; text-align: justify; text-indent: 36.0pt;">Sedangkan menurut buku Pedoman Guru Pendidikan Agama
Islam, proses belajar mengajar dapat mengandung dua pengertian, yaitu rentetan
kegiatan perencanaan oleh guru, pelaksanaan kegiatan sampai evaluasi program
tindak lanjut (dalam Suryabrata, 1997: 18).<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 17.1pt; text-align: justify; text-indent: 36.0pt;">Dari kedua pendapat tersebut dapat disimpulkan bahwa
proses belajar mengajar Biologi meliputi kegiatan yang dilakukan guru mulai
dari perencanaan, pelaksanaan kegiatan sampai evaluasi dan program tindak
lanjut yang berlangsung dalam situasi edukatif untuk mencapai tujuan tertentu
yaitu pengajaran Biologi.<o:p></o:p></p>
<p class="MsoHeading7" style="margin-left: 18.0pt; text-indent: -18.0pt;">C.<span style="mso-spacerun: yes;"> </span>Metode pembelajaran Penemuan (<i style="mso-bidi-font-style: normal;">Discovery</i>)<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: 36.0pt;">Teknik penemuan adalah terjemahan dari <i style="mso-bidi-font-style: normal;">discovery</i>. Menurut Sund discovery adalah
proses mental dimana siswa memampu mengasimilasikan sesuatu konsep atau
prinsip. Yang dimaksudkan dengan proses mental tersebut antara lain ialah:
mengamati, mencerna, mengerti, menggolong-golongkan, membuat dugaan,
menjelaskan, mengukur membuat kesimpulan dan sebainya. Suaut konsep misalnya:
segi tiga, pans, demokrasi dan sebagainya, sedang yang dimaksud dengan prisnsip
antara lain ialah: logam apabila Biologi naskan akan mengemabang. Dalam teknik
ini siswa dibiarkan menemukan sendiri atau mengalami proses mental itu sendiri,
guru hanya membimbing dan memberikan instruksi.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: 36.0pt;">Dr. J. Richard dan asistennya mencoba <i style="mso-bidi-font-style: normal;">self-learning</i> siswa (belajar sndiri)
itu, sehingga situasi belajar mengajar berpindah dari situsi <i style="mso-bidi-font-style: normal;">teacher learning </i>menjadi situasi <i style="mso-bidi-font-style: normal;">student dominated learning</i>. Dengan
menggunakan <i style="mso-bidi-font-style: normal;">discovery learning</i>, ialah
suatu cara mengajar yang melibatkan siswa dalam proses kegiatan mental melalui
tukar pendapat, dengan diskusi, seminar, membaca sendiri dan mencoba sendiri.
Agar anak dapat belajar sendiri.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: 36.0pt;">Penggunaan teknik discovery ini guru berusaha
meningkatkan aktivitas siswa dalam proses belajar mengajar.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify;">Maka teknik ini memiliki keuntungan sebagai berikut:<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; mso-list: l0 level3 lfo21; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Teknik ini mampu membantu siswa untuk mengembangkan,
memperbanyak kesiapan, serta penguasaan keterampilan dalam proses
kognitif/pengenalan siswa.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; mso-list: l0 level3 lfo21; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Siswa memperoleh pengetahuan yang bersifat sangat
pribadi individual sehingga dapat kokoh/mendalam tertinggal dalam jiwa siswa
tersebut.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; mso-list: l0 level3 lfo21; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Dapat membangkitkan kegairahan belajar mengajar para
siswa.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; mso-list: l0 level3 lfo21; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Teknik ini mampu memberikan kesempatan kepada siswa
untuk berkembang dan maju sesuai dengankemampuannya masing-masing.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; mso-list: l0 level3 lfo21; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Mampu mengarahkan cara siswa belajar, sehingga lebih
memiliki motivasi yang kuat untuk belajar lebih giat.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; mso-list: l0 level3 lfo21; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Membantu siswa untuk memperkuat dan menambah
kepercayaan pada diri sendiri dengan proses penemuan sendiri.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: 36.0pt;">Strategi itu berpusat pada siswa tidak pada guru. Guru
hanya sebagai teman belajar saja, membantu bila diperlukan.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: 36.0pt;">Walalupun demikian baiknya teknik ini toh masih ada
pula kelemahan yang perlu diperhatikan ialah:<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; mso-list: l0 level3 lfo21; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Pada siswa harus ada kesiapan dan kematangan mental
untuk cara belajar ini. Siswa harus berani dan berkeinginan untuk mengetahui
keadaan sekitarnya dengan baik.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; mso-list: l0 level3 lfo21; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Bila kelas terlalu besar penggunaan teknikini akan
kurang berhasil.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; mso-list: l0 level3 lfo21; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Bagi guru dan siswa yang sudah biasa dengan perencaan
dan pengajaran tradisional mungkin akan sangat kecewa bila diganti dengan
teknik penemuan.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; mso-list: l0 level3 lfo21; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Dengan teknik ini ada yang berpendapat bahwa proses
mental ini ada yang berpendapat bahwa proses mental ini terlalu mementingkan
proses pengertiansaja, kurang memperhatikan perkembangan/pembentukan sikap dan
keterampilan bagi siswa.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; mso-list: l0 level3 lfo21; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Teknik ini mungkin tidak memberikan kesempatan untuk
berpikir secara kreatif.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 19.35pt; text-indent: -18.45pt;"><b style="mso-bidi-font-weight: normal;">D.<span style="mso-spacerun: yes;">
</span><span style="mso-tab-count: 1;"> </span>Motivasi Belajar</b><br />
1. <span style="mso-tab-count: 1;"> </span>Pengertian Motivasi <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.15pt;">Motif adalah daya dalam diri seseorang yang
mendorongnya untuk melakukan sesuatu, atau keadaan seserang atau organisme yang
menyebabkan kesiapan kesiapannya untuk memulai serangkaian tingkah laku atau
perbuatan. Sedangkan motivasi adalah suatu proses untuk menggiatkan motif-motif
menjadi perbuatan atau tingkah laku untuk memenuhi kebutuhan dan mencapai
tujuan, atau keadaan dan kesiapan dalam diri individu yang mendorong tingkah
lakunya untuk berbuat sesuatu dalam mencapai tujuan tertentu (Usman, 2000: 28).<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.15pt;">Sedangkan menurut Djamarah (2002: 114) motivasi
adalah suatu pendorong yang mengubah energi dalam diri seseorang kedalam bentuk
aktivitas nyata untuk mencapai tujuan tertentu. Dalam proses belajar, motivasi
sangat diperlukan sebab seseorang yang tidak mempunyai motivasi dalam belajar
tidak akan mungkin melakukan aktivitas belajar. Hal ini sesuai dengan yang
diungkapkan oleh Nur (2021: 3) bahwa siswa yang termotivasi dalam belajar
sesuatu akan menggunakan proses kognitif yang lebih tinggi dalam mempelajari
materi itu, sehingga siswa itu akan meyerap dan mengendapkan mateti itu dengan
lebih baik.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.15pt;">Jadi motivasi adalah suatu kondisi yang mendorong
seseorang untuk berbuat sesuatu dalam mencapai tujuan tertentu.<o:p></o:p></p>
<ol start="3" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l5 level1 lfo2; tab-stops: list 36.0pt; text-align: justify;">Macam-macam Motivasi<o:p></o:p></li>
</ol>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify;">Menurut jenisnya motivasi dibedakan menjadi dua, yaitu:<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 54.45pt; text-align: justify; text-indent: -18.45pt;">a. <span style="mso-tab-count: 1;"> </span>Motivasi
Intrinsik <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 54.45pt; text-align: justify; text-indent: 36.0pt;">Jenis motivasi ini timbul sebagai akibat dari dalam
individu, apakah karena adanya ajakan, suruhan, atau paksaan dari orang lain
sehingga dengan kondisi yang demikian akhirnya ia mau melakukan sesuatu atau
belajar (Usman, 2000: 29).<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 54.45pt; text-align: justify; text-indent: 36.0pt;"><span style="mso-spacerun: yes;"> </span>Sedangkan
menurut Djamarah (2002: 115), motivasi instrinsik adalah motif-motif yang
menjadi aktif atau berfungsinya tidak perlu dirangsang dari luar, karena dalam
setiap diri individu sudah ada dorongan untuk melakukan sesuatu.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 54.45pt; text-align: justify; text-indent: 36.0pt;">Menurut Winata (dalam Erriniati, 1994: 105) ada
beberapa strategi dalam mengajar untuk membangun motivasi intrinsik. Strategi
tersebut adalah sebagai berikut:<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 72.0pt; mso-list: l6 level1 lfo4; tab-stops: list 72.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Mengaitkan tujuan belajar dengan tujuan siswa.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 72.0pt; mso-list: l6 level1 lfo4; tab-stops: list 72.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Memberikan kebebasan dalam memperluas materi pelajaran
sebatas yang pokok.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 72.0pt; mso-list: l6 level1 lfo4; tab-stops: list 72.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Memberikan banyak waktu ekstra bagi siswa untuk
mengerjakan tugas dan memanfaatkan sumber belajar di sekolah.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 72.0pt; mso-list: l6 level1 lfo4; tab-stops: list 72.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Sesekali memberikan penghargaan pada siswa atas
pekerjaannya.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 72.0pt; mso-list: l6 level1 lfo4; tab-stops: list 72.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">5)<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Meminta siswa untuk menjelaskan hasil pekerjaannya.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Dari uraian diatas dapat disimpulkan bahwa motivasi
instrinsik adalah motivasi yang timbul dari dalam individu yang berfungsinya
tidak perlu dirangsang dari luar. Seseorang yang memiliki motivasi intrinsik
dalam dirinya maka secara sadar akan melakukan suatu kegiatan yang tidak
memerlukan motivasi dari luar dirinya.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.8pt; text-align: justify; text-indent: -18.9pt;">b. <span style="mso-tab-count: 1;"> </span>Motivasi
Ekstrinsik<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify;"><span style="mso-tab-count: 1;"> </span>Jenis motivasi ini
timbul sebagai akibat pengaruh dari luar individu, apakah karena adanya ajakan,
suruhan, atau paksaan dari orang lain sehingga dengan kondisi yang demikian
akhirnya ia mau melakukan sesuatu atau belajar. Misalnya seseorang mau belajar
karena ia disuruh oleh orang tuanya agar mendapat peringkat pertama dikelasnya
(Usman, 2000: 29).<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify;"><span style="mso-tab-count: 1;"> </span>Sedangkan menurut
Djamarah (2002: 117), motivasi ekstrinsik adalah kebalikan dari motivasi
intrinsik. Motivasi ekstrinsik adalah motif-motif yang aktif dan berfungsi
karena adanya perangsang dari luar.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify;"><span style="mso-tab-count: 1;"> </span>Beberapa cara
membangkitkan motivasi ekstrinsik dalam menumbuhkan motivasi instrinsik antata
lain:<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 54.0pt; mso-list: l1 level1 lfo5; tab-stops: list 54.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Kompetisi (persaingan): guru berusaha menciptakan
persaingan diantara siswanya untuk meningkatkan prestasi belajarnya, berusaha
memperbaiki hasil prestasi yang telah dicapai sebelumnya dan mengatasi prestasi
orang lain.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 54.0pt; mso-list: l1 level1 lfo5; tab-stops: list 54.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]--><i style="mso-bidi-font-style: normal;">Pace Making</i>
(membuat tujuan sementara atu dekat): Pada awal kegiatan belajar mengajar guru,
hendaknya terlebih dahulu menyampaikan kepada siswa TIK yang akan dicapai
sehingga dengan demikian siswa berusaha untuk mencapai TIK tersebut.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 54.0pt; mso-list: l1 level1 lfo5; tab-stops: list 54.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Tujaun yang jelas: Motif mendorong individu untuk
mencapai tujuan. Makin jelas tujuan, makin besar nilai tujuan bagi individu
yang bersangkutan dan makin besar pula motivasi dalam melakuakan sesuatu
perbuatan.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 54.0pt; mso-list: l1 level1 lfo5; tab-stops: list 54.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Kesempurnaan untuk sukses: Kesuksesan dapat menimbulkan
rasa puas, kesenangan dan kepercayaan terhadap diri sendiri, sedangkan
kegagalan akan membawa efek yang sebaliknya. Dengan demikian, guru hendaknya
banyak memberikan kesempatan kepada anak untuk meraih sukses dengan usaha
mandiri, tentu saja dengan bimbingan guru. <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 54.0pt; mso-list: l1 level1 lfo5; tab-stops: list 54.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">5)<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Minat yang besar: Motif akan timbul jika individu
memiliki minat yang besar.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 54.0pt; mso-list: l1 level1 lfo5; tab-stops: list 54.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">6)<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Mengadakan penilaian atau tes. Pada umumnya semua siswa
mau belajar dengan tujuan memperoleh nilai yang baik. Hal ini terbukti dalam
kenyataan bahwa banyak siswa yang tidak belajar bila tidak ada ulangan. Akan
tetapi, bila guru mengatakan bahwa lusa akan diadakan ulangan lisan, barulah
siswa giat belajar dengan menghafal agar ia mendapat nilai yang baik. Jadi,
angka atau nilai itu merupakan motivasi yang kuat bagi siswa.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Dari uraian di atas diketahui bahwa motivsi ekstrinsik
adalah motivasi yang timbul dari luar individu yang berfungsinya karena adanya
perangsang dari laur, misalnya adanya persaingan, untuk mencapai nilai yang
tinggi, dan lain sebagainya.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.45pt; text-align: justify; text-indent: -18.45pt;"><b style="mso-bidi-font-weight: normal;">E. <span style="mso-tab-count: 1;"> </span>Prestasi Belajar Biologi <o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.45pt; text-align: justify; text-indent: 36.0pt;">Belajar dapat membawa suatu perubahan pada individu
yang belajar. Perubahan ini merupakan pengalaman tingkah laku dari yang kurang
baik menjadi lebih baik. Pengalaman dalam belajar merupakan pengalaman yang
dituju pada hasil yang akan dicapai siswa dalam proses belajar di sekolah.
Menurut Poerwodarminto (1991: 768), prestasi belajar adalah hasil yang dicapai
(dilakukan, dekerjakan), dalam hal ini prestasi belajar merupakan hasil
pekerjaan, hasil penciptaan oleh seseorang yang diperoleh dengan ketelitian
kerja serta perjuangan yang membutuhkan pikiran.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.45pt; text-align: justify; text-indent: 36.0pt;">Berdasarkan uraian diatas dapat dikatakan bahwa
prestasi belajar yang dicapai oleh siswa dengan melibatkan seluruh potensi yang
dimilikinya setelah siswa itu melakukan kegiatan belajar. Pencapaian hasil
belajar tersebut dapat diketahui dengan megadakan penilaian tes hasil belajar.
Penilaian diadakan untuk mengetahui sejauh mana siswa telah berhasil mengikuti
pelajaran yang diberikan oleh guru. Di samping itu guru dapat mengetahui sejauh
mana keberhasilan guru dalam proses belajar mengajar di sekolah.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.45pt; text-align: justify; text-indent: 36.0pt;">Sejalan dengan prestasi belajar, maka dapt diartikan
bahwa prestasi belajar Biologi adalah nilai yang dipreoleh siswa setelah
melibatkan secara langsung/aktif seluruh potensi yang dimilikinya baik aspek
kognitif (pengetahuan), afektif (sikap) dan psikomotor (keterampilan) dalam
proses belajar mengajar Biologi<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: -18.45pt;"><b style="mso-bidi-font-weight: normal;">F. Hubungan
Motivasi dan Prestasi Belajar Terhadap Metode pembelajaran Penemuan (discovery)<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;">Motivasi adalah suatu kondisi yang mendorong seseorang
untuk berbuat sesuatu dalam mencapai tujuan tertetntu. Siswa yang termotivasi
untuk belajar sesuatu akan menggunakan proses kognitif yang lebih tinggi dalam
mempelajari materi itu, sehingga siswa itu akan menyerap dan mengendapkan
materi itu<span style="mso-spacerun: yes;"> </span>dengan lebih baik (Nur, 2021:
3). Sedangkan prestasi belajar adalah hasil yang dicapai oleh siswa dengan
melibatkan seluruh potensi yang dimilikinya setelah siswa itu melakukan
kegiatan belajar.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;">Sedangkan metode pembelajaran penemuan (discovery)
adalah suatu metode pembelajaran yang memberikan kesempatan dan menuntut siswa
terlibat secara aktif di dalam mencapai tujuan pembelajaran dengan memberikan
informasi singkat (Siadari, 2021: 7). Pengetahuan yang diperoleh dengan belajar
penemuan (discovery) akan bertahan lama, mempunyai efek transfer yang lebih
baik dan meningkatkan siswa dan kemampuan berfikir secara bebas. Secara umum
belajar penemuan (discovery) ini melatih keterampilan kognitif untuk menemukan
dan memecahkan masalah tanpa pertolongan orang lain. Selain itu, belajar
penemuan membangkitkan keingintahuan siswa, memberi motivasi untuk bekerja sampai
menemukan jawaban (Syafi’udin, 2002: 19).<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;">Dari uraian tersebut di atas dapat disimpulkan bahwa
dengan adanya motivasi dalam pembelajaran model penemuan (discovery) tersebut
maka hasil-hasil belajar akan menjadi optimal. Makin tepat motivasi yang diberikan,
akan makin berhasil pula pelajaran itu. Dengan motivasi yang tinggi maka
intensitas usaha belajar siswa akan tingi pula. Jadi motivasi akan senantiasa
menentukan intesitas usaha belajar siswa. Hasil ini akan dapat meningkatkan
prestasi belajar siswa.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 180.0pt;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 180.0pt;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 180.0pt;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 180.0pt;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 180.0pt;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 180.0pt;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 180.0pt;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 180.0pt;"><b style="mso-bidi-font-weight: normal;">BAB III<o:p></o:p></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;">METODOLOGI PENELITIAN<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 36.0pt;">Penelitian ini merupakan penelitian tindakan (<i style="mso-bidi-font-style: normal;">action research</i>), karena penelitian dilakukan untuk memecahkan
masalah pembelajaran di kelas. Penelitian ini juga termasuk penelitian
deskriptif, sebab menggambarkan bagaimana suatu teknik pembelajaran diterapkan
dan bagaimana hasil yang diinginkan dapat dicapai. <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 36.0pt;">Menurut Oja dan Sumarjan (dalam Titik Sugiarti, 1997; 8) mengelompokkan
penelitian tindakan menjadi empat macam yaitu (a) guru bertindak sebagai
peneliti, (b) penelitian tindakan kolaboratif, (c) Simultan terintegratif, dan
(d) administrasi social ekperimental.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 36.0pt;">Dalam penelitian tindakan ini menggunakan bentu guru sebagai peneliti,
penanggung jawab penuh penelitian tindakan adalah praktisi (guru). Tujuan utama
dari penelitian tindakan ini adalah meningkatkan hasil pembelajaran di kelas
dimana guru secara penuh terlibat dalam penelitian mulai dari perencanaan,
tindakan, pengamatan dan refleksi.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 36.0pt;">Dalam penelitian ini peneliti tidak bekerjasama dengan siapapun,
kehadiran peneliti sebagai guru di kelas sebagai pengajar tetap dan dilakukan
seperti biasa, sehingga siswa tidak tahu kalau diteliti. Dengan cara ini
diharapkan didapatkan data yang seobjektif mungkin demi kevalidan data yang
diperlukan. <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 36.0pt;">Penelitian ini akan dihentikan apabila ketuntasan belajar secara
kalasikal telah mencapai 85% atau lebih. Jadi dalam penelitian ini, peneliti
tidak tergantung pada jumlah siklus yang harus dilalui.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: -18.9pt;"><b style="mso-bidi-font-weight: normal;">A. <span style="mso-tab-count: 1;"> </span>Tempat, Waktu dan Subyek Penelitian<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.9pt; text-align: justify; text-indent: -18.45pt;">1. <span style="mso-tab-count: 1;"> </span>Tempat
Penelitian <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.45pt; text-align: justify; text-indent: 36.0pt;">Tempat penelitian adalah tempat yang digunakan dalam
melakukan penelitian untuk memperoleh data yang diinginkan. Penelitian ini
bertempat di SMA Negeri 1 Lambitu tahun pelajaran 2021/2022.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.8pt; text-align: justify; text-indent: -18.9pt;">2. <span style="mso-tab-count: 1;"> </span>Waktu
Penelitian<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.8pt; tab-stops: 198.0pt; text-align: justify; text-indent: 34.2pt;">Waktu penelitian adalah waktu
berlangsungnya penelitian atau saat penelitian ini dilangsungkan. Penelitian
ini dilaksanakan pada bulan September semester ganjil 2021/2022.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.9pt; text-align: justify; text-indent: -18.45pt;">3. <span style="mso-tab-count: 1;"> </span>Subyek
Penelitian<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Subyek penelitian adalah siswa-siswi kelas X pada
pokok bahasan Keanekaragaman Hayati.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: -18.9pt;"><b style="mso-bidi-font-weight: normal;">B. <span style="mso-tab-count: 1;"> </span>Rancangan Penelitian<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;">Penelitian ini menggunakan Penelitian Tindakan Kelas
(PTK). Menurut Tim Pelatih Proyek PGSM, PTK adalah suatu bentuk kajian yang
bersifat reflektif oleh pelaku tindakan yang dilakukan untuk meningkatkan
kemantapan rasional dari tindakan mereka dalam<span style="mso-spacerun: yes;">
</span>melaksanakan tugas, memperdalam pemahaman terhadap tindakan-tindakan
yang dilakukan itu, serta memperbaiki kondisi dimana praktek pembelajaran
tersebut dilakukan (dalam Mukhlis,<span style="mso-spacerun: yes;">
</span>2000: 3).<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;">Sedangkah menurut Mukhlis (2000: 5) PTK adalah suatu
bentuk kajian yang bersifat sistematis reflektif oleh pelaku tindakan untuk
memperbaiki kondisi pembelajaran yang dilakukan.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.9pt; text-align: justify; text-indent: 36.0pt;">Adapun tujuan utama dari PTK adalah untuk
memperbaiki/meningkatkan pratek pembelajaran secara berkesinambungan, sedangkan
tujuan penyertaannya adalah menumbuhkan budaya meneliti di kalangan guru
(Mukhlis, 2000: 5).<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-left: 18.0pt; tab-stops: 18.0pt 54.0pt;"><span style="mso-tab-count: 1;"> </span>Sesuai dengan jenis penelitian yang
dipilih, yaitu penelitian tindakan, maka penelitian ini menggunakan model
penelitian tindakan dari Kemmis dan Taggart<span style="mso-spacerun: yes;">
</span>(dalam Sugiarti, 1997: 6), yaitu berbentuk spiral dari sklus yang satu
ke siklus yang berikutnya. Setiap siklus meliputi <i style="mso-bidi-font-style: normal;">planning</i> (rencana), <i style="mso-bidi-font-style: normal;">action </i>(tindakan),
<i style="mso-bidi-font-style: normal;">observation</i> (pengamatan), dan <i style="mso-bidi-font-style: normal;">reflection </i>(refleksi). Langkah pada
siklus berikutnya adalah perncanaan yang sudah direvisi, tindakan, pengamatan,
dan refleksi. Sebelum masuk pada siklus 1 dilakukan tindakan pendahuluan yang
berupa identifikasi permasalahan. Siklus spiral dari tahap-tahap penelitian
tindakan kelas dapat dilihat pada gambar berikut. <o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-left: 18.0pt; tab-stops: 18.0pt 54.0pt;"><o:p> </o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-left: 18.0pt; tab-stops: 18.0pt 54.0pt;"><o:p> </o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-left: 18.0pt; tab-stops: 18.0pt 54.0pt;"><o:p> </o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-left: 18.0pt; tab-stops: 18.0pt 54.0pt;"><o:p> </o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-left: 18.0pt; tab-stops: 18.0pt 54.0pt;"><o:p> </o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-left: 18.0pt; tab-stops: 18.0pt 54.0pt;"><o:p> </o:p></p>
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direvisi <o:p></o:p></p>
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<p class="MsoBodyText" style="line-height: 200%; margin-left: 18.0pt; tab-stops: 18.0pt 54.0pt;"><o:p> </o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-left: 18.0pt; tab-stops: 18.0pt 54.0pt;"><o:p> </o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-left: 18.0pt; tab-stops: 18.0pt 54.0pt;"><o:p> </o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-left: 18.0pt; tab-stops: 18.0pt 54.0pt;"><o:p> </o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-left: 18.0pt; tab-stops: 18.0pt 54.0pt;"><o:p> </o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-left: 18.0pt; tab-stops: 18.0pt 54.0pt;"><o:p> </o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-left: 18.0pt; tab-stops: 18.0pt 54.0pt;"><o:p> </o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-left: 18.0pt; tab-stops: 18.0pt 54.0pt;"><o:p> </o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-left: 18.0pt; tab-stops: 18.0pt 54.0pt;"><o:p> </o:p></p>
<br clear="ALL" style="mso-ignore: vglayout;" />
<p align="center" class="MsoNormal" style="line-height: 200%; tab-stops: 54.0pt; text-align: center;">Gambar 3.1 Alur PTK<o:p></o:p></p>
<p class="MsoBodyText" style="line-height: 200%; margin-left: 18.0pt; tab-stops: 54.0pt;">Penjelasan
alur di atas adalah:<o:p></o:p></p>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l7 level1 lfo23; tab-stops: list 36.0pt; text-align: justify;">Rancangan/rencana awal, sebelum mengadakan
penelitian peneliti menyusun rumusan masalah, tujuan dan membuat rencana
tindakan, termasuk di dalamnya instrumen penelitian dan perangkat
pembelajaran.<o:p></o:p></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l7 level1 lfo23; tab-stops: list 36.0pt; text-align: justify;">Kegiatan dan pengamatan, meliputi tindakan yang
dilakukan oleh peneliti sebagai upaya membangun pemahaman konsep siswa
serta mengamati hasil atau dampak dari diterapkannya metode
pembelajaran<span style="mso-spacerun: yes;"> </span>model discovery .<o:p></o:p></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l7 level1 lfo23; tab-stops: list 36.0pt; text-align: justify;">Refleksi, peneliti mengkaji, melihat dan
mempertimbangkan hasil atau dampak dari tindakan yang dilakukan
berdasarkan lembar pengamatan yang diisi oleh pengamat.<o:p></o:p></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l7 level1 lfo23; tab-stops: list 36.0pt; text-align: justify;">Rancangan/rencana yang direvisi, berdasarkan hasil
refleksi dari pengamat membuat rancangan yang direvisi untuk dilaksanakan
pada siklus berikutnya.<o:p></o:p></li>
</ol>
<p class="MsoBodyText" style="line-height: 200%; margin-left: 36.0pt; tab-stops: 36.0pt;"><span style="mso-tab-count: 1;"> </span>Observasi dibagi dalam tiga putaran,
yaitu putaran 1, 2 dan 3, dimana masing putaran dikenai perlakuan yang sama
(alur kegiatan yang sama) dan membahas satu sub pokok bahasan yang diakhiri
dengan tes formatif di akhir masing putaran. Dibuat dalam tiga putaran
dimaksudkan untuk memperbaiki sistem pengajaran yang telah dilaksanakan.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.45pt; text-align: justify; text-indent: -18.45pt;"><b style="mso-bidi-font-weight: normal;">C. <span style="mso-tab-count: 1;"> </span>Instrumen Penelitian<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 18.45pt;">Instrumen yang digunakan dalam penelitian ini terdiri dari:<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.9pt; text-align: justify; text-indent: -18.45pt;">1. <span style="mso-tab-count: 1;"> </span>Silabus<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Yaitu seperangkat rencana dan pengaturan tentang
kegiatan pembelajaran pengelolahan kelas, serta penilaian hasil belajar. <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.8pt; text-align: justify; text-indent: -18.9pt;">2. <span style="mso-tab-count: 1;"> </span>Rencana
Pelajaran (RP)<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Yaitu merupakan perangkat pembelajaran yang digunakan
sebagai pedoman guru dalam mengajar dan disusun untuk tiap putaran.
Masing-masing RP berisi kompetensi dasar, indicator pencapaian hasil belajar,
tujuan pembelajaran khusus, dan kegiatan belajar mengajar.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.9pt; text-align: justify; text-indent: -18.45pt;">3. <span style="mso-tab-count: 1;"> </span>Lembar
Kegiatan Siswa<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Lembar kegaian ini yang dipergunakan siswa untuk
membantu proses pengumpulan data hasil eksperimen.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.8pt; text-align: justify; text-indent: -18.9pt;">4.<span style="mso-tab-count: 1;"> </span>Lembar
Observasi Kegiatan Belajar Mengajar<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 55.8pt; mso-list: l4 level1 lfo12; text-align: justify; text-indent: -18.9pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Lembar observasi pengolahan pembelajaran penemuan
(discovery), untuk mengamati kemampuan guru dalam mengelola pembelajaran.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 55.8pt; mso-list: l4 level1 lfo12; text-align: justify; text-indent: -18.9pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Lembar observasi aktivitas siswa dan guru, untuk
mengamati aktivitas siswa dan guru selama proses pembelajaran.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.8pt; text-align: justify; text-indent: -18.9pt;">5. <span style="mso-tab-count: 1;"> </span>Tes
formatif<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 35.7pt; text-align: justify;">Tes ini disusun berdasarkan tujuan pembelajaran yang akan dicapai. Tes
formatif ini diberikan setiap akhir putaran. Bentuk soal yang diberikan adalah
pilihan ganda (objektif). Sebelumnya soal-soal ini berjumlah 46 soal yang telah
diujicoba, kemudian penulis mengadakan analisis butir soal tes yang telah diuji
validitas dan reliabilitas pada tiap soal. Analisis ini digunakan untuk memilih
soal yang baik dan memenuhi syarat digunakan untuk mengambil data.
Langkah-langkah analisi btir soal adalah sebagai berikut:<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 55.8pt; mso-list: l13 level1 lfo6; text-align: justify; text-indent: -19.35pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Validitas Tes<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 55.8pt; text-align: justify; text-indent: 36.0pt;">Validitas butir soal atau validitas item digunakan
untuk mengetahui tingkat kevalidan masing-masing butir soal. Sehingga dapat
ditentukan butir soal yang gagal dan yang diterima. Tingkat kevalidan ini dapat
dihitung dengan korelasi Product Moment:<span style="mso-tab-count: 1;"> </span><o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 55.8pt; text-align: justify;"><span style="mso-text-raise: -22.0pt; position: relative; top: 22.0pt;"><!--[if gte vml 1]><v:shape
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</v:shape><![endif]--><!--[if !vml]--><img height="59" src="file:///C:/Users/USER/AppData/Local/Temp/msohtmlclip1/01/clip_image005.gif" v:shapes="_x0000_i1026" width="299" /><!--[endif]--></span><!--[if gte mso 9]><xml>
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</xml><![endif]--><span style="mso-spacerun: yes;"> </span>(Suharsimi Arikunto, 2021:
72)<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 19.8pt;">Dengan: <span style="mso-tab-count: 1;"> </span>r<sub>xy
</sub><span style="mso-tab-count: 1;"> </span>: Koefisien korelasi product
moment<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 72.0pt; text-align: justify; text-indent: 36.0pt;">N<span style="mso-tab-count: 1;"> </span>:
Jumlah peserta tes<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 72.0pt; text-align: justify; text-indent: 36.0pt;">ΣY<span style="mso-tab-count: 1;"> </span>: Jumlah
skor total <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 72.0pt; text-align: justify; text-indent: 36.0pt;">ΣX<span style="mso-tab-count: 1;"> </span>: Jumlah
skor butir soal<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 72.0pt; text-align: justify; text-indent: 36.0pt;">ΣX<sup>2</sup><span style="mso-tab-count: 1;"> </span>:
Jumlah kuadrat skor butir soal<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify;"><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 2;"> </span>ΣXY<span style="mso-tab-count: 1;"> </span>: Jumlah hsilkali skor butir soal<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 54.0pt; mso-list: l13 level1 lfo6; tab-stops: list 54.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Reliabilitas <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 54.0pt; text-align: justify; text-indent: 36.0pt;">Reliabilitas butir soal dalam penelitian ini
menggunakan rumus belah dua sebagai berikut:<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 18.0pt;"><span style="mso-text-raise: -15.0pt; position: relative; top: 15.0pt;"><!--[if gte vml 1]><v:shape id="_x0000_i1027" type="#_x0000_t75"
style='width:80.25pt;height:35.25pt' o:ole="">
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</v:shape><![endif]--><!--[if !vml]--><img height="47" src="file:///C:/Users/USER/AppData/Local/Temp/msohtmlclip1/01/clip_image007.gif" v:shapes="_x0000_i1027" width="107" /><!--[endif]--></span><!--[if gte mso 9]><xml>
<o:OLEObject Type="Embed" ProgID="Equation.3" ShapeID="_x0000_i1027"
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</xml><![endif]--><span style="mso-spacerun: yes;"> </span>(<st1:place w:st="on"><st1:city w:st="on">Suharsimi Arikunto</st1:city>, <st1:postalcode w:st="on">20001</st1:postalcode></st1:place>:
93)<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 18.0pt;">Dengan:<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 18.0pt;">r<sub>11</sub><span style="mso-tab-count: 2;"> </span>:
Koefisien reliabilatas yang sudah disesuaikan<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 18.0pt;">r<sub>1/21/2</sub><span style="mso-tab-count: 1;"> </span>:
Korelasi antara skor-skor setiap belahan tes<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 54.0pt; text-align: justify; text-indent: 36.0pt;">Kriteria reliabilitas tes jika harga r<sub>11 </sub>dari
perhitungan lebih besar dari harga r pada tabel product moment maka tes
tersebut reliabel.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 45.0pt; mso-list: l13 level1 lfo6; tab-stops: list 45.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Taraf Kesukaran <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 45.0pt; text-align: justify; text-indent: 36.0pt;">Bilangan yang menunjukkan sukar dan mudahnya suatu
soal adalah indeks kesukaran. Rumus yangdigunakan untuk menentukan taraf
kesukaran adalah:<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 9.0pt;"><span style="mso-text-raise: -12.0pt; position: relative; top: 12.0pt;"><!--[if gte vml 1]><v:shape id="_x0000_i1028" type="#_x0000_t75"
style='width:36.75pt;height:30.75pt' o:ole="">
<v:imagedata src="file:///C:\Users\USER\AppData\Local\Temp\msohtmlclip1\01\clip_image008.wmz"
o:title=""/>
</v:shape><![endif]--><!--[if !vml]--><img height="41" src="file:///C:/Users/USER/AppData/Local/Temp/msohtmlclip1/01/clip_image009.gif" v:shapes="_x0000_i1028" width="49" /><!--[endif]--></span><!--[if gte mso 9]><xml>
<o:OLEObject Type="Embed" ProgID="Equation.3" ShapeID="_x0000_i1028"
DrawAspect="Content" ObjectID="_1762842453">
</o:OLEObject>
</xml><![endif]--><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span>(Suharsimi Arikunto, 2021: 208)<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 9.0pt;">Dengan: <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 9.0pt;">P<span style="mso-tab-count: 2;"> </span>:
Indeks kesukaran<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 9.0pt;">B<span style="mso-tab-count: 2;"> </span>:
Banyak siswa yang menjawab soal dengan benar<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 45.0pt; text-align: justify;">Js<span style="mso-tab-count: 2;"> </span>: Jumlah seluruh
siswa peserta tes<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 45.0pt; text-align: justify;">Criteria untuk menentukan indeks kesukaran soal adalah sebagai berikut:<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 63.0pt; mso-list: l16 level1 lfo13; tab-stops: list 63.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Soal dengan P = 0,000 sampai 0,300 adalah sukar<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 63.0pt; mso-list: l16 level1 lfo13; tab-stops: list 63.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Soal dengan P = 0,301 sampai 0,700 adalah sedang<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 63.0pt; mso-list: l16 level1 lfo13; tab-stops: list 63.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Soal dengan P = 0,701 sampai 1,000 adalah mudah<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 45.0pt; mso-list: l13 level1 lfo6; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Daya Pembeda<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 45.0pt; text-align: justify; text-indent: 36.0pt;">Daya pembeda soal adalah kemampuan suatu soal untuk
membedakan antara siswa yang berkemampuan tinggi dengan siswa yang berkemampuan
rendah. Angka yang menunjukkan besarnya daya pembeda desebut indeks
diskriminasi. Rumus yang digunakan untuk menghitung indeks diskriminasi adalah
sebagai berikut:<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 45.0pt; text-align: justify;"><span style="mso-text-raise: -15.0pt; position: relative; top: 15.0pt;"><!--[if gte vml 1]><v:shape
id="_x0000_i1029" type="#_x0000_t75" style='width:117.75pt;height:36pt' o:ole="">
<v:imagedata src="file:///C:\Users\USER\AppData\Local\Temp\msohtmlclip1\01\clip_image010.wmz"
o:title=""/>
</v:shape><![endif]--><!--[if !vml]--><img height="48" src="file:///C:/Users/USER/AppData/Local/Temp/msohtmlclip1/01/clip_image011.gif" v:shapes="_x0000_i1029" width="157" /><!--[endif]--></span><!--[if gte mso 9]><xml>
<o:OLEObject Type="Embed" ProgID="Equation.3" ShapeID="_x0000_i1029"
DrawAspect="Content" ObjectID="_1762842454">
</o:OLEObject>
</xml><![endif]--><span style="mso-tab-count: 2;"> </span>(Suharsimi
Arikunto, 2021: 211)<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 45.0pt; text-align: justify;">Dimana:<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 45.0pt; text-align: justify;">D <span style="mso-tab-count: 1;"> </span>: Indeks diskriminasi<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 45.0pt; text-align: justify;">B<sub>A</sub><span style="mso-tab-count: 1;"> </span>: Banyak peserta
kelompok atas yang menjawab dengan benar<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 45.0pt; text-align: justify;">B<sub>B</sub><span style="mso-tab-count: 1;"> </span>: Banyak peserta
kelompok bawah yang menjawab dengan benar<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.75pt; text-align: justify; text-indent: 9.35pt;">J<sub>A</sub><span style="mso-tab-count: 1;"> </span>:
Jumlah peserta kelompok atas<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.75pt; text-align: justify; text-indent: 9.35pt;">J<sub>B</sub><span style="mso-tab-count: 1;"> </span>:
Jumlah peserta kelompok bawah<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 46.75pt; text-align: justify;"><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span><span style="mso-text-raise: -15.0pt; position: relative; top: 15.0pt;"><!--[if gte vml 1]><v:shape
id="_x0000_i1030" type="#_x0000_t75" style='width:54.75pt;height:35.25pt'
o:ole="">
<v:imagedata src="file:///C:\Users\USER\AppData\Local\Temp\msohtmlclip1\01\clip_image012.wmz"
o:title=""/>
</v:shape><![endif]--><!--[if !vml]--><img height="47" src="file:///C:/Users/USER/AppData/Local/Temp/msohtmlclip1/01/clip_image013.gif" v:shapes="_x0000_i1030" width="73" /><!--[endif]--></span><!--[if gte mso 9]><xml>
<o:OLEObject Type="Embed" ProgID="Equation.3" ShapeID="_x0000_i1030"
DrawAspect="Content" ObjectID="_1762842455">
</o:OLEObject>
</xml><![endif]--><span style="mso-spacerun: yes;"> </span>Proporsi peserta
kelompok atas yang menjawab benar.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 46.75pt; text-align: justify;"><span style="mso-tab-count: 1;"> </span><span style="mso-text-raise: -15.0pt; position: relative; top: 15.0pt;"><!--[if gte vml 1]><v:shape id="_x0000_i1031"
type="#_x0000_t75" style='width:54.75pt;height:35.25pt' o:ole="">
<v:imagedata src="file:///C:\Users\USER\AppData\Local\Temp\msohtmlclip1\01\clip_image014.wmz"
o:title=""/>
</v:shape><![endif]--><!--[if !vml]--><img height="47" src="file:///C:/Users/USER/AppData/Local/Temp/msohtmlclip1/01/clip_image015.gif" v:shapes="_x0000_i1031" width="73" /><!--[endif]--></span><!--[if gte mso 9]><xml>
<o:OLEObject Type="Embed" ProgID="Equation.3" ShapeID="_x0000_i1031"
DrawAspect="Content" ObjectID="_1762842456">
</o:OLEObject>
</xml><![endif]--><span style="mso-spacerun: yes;"> </span>Proporsi peserta
kelompok bawah yang menjawab benar<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 46.75pt; text-align: justify; text-indent: 36.0pt;">Kriteria yang digunakanuntuk menentukan daya pembeda
butir soal sebagai berikut:<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 64.75pt; mso-list: l11 level1 lfo7; tab-stops: list 64.75pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Soal dengan D = 0,000 sampai 0,200 adalah jelek<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 64.75pt; mso-list: l11 level1 lfo7; tab-stops: list 64.75pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Soal dengan D = 0,201 sampai 0,400 adalah cukup<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 64.75pt; mso-list: l11 level1 lfo7; tab-stops: list 64.75pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Soal dengan D = 0,401 sampai 0,700 adalah baik<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 64.75pt; mso-list: l11 level1 lfo7; tab-stops: list 64.75pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Soal dengan D = 0,701 sampai 1,000 adalah sangat baik.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: -18.7pt;"><b style="mso-bidi-font-weight: normal;">D. <span style="mso-tab-count: 1;"> </span>Metode Pengumpulan Data<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: 36.0pt;">Data-data yang diperlukan dalam penelitian ini
diperoleh melalui observasi pengolahan pembelajaran penemuan (discovery),
observasi aktivitas siswa dan guru, dan tes formatif.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: -18.7pt;"><b style="mso-bidi-font-weight: normal;">E. <span style="mso-tab-count: 1;"> </span>Teknik Analisis Data<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: 36.0pt;">Untuk mengetahui keefektivan suatu metode dalam
kegiatan pembelajaran perlu diadakan analisa data. Pada penelitian ini menggunakan
teknik analisis deskriptif kualitatif, yaitu suatu metode penelitian yang
bersifat menggambarkan kenyataan atau fakta sesuai dengan data yang diperoleh
dengan tujuan untuk mengetahui prestasi belajar yang dicapai siswa juga untuk
memperoleh respon siswa terhadap kegiata pembelajaran serta aktivitas siswa
selama proses pembelajaran.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: 36.0pt;">Untuk mengalisis tingkat keberhasilan atau persentase
keberhasilan siswa setelah proses belajar mengajar setiap putarannya dilakukan
dengan cara memberikan evaluasi berupa soal tes tertulis pada setiap akhir
putaran.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 18.0pt;">Analisis ini dihitung dengan menggunakan statistik sederhana yaitu:<o:p></o:p></p>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l15 level1 lfo8; tab-stops: list 36.0pt; text-align: justify;">Untuk menilai ulangan atu tes formatif <o:p></o:p></li>
</ol>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Peneliti melakukan penjumlahan nilai yang diperoleh
siswa, yang selanjutnya dibagi dengan jumlah siswa yang ada di kelas tersebut
sehingga diperoleh rata-rata tes formatif dapat dirumuskan:<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify;"><span style="mso-text-raise: -16.0pt; position: relative; top: 16.0pt;"><!--[if gte vml 1]><v:shape
id="_x0000_i1032" type="#_x0000_t75" style='width:53.25pt;height:38.25pt'
o:ole="">
<v:imagedata src="file:///C:\Users\USER\AppData\Local\Temp\msohtmlclip1\01\clip_image016.wmz"
o:title=""/>
</v:shape><![endif]--><!--[if !vml]--><img height="51" src="file:///C:/Users/USER/AppData/Local/Temp/msohtmlclip1/01/clip_image017.gif" v:shapes="_x0000_i1032" width="71" /><!--[endif]--></span><!--[if gte mso 9]><xml>
<o:OLEObject Type="Embed" ProgID="Equation.3" ShapeID="_x0000_i1032"
DrawAspect="Content" ObjectID="_1762842457">
</o:OLEObject>
</xml><![endif]--><o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify;">Dengan <span style="mso-tab-count: 1;"> </span>: <span style="mso-text-raise: -2.0pt; position: relative; top: 2.0pt;"><!--[if gte vml 1]><v:shape
id="_x0000_i1033" type="#_x0000_t75" style='width:14.25pt;height:15.75pt'
o:ole="">
<v:imagedata src="file:///C:\Users\USER\AppData\Local\Temp\msohtmlclip1\01\clip_image018.wmz"
o:title=""/>
</v:shape><![endif]--><!--[if !vml]--><img height="21" src="file:///C:/Users/USER/AppData/Local/Temp/msohtmlclip1/01/clip_image019.gif" v:shapes="_x0000_i1033" width="19" /><!--[endif]--></span><!--[if gte mso 9]><xml>
<o:OLEObject Type="Embed" ProgID="Equation.3" ShapeID="_x0000_i1033"
DrawAspect="Content" ObjectID="_1762842458">
</o:OLEObject>
</xml><![endif]--><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span>= Nilai rata-rata<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify;"><span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>Σ X <span style="mso-tab-count: 1;"> </span>=
Jumlah semua nilai siswa<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><span style="mso-tab-count: 3;"> </span><span style="mso-spacerun: yes;"> </span>Σ N<span style="mso-tab-count: 1;"> </span>=
Jumlah siswa<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.4pt; text-align: justify; text-indent: -18.7pt;">2. <span style="mso-tab-count: 1;"> </span>Untuk
ketuntasan belajar<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;"><st1:city w:st="on"><st1:place w:st="on">Ada</st1:place></st1:city>
dua kategori ketuntasan belajar yaitu secara perorangan dan secara klasikal.
Berdasarkan petunjuk pelaksanaan belajar mengajar kurikulum 1994 (Depdikbud,
1994), yaitu seorang siswa telah tuntas belajar bila telah mencapai skor 65%
atau nilai 65, dan kelas disebut tuntas belajar bila di kelas tersebut terdapat
85% yang telah mencapai daya serap lebih dari sama dengan 65%. Untuk menghitung
persentase ketuntasan belajar digunakan rumus sebagai berikut:<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><span style="mso-tab-count: 1;"> </span><span style="mso-text-raise: -16.0pt; position: relative; top: 16.0pt;"><!--[if gte vml 1]><v:shape id="_x0000_i1034"
type="#_x0000_t75" style='width:200.25pt;height:38.25pt' o:ole="">
<v:imagedata src="file:///C:\Users\USER\AppData\Local\Temp\msohtmlclip1\01\clip_image020.wmz"
o:title=""/>
</v:shape><![endif]--><!--[if !vml]--><img height="51" src="file:///C:/Users/USER/AppData/Local/Temp/msohtmlclip1/01/clip_image021.gif" v:shapes="_x0000_i1034" width="267" /><!--[endif]--></span><!--[if gte mso 9]><xml>
<o:OLEObject Type="Embed" ProgID="Equation.3" ShapeID="_x0000_i1034"
DrawAspect="Content" ObjectID="_1762842459">
</o:OLEObject>
</xml><![endif]--><o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;">BAB IV<o:p></o:p></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;">HASIL PENELITIAN DAN PEMBAHASAN<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 36.0pt;">Data penelitian yang diperoleh berupa hasil uji coba item butir soal,
data observasi berupa pengamatan pengelolaan pembelajaran penemuan (<i style="mso-bidi-font-style: normal;">discovery</i>) dan pengamatan aktivitas
siswa dan guru pada akhir pembelajaran, dan data tes formatif siswa pada setiap
siklus.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><span style="mso-tab-count: 1;"> </span>Data hasil uji coba item butir soal
digunakan untuk mendapatkan tes yang betul-betul mewakili apa yang diinginka.
Data ini selanjutnya dianalisis tingkat validitas, reliabilitas, taraf
kesukaran, dan daya pembeda.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><span style="mso-tab-count: 1;"> </span>Data lembar observasi diambil dari
dua pengamatan yaitu data pengamatan penglolaan pembelajaran penemuan (<i style="mso-bidi-font-style: normal;">discovery</i>) yang digunakan untuk
mengetahui pengaruh penerapan metode pembelajaran penemuan (<i style="mso-bidi-font-style: normal;">discovery</i>) dalam meningkatkan prestasi. <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><span style="mso-tab-count: 1;"> </span>Data tes formatif untuk mengetahui
peningkatan prestasi belajar siswa setelah diterapkan pembelajaran penemuan (<i style="mso-bidi-font-style: normal;">discovery</i>).<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; mso-list: l3 level1 lfo9; tab-stops: list 18.7pt; text-align: justify; text-indent: -18.7pt;"><!--[if !supportLists]--><b style="mso-bidi-font-weight: normal;"><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";"> </span></span></b><!--[endif]--><b style="mso-bidi-font-weight: normal;">Analisis Item Butir Soal<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: 36.0pt;">Sebelum melaksanakan pengambilan data melalui
instrumen penelitian berupa tes dan mendapatkan tes yang baik, maka data tes tersebut
diuji dan dianalisi. Uji coba dilakukan pada siswa di luar sasaran penelitian.
Analisis tes yang dilakukan meliputi:<o:p></o:p></p>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l17 level1 lfo10; tab-stops: list 36.0pt; text-align: justify;">Validitas <o:p></o:p></li>
</ol>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Validitas butir soal dimaksudkan untuk mengetahui
kelayakan tes sehingga dapat digunakan sebagai instrument dalam penelitian ini.
Dari perhitungan 46 soal diperoleh 16 soal tidak valid dan 30 soal valid. Hasil
dari validits soal-soal dirangkum dalam tabel di bawah ini.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;"><span style="mso-spacerun: yes;"> </span>Tabel 4.1.
Soal Valid dan Tidak Valid Tes Formatif Siswa<o:p></o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 42.8pt; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 480; width: 499px;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 243.1pt;" valign="top" width="324">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Soal Valid<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.9pt;" valign="top" width="175">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Soal Tidak Valid<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 243.1pt;" valign="top" width="324">
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">1,
2, 5, 6, 7, 9, 10, 11, 12, 13, 14, 17, 19, 21, 23, 25, 26, 27, 28, 29, 30,
36, 37, 38, 39, 41, 42, 43, 44, 45<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.9pt;" valign="top" width="175">
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">3,
4, 8, 15, 16, 18, 20, 22, 24, 31, 32, 33, 34, 35, 40, 46<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<ol start="2" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l17 level1 lfo10; tab-stops: list 36.0pt; text-align: justify;">Reliabilitas <o:p></o:p></li>
</ol>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Soal-soal yang telah memenuhi syarat validitas diuji
reliabilitasnya. Dari hasil perhitungan diperoleh koefisien reliabilitas r<sub>11
</sub>sebesar 0, 775. Harga ini lebih besar dari harga r product moment. Untuk
jumlah siswa (N = 22) dengan r (95%) = 0,423. Dengan demikian soal-soal tes
yang digunakan telah memenuhi syarat reliabilitas.<o:p></o:p></p>
<ol start="3" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l17 level1 lfo10; tab-stops: list 36.0pt; text-align: justify;">Taraf Kesukaran (P)<o:p></o:p></li>
</ol>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Taraf kesukaran digunakan untuk mengetahui tingkat
kesukaran soal. Hasil analisis menunjukkan dari 46 soal yang diuji terdapat: <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 64.75pt; mso-list: l11 level1 lfo7; tab-stops: list 64.75pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->20 soal mudah<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 64.75pt; mso-list: l11 level1 lfo7; tab-stops: list 64.75pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->16 soal sedang<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 64.75pt; mso-list: l11 level1 lfo7; tab-stops: list 64.75pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->10 soal sukar<o:p></o:p></p>
<ol start="4" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l17 level1 lfo10; tab-stops: list 36.0pt; text-align: justify;">Daya Pembeda<o:p></o:p></li>
</ol>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Analisis daya pembeda dilakukan untuk mengetahui
kemampuan soal dalam membedakan siswa yang berkemampuan tinggi dengan siswa
yang berkemampuan rendah.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Dari hasil analisis daya pembeda diperoleh soal yang
berkriteria jelek sebanyak 14 soal, berkriteria cukup 20 soal, berkreteria baik
10 soal, dan yang berkriteria tidak baik 2 soal. Dengan demikian soal-soal tes
yang digunakan telah memenuhi syara-syarat validitas, reliabilitas, taraf
kesukaran, dan daya pembeda.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: -18.7pt;"><b style="mso-bidi-font-weight: normal;">B. <span style="mso-tab-count: 1;"> </span>Analisis Data Penelitian Persiklus<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.4pt; text-align: justify; text-indent: -18.7pt;">1. <span style="mso-tab-count: 1;"> </span>Siklus I<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: -20.1pt;">a. <span style="mso-tab-count: 1;"> </span>Tahap
Perencanaan<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;">Pada tahap ini peneliti mempersiapkan perangkat
pembelajaran yang terdiri dari rencana pelajaran 1, LKS 1, soal tes formatif 1,
dan alat-alat pengajaran yang mendukung. <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: -20.1pt;">b. <span style="mso-tab-count: 1;"> </span>Tahap
Kegiatan dan Pelaksanaan <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;">Pelaksanaan kegiatan belajar mengajar untuk siklus I
dilaksanakan pada tanggal 4 September 2021 di kelas IX dengan jumlah siswa 22
siswa. Dalam hal ini peneliti bertindak sebagai guru. Adapun proses belajar
mengajar mengacu pada rencana pelajaran yang telah dipersiapkan. Pengamatan
(observasi) dilaksanakan bersamaan dengan pelaksanaan belajar mengajar. <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;">Pada akhir proses belajar mengajar siswa diberi tes
formatif I dengan tujuan untuk mengetahui tingkat keberhasilan siswa dalam
proses belajar mengajar yang telah dilakukan. Adapun data hasil penelitian pada
siklus I adalah sebagai berikut:<o:p></o:p></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><o:p> </o:p></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><span style="mso-spacerun: yes;"> </span>Tabel 4.2. Hasil Tes Formatif Siswa
Pada Siklus I<o:p></o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 58.1pt; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 480; width: 470px;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; page-break-inside: avoid;">
<td rowspan="2" style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">No. Urut<o:p></o:p></span></p>
</td>
<td rowspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Nilai<o:p></o:p></span></p>
</td>
<td colspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 75.9pt;" valign="top" width="101">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Keterangan <o:p></o:p></span></p>
</td>
<td rowspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">No. Urut<o:p></o:p></span></p>
</td>
<td rowspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Nilai<o:p></o:p></span></p>
</td>
<td colspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 73.35pt;" valign="top" width="98">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Keterangan <o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1; page-break-inside: avoid;">
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">T<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">TT<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">T<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">TT<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 3.5pt; mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 3.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">1<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 3.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">60<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 3.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 3.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 3.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">12<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 3.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">60<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 3.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 3.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">2<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">13<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">3<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">14<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">4<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">60<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">15<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">5<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">16<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">6<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">17<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">90<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">7<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">18<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">60<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">8<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">19<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">60<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">9<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">60<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">20<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">10<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">21<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">11<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">50<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">22<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">60<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 13;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Jumlah <o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><!--[if supportFields]><span
style='font-size:10.0pt'><span style='mso-element:field-begin'></span><span
style='mso-spacerun:yes'> </span>=SUM(ABOVE) <span style='mso-element:field-separator'></span></span><![endif]--><span style="font-size: 10.0pt;"><span style="mso-no-proof: yes;">750</span></span><!--[if supportFields]><span
style='font-size:10.0pt'><span style='mso-element:field-end'></span></span><![endif]--><span style="font-size: 10.0pt;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">7<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">4<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Jumlah <o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><!--[if supportFields]><span
style='font-size:10.0pt'><span style='mso-element:field-begin'></span><span
style='mso-spacerun:yes'> </span>=SUM(ABOVE) <span style='mso-element:field-separator'></span></span><![endif]--><span style="font-size: 10.0pt;"><span style="mso-no-proof: yes;">770</span></span><!--[if supportFields]><span
style='font-size:10.0pt'><span style='mso-element:field-end'></span></span><![endif]--><span style="font-size: 10.0pt;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">8<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">3<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 14; mso-yfti-lastrow: yes;">
<td colspan="8" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 352.3pt;" valign="top" width="470">
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Jumlah
Skor 1520<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Jumlah
Skor Maksimal Ideal 2200 <o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-size: 10.0pt;">Rata-Rata Skor Tercapai
69,09<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><span style="mso-spacerun: yes;"> </span><o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Keterangan: <span style="mso-tab-count: 1;"> </span>T
<span style="mso-tab-count: 5;"> </span>:
Tuntas <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 108.0pt; text-align: justify; text-indent: 36.0pt;">TT<span style="mso-tab-count: 5;"> </span>:
Tidak Tuntas<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 108.0pt; text-align: justify; text-indent: 36.0pt;">Jumlah siswa yang tuntas <span style="mso-tab-count: 2;"> </span>: 15<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 108.0pt; text-align: justify; text-indent: 36.0pt;">Jumlah siswa yang belum tuntas <span style="mso-tab-count: 1;"> </span>: 7<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 108.0pt; text-align: justify; text-indent: 36.0pt;">Klasikal <span style="mso-tab-count: 4;"> </span>:
Belum tuntas<o:p></o:p></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center; text-indent: 36.0pt;">Tabel 4.3. Rekapitulasi Hasil Tes Siklus I<o:p></o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 61.5pt; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 480; width: 474px;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.05pt;" valign="top" width="37">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">No<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 224.4pt;" valign="top" width="299">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Uraian<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.85pt;" valign="top" width="137">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Hasil Siklus I<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.05pt;" valign="top" width="37">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">1<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">2<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">3<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 224.4pt;" valign="top" width="299">
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Nilai
rata-rata tes formatif<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Jumlah
siswa yang tuntas belajar<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Persentase
ketuntasan belajar<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.85pt;" valign="top" width="137">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">69,09<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">15<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">68,18<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 37.4pt;">Dari tabel di atas dapat dijelaskan bahwa dengan
menerapkan metode pembelajaran penemuan (<i style="mso-bidi-font-style: normal;">discovery</i>)
diperoleh nilai rata-rata prestasi belajar siswa adalah 69,09 dan ketuntasan
belajar mencapai 68,18% atau ada 15 siswa<span style="mso-spacerun: yes;">
</span>dari 22 siswa sudah tuntas belajar. Hasil tersebut menunjukkan bahwa
pada siklus pertama secara klasikal siswa belum tuntas belajar, karena siswa
yang memperoleh nilai ≥ 65 hanya sebesar 68,18% lebih kecil dari persentase
ketuntasan yang dikehendaki yaitu sebesar 85%. Hal ini disebabkan karena siswa
masih merasa baru dan belum mengerti apa yang dimaksudkan dan digunakan guru
dengan menerapkan metode pembelajaran penemuan (<i style="mso-bidi-font-style: normal;">discovery</i>).<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.4pt; text-align: justify; text-indent: -18.7pt;">2. <span style="mso-tab-count: 1;"> </span>Siklus II<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: -20.1pt;">a. <span style="mso-tab-count: 1;"> </span>Tahap
perencanaan <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;">Pada tahap ini peneliti mempersiapkan perangkat
pembelajaran yang terdiri dari rencana pelajaran 2, LKS 2, soal tes formatif
II, dan alat-alat pengajaran yang mendukung.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: -20.1pt;">b. <span style="mso-tab-count: 1;"> </span>Tahap
kegiatan dan pelaksanaan <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;">Pelaksanaan kegiatan belajar mengajar untuk siklus II
dilaksanakan pada tanggal 12 September 2021 di kelas X dengan jumlah siswa 22
siswa. Dalam hal ini peneliti bertindak sebagai guru. Adapun proses belajar
mengajar mengacu pada rencana pelajaran dengan memperhatikan revisi pada siklus
I, sehingga kesalahan atau kekurangan pada siklus I tidak terulang lagi pada
siklus II. Pengamatan (observasi) dilaksanakan bersamaan dengan pelaksanaan
belajar mengajar. <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;">Pada akhir proses belajar mengajar siswa diberi tes
formatif II dengan tujuan untuk mengetahui tingkat keberhasilan siswa selama
proses belajar mengajar yang telah dilakukan. Instrument yang digunakan adalah
tes formatif II. Adapun data hasil penelitian pada siklus II adalah sebagai
berikut.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><span style="mso-spacerun: yes;"> </span>Tabel 4.4.
Hasil Tes Formatif Siswa Pada Siklus II<o:p></o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 58.1pt; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 480; width: 470px;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; page-break-inside: avoid;">
<td rowspan="2" style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">No. Urut<o:p></o:p></span></p>
</td>
<td rowspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Nilai<o:p></o:p></span></p>
</td>
<td colspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 75.9pt;" valign="top" width="101">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Keterangan <o:p></o:p></span></p>
</td>
<td rowspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">No. Urut<o:p></o:p></span></p>
</td>
<td rowspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Nilai<o:p></o:p></span></p>
</td>
<td colspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 73.35pt;" valign="top" width="98">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Keterangan <o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1; page-break-inside: avoid;">
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">T<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">TT<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">T<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">TT<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">1<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">60<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">12<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">90<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">2<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">13<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">3<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">14<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">4<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">90<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">15<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">5<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">90<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">16<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">6<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">60<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">17<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">60<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">7<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">18<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">8<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">19<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">9<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">60<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">20<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">60<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">10<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">21<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">11<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">90<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">22<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 13;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Jumlah <o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><!--[if supportFields]><span
style='font-size:10.0pt'><span style='mso-element:field-begin'></span><span
style='mso-spacerun:yes'> </span>=SUM(ABOVE) <span style='mso-element:field-separator'></span></span><![endif]--><span style="font-size: 10.0pt;"><span style="mso-no-proof: yes;">840</span></span><!--[if supportFields]><span
style='font-size:10.0pt'><span style='mso-element:field-end'></span></span><![endif]--><span style="font-size: 10.0pt;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">8<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">3<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Jumlah<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><!--[if supportFields]><span
style='font-size:10.0pt'><span style='mso-element:field-begin'></span><span
style='mso-spacerun:yes'> </span>=SUM(ABOVE) <span style='mso-element:field-separator'></span></span><![endif]--><span style="font-size: 10.0pt;"><span style="mso-no-proof: yes;">840</span></span><!--[if supportFields]><span
style='font-size:10.0pt'><span style='mso-element:field-end'></span></span><![endif]--><span style="font-size: 10.0pt;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">9<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">2<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 14; mso-yfti-lastrow: yes;">
<td colspan="8" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 352.3pt;" valign="top" width="470">
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Jumlah
Skor 1680<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Jumlah
Skor Maksimal Ideal 2200 <o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-size: 10.0pt;">Rata-Rata Skor Tercapai
76,36<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 20.1pt; text-align: justify; text-indent: 36.0pt;">Keterangan: <span style="mso-tab-count: 1;"> </span>T
<span style="mso-tab-count: 5;"> </span>:
Tuntas <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 108.0pt; text-align: justify; text-indent: 36.0pt;">TT<span style="mso-tab-count: 5;"> </span>:
Tidak Tuntas<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 108.0pt; text-align: justify; text-indent: 36.0pt;">Jumlah siswa yang tuntas <span style="mso-tab-count: 2;"> </span>: 17<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 108.0pt; text-align: justify; text-indent: 36.0pt;">Jumlah siswa yang belum tuntas <span style="mso-tab-count: 1;"> </span>: 5<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 108.0pt; text-align: justify; text-indent: 36.0pt;">Klasikal <span style="mso-tab-count: 4;"> </span>:
Belum tuntas<span style="mso-spacerun: yes;"> </span><o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 108.0pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center; text-indent: 36.0pt;">Tabel 4.5. Rekapitulasi Hasil Tes Siklus II<o:p></o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 61.5pt; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 480;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 25.5pt;" valign="top" width="34">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">No<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 226.95pt;" valign="top" width="303">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Uraian<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.85pt;" valign="top" width="137">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Hasil Siklus II<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 25.5pt;" valign="top" width="34">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">1<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">2<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">3<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 226.95pt;" valign="top" width="303">
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Nilai
rata-rata tes formatif<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Jumlah
siswa yang tuntas belajar<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Persentase
ketuntasan belajar<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.85pt;" valign="top" width="137">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">76,36<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">17<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">77,27<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 37.4pt;">Dari tabel di atas diperoleh nilai rata-rata prestasi
belajar siswa adalah 76,36 dan ketuntasan belajar mencapai 77,27% atau ada 17
siswa dari 22 siswa sudah tuntas belajar. Hasil ini menunjukkan bahwa pada
siklus II ini ketuntasan belajar secara klasikal telah megalami peningkatan
sedikit lebih baik dari siklus I. Adanya peningkatan hasil belajar siswa ini
karena setelah guru menginformasikan bahwa setiap akhir pelajaran akan selalu
diadakan tes sehingga pada pertemuan berikutnya siswa lebih termotivasi untuk
belajar. Selain itu siswa juga sudah mulai mengerti apa yang dimaksudkan dan
diinginkan guru dengan menerapkan metode pembelajaran penemuan (<i style="mso-bidi-font-style: normal;">discovery</i>).<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.4pt; text-align: justify; text-indent: -18.7pt;">3. <span style="mso-tab-count: 1;"> </span>Siklus III<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: -20.1pt;">a. <span style="mso-tab-count: 1;"> </span>Tahap
Perencanaan<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;">Pada tahap ini peneliti mempersiapkan perangkat
pembelajaran yang terdiri dari rencana pelajaran 3, LKS 3, soal tes formatif 3,
dan alat-alat pengajaran yang mendukung<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: -20.1pt;">b. <span style="mso-tab-count: 1;"> </span>Tahap
kegiatan dan pengamatan<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;">Pelaksanaan kegiatan belajar mengajar untuk siklus III
dilaksanakan pada tanggal 19 September 2021 di kelas X dengan jumlah siswa 22
siswa. Dalam hal ini peneliti bertindak sebagai guru. Adapun proses belajar
mengajar mengacu pada rencana pelajaran dengan memperhatikan revisi pada siklus
II, sehingga kesalahan atau kekurangan pada siklus II tidak terulang lagi pada
siklus III. Pengamatan (observasi) dilaksanakan bersamaan dengan pelaksanaan
belajar mengajar.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;">Pada akhir proses belajar mengajar siswa diberi tes
formatif III dengan tujuan untuk mengetahui tingkat keberhasilan siswa dalam
proses belajar mengajar yang telah dilakukan. Instrumen yang digunakan adalah
tes formatif III. Adapun data hasil peneitian pada siklus III adalah sebagai
berikut:<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 20.1pt; text-indent: 36.0pt;"><span style="mso-spacerun: yes;"> </span>Tabel 4.6. Hasil
Tes Formatif Siswa Pada Siklus III<o:p></o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 58.1pt; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 480; width: 470px;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; page-break-inside: avoid;">
<td rowspan="2" style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">No. Urut<o:p></o:p></span></p>
</td>
<td rowspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Nilai<o:p></o:p></span></p>
</td>
<td colspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 75.9pt;" valign="top" width="101">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Keterangan <o:p></o:p></span></p>
</td>
<td rowspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">No. Urut<o:p></o:p></span></p>
</td>
<td rowspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Nilai<o:p></o:p></span></p>
</td>
<td colspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 73.35pt;" valign="top" width="98">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Keterangan <o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1; page-break-inside: avoid;">
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">T<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">TT<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">T<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">TT<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">1<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">90<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">12<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">90<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">2<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">90<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">13<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">90<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">3<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">90<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">14<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">90<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">4<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">15<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">60<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">5<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">90<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">16<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">90<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">6<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">17<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">7<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">90<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">18<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">8<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">60<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">19<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">9<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">90<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">20<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">10<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">90<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">21<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">90<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">11<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">60<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">22<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">√<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 13;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Jumlah <o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.7pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><!--[if supportFields]><span
style='font-size:10.0pt'><span style='mso-element:field-begin'></span><span
style='mso-spacerun:yes'> </span>=SUM(ABOVE) <span style='mso-element:field-separator'></span></span><![endif]--><span style="font-size: 10.0pt;"><span style="mso-no-proof: yes;">910</span></span><!--[if supportFields]><span
style='font-size:10.0pt'><span style='mso-element:field-end'></span></span><![endif]--><span style="font-size: 10.0pt;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 39.9pt;" valign="top" width="53">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">9<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">2<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.75pt;" valign="top" width="70">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Jumlah <o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.9pt;" valign="top" width="60">
<p align="center" class="MsoNormal" style="text-align: center;"><!--[if supportFields]><span
style='font-size:10.0pt'><span style='mso-element:field-begin'></span><span
style='mso-spacerun:yes'> </span>=SUM(ABOVE) <span style='mso-element:field-separator'></span></span><![endif]--><span style="font-size: 10.0pt;"><span style="mso-no-proof: yes;">890</span></span><!--[if supportFields]><span
style='font-size:10.0pt'><span style='mso-element:field-end'></span></span><![endif]--><span style="font-size: 10.0pt;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.35pt;" valign="top" width="50">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">10<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 36.0pt;" valign="top" width="48">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">1<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 14; mso-yfti-lastrow: yes;">
<td colspan="8" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 352.3pt;" valign="top" width="470">
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Jumlah
Skor 1800<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Jumlah
Skor Maksimal Ideal 2200 <o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-size: 10.0pt;">Rata-Rata Skor Tercapai
81,82<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="line-height: 200%;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Keterangan: <span style="mso-tab-count: 1;"> </span>T
<span style="mso-tab-count: 5;"> </span>:
Tuntas <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 108.0pt; text-align: justify; text-indent: 36.0pt;">TT<span style="mso-tab-count: 5;"> </span>:
Tidak Tuntas<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 108.0pt; text-align: justify; text-indent: 36.0pt;">Jumlah siswa yang tuntas <span style="mso-tab-count: 2;"> </span>: 19<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 108.0pt; text-align: justify; text-indent: 36.0pt;">Jumlah siswa yang belum tuntas <span style="mso-tab-count: 1;"> </span>: 3<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 108.0pt; text-align: justify; text-indent: 36.0pt;">Klasikal <span style="mso-tab-count: 4;"> </span>:
Tuntas<span style="mso-spacerun: yes;"> </span><o:p></o:p></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%;"><span style="mso-spacerun: yes;">
</span>Tabel 4.7. Rekapitulasi Hasil Tes Siklus III<o:p></o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 61.5pt; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 480;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 25.5pt;" valign="top" width="34">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">No<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 217.6pt;" valign="top" width="290">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Uraian<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 112.2pt;" valign="top" width="150">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">Hasil Siklus III<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 25.5pt;" valign="top" width="34">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">1<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">2<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">3<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 217.6pt;" valign="top" width="290">
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Nilai
rata-rata tes formatif<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Jumlah
siswa yang tuntas belajar<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10.0pt;">Persentase
ketuntasan belajar<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 112.2pt;" valign="top" width="150">
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">81,82<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">19<o:p></o:p></span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 10.0pt;">86,36<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 37.4pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 37.4pt;">Berdasarkan tabel diatas diperoleh nilai rata-rata tes
formatif sebesar 81,82 dan dari 22 siswa yang telah tuntas sebanyak 19 siswa
dan 3 siswa belum mencapai ketuntasan belajar. Maka secara klasikal ketuntasan
belajar yang telah tercapai sebesar 86,36% (termasuk kategori tuntas).<span style="mso-spacerun: yes;"> </span>Hasil pada siklus III ini mengalami
peningkatan lebih baik dari siklus II. Adanya peningkatan hasil belajar pada
siklus III ini dipengaruhi oleh adanya peningkatan kemampuan guru dalam
menerapkan pembelajaran penemuan <i style="mso-bidi-font-style: normal;">(discovery</i>)
sehingga siswa menjadi lebih terbiasa dengan pembelajaran seperti ini sehingga
siswa lebih mudah dalam memahami materi yang telah diberikan. Pada siklus III
ini ketuntasan secara klasikal telah tercapai, sehingga penelitian ini hanya
sampai pada siklus III. <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: -20.1pt;">c. <span style="mso-tab-count: 1;"> </span>Refleksi<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;">Pada tahap ini akah dikaji apa yang telah terlaksana
dengan baik maupun yang masih kurang baik dalam proses belajar mengajar dengan
penerapan pembelajaran penemuan (<i style="mso-bidi-font-style: normal;">discovery</i>).
Dari data-data yang telah diperoleh dapat duraikan sebagai berikut: <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 72.0pt; mso-list: l14 level1 lfo22; tab-stops: list 72.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Selama proses belajar mengajar guru telah melaksanakan
semua pembelajaran dengan baik. Meskipun ada beberapa aspek yang belum
sempurna, tetapi persentase pelaksanaannya untuk masing-masing aspek cukup
besar.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 72.0pt; mso-list: l14 level1 lfo22; tab-stops: list 72.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Berdasarkan data hasil pengamatan diketahui bahwa siswa
aktif selama proses belajar berlangsung.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 72.0pt; mso-list: l14 level1 lfo22; tab-stops: list 72.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Kekurangan pada siklus-siklus sebelumnya sudah
mengalami perbaikan dan peningkatan sehingga menjadi lebih baik.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 72.0pt; mso-list: l14 level1 lfo22; tab-stops: list 72.0pt; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";">
</span></span><!--[endif]-->Hasil belajar siswa pada siklus III mencapai
ketuntasan.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: -20.1pt;">d. <span style="mso-tab-count: 1;"> </span>Revisi
Pelaksanaan <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 56.1pt; text-align: justify; text-indent: 36.0pt;">Pada siklus III guru telah menerapkan pembelajaran
penemuan (<i style="mso-bidi-font-style: normal;">discovery</i>) dengan baik dan
dilihat dari aktivitas siswa serta hasil belajar siswa pelaksanaan proses
belajar mengajar sudah berjalan dengan baik. Maka tidak diperlukan revisi
terlalu banyak, tetapi yang perlu diperhatikan untuk tindakan selanjutnya
adalah memaksimalkan dan mepertahankan apa yang telah ada dengan tujuan agar
pada pelaksanaan proses belajar mengajar selanjutnya penerapan pembelajaran
penemuan (<i style="mso-bidi-font-style: normal;">discovery</i>) dapat
meningkatkan proses belajar mengajar sehingga tujuan pembelajaran dapat
tercapai.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: -18.7pt;"><b style="mso-bidi-font-weight: normal;">C. <span style="mso-tab-count: 1;"> </span>Pembahasan<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.4pt; text-align: justify; text-indent: -18.7pt;">1. <span style="mso-tab-count: 1;"> </span>Ketuntasan
Hasil belajar Siswa<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Melalui hasil peneilitian ini menunjukkan bahwa
pembelajaran penemuan (<i style="mso-bidi-font-style: normal;">discovery</i>)
memiliki dampak positif dalam meningkatkan prestasi belajar siswa. Hal ini
dapat dilihat dari semakin mantapnya pemahaman siswa terhadap materi yang
disampaikan guru (ketuntasan belajar meningkat dari sklus I, II, dan II) yaitu
masing-masing 68,18%, 77,27%, dan 86,36%. Pada siklus III ketuntasan belajar
siswa secara klasikal telah tercapai.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.4pt; text-align: justify; text-indent: -18.7pt;">2. <span style="mso-tab-count: 1;"> </span>Kemampuan
Guru dalam Mengelola Pembelajaran <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Berdasarkan analisis data, diperoleh aktivitas siswa
dalam proses pembelajaran penemuan (<i style="mso-bidi-font-style: normal;">discovery</i>)
dalam setiap siklus mengalami peningkatan. Hal ini berdampak positif terhadap
prestasi belajar siswa yaitu dapat ditunjukkan dengan meningkatnya nilai
rata-rata siswa pada setiap siklus yang terus mengalami peningkatan.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.4pt; text-align: justify; text-indent: -18.7pt;">3. <span style="mso-tab-count: 1;"> </span>Aktivitas
Guru dan Siswa Dalam Pembelajaran <o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Berdasarkan analisis data, diperoleh aktivitas siswa
dalam proses pembelajaran Biologi pada pokok bahasan Keanekaragaman Hayati yang
paling dominan adalah bekerja dengan menggunakan alat/media, mendengarkan/
memperhatikan penjelasan guru, dan diskusi antar siswa/antara siswa dengan
guru. Jadi dapat dikatakan bahwa aktivitas siswa dapat dikategorikan aktif.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;">Sedangkan untuk aktivitas guru selama pembelajaran
telah melaksanakan langah-langkah pembelajaran penemuan (<i style="mso-bidi-font-style: normal;">discovery</i>) dengan baik. Hal ini terlihat dari aktivitas guru yang
muncul di antaranya aktivitas membimbing dan mengamati siswa dalam mengerjakan
kegiatan LKS/menemukan konsep, menjelaskan/melatih menggunakan alat, memberi
umpan balik/evaluasi/tanya jawab dimana prosentase untuk aktivitas di atas
cukup besar.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt;"><o:p> </o:p></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;">BAB V<o:p></o:p></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;">PENUTUP<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: -18.7pt;"><b style="mso-bidi-font-weight: normal;">A. <span style="mso-tab-count: 1;"> </span>Kesimpulan <span style="mso-tab-count: 1;"> </span><o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: 37.4pt;">Dari hasil kegiatan pembelajaran yang telah dilakukan
selama tiga siklus, dan berdasarkan seluruh pembahasan serta analisis yang
telah dilakukan dapat disimpulkan sebagai berikut:<o:p></o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 37.4pt; text-align: justify; text-indent: -18.7pt;">1. <span style="mso-tab-count: 1;"> </span>Pembelajaran
dengan penemuan (<i style="mso-bidi-font-style: normal;">discovery</i>) memiliki
dampak positif dalam meningkatkan prestasi belajar siswa yang ditandai dengan
peningkatan ketuntasan belajar siswa dalam setiap siklus, yaitu siklus I
(68,18%), siklus II (77,27%), siklus III (86,36%). <o:p></o:p></p>
<ol start="2" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l15 level1 lfo8; tab-stops: list 36.0pt; text-align: justify;">Penerapan metode pembelajaran penemuan (<i style="mso-bidi-font-style: normal;">discovery</i>) mempunyai pengaruh
positif, yaitu dapat meningkatkan motivasi belajar siswa yang ditunjukan
dengan hasil wawancara dengan sebagian siswa, rata-rata jawaban siswa
menyatakan bahwa siswa tertarik dan berminat dengan metode pembelajaran
penemuan (<i style="mso-bidi-font-style: normal;">discover</i>y) sehingga
mereka menjadi termotivasi untuk belajar.<o:p></o:p></li>
</ol>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.7pt; text-align: justify; text-indent: -18.7pt;"><b style="mso-bidi-font-weight: normal;">B. <span style="mso-tab-count: 1;"> </span>Saran<o:p></o:p></b></p>
<p class="MsoNormal" style="line-height: 200%; margin-left: 18.0pt; text-align: justify; text-indent: 36.0pt;">Dari hasil penelitian yang diperoleh dari uraian
sebelumnya agar proses belajar mengajar Biologi lebih efektif dan lebih
memberikan hasil yang optimal bagi siswa, maka disampaikan saran sebagai
berikut:<o:p></o:p></p>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l21 level1 lfo11; tab-stops: list 36.0pt; text-align: justify;">Untuk melaksanakan model penemuan (<i style="mso-bidi-font-style: normal;">discovery</i>) memerlukan persiapan
yang cukup matang, sehingga guru harus mampu menentukan atau memilih topik
yang benar-benar bisa diterapkan dengan model penemuan (<i style="mso-bidi-font-style: normal;">discovery</i>) dalam proses belajar
mengajar sehingga diperoleh hasil yang optimal.<o:p></o:p></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l21 level1 lfo11; tab-stops: list 36.0pt; text-align: justify;">Dalam rangka meningkatkan prestasi belajar siswa,
guru hendaknya lebih sering melatih siswa dengan berbagai metode
pembelajaran, walau dalam taraf yang sederhana,<span style="mso-spacerun: yes;"> </span>dimana siswa nantinya dapat menemukan
pengetahuan baru, memperoleh konsep dan keterampilan, sehingga siswa
berhasil atau mampu memecahkan masalah-masalah yang dihadapinya.<o:p></o:p></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l21 level1 lfo11; tab-stops: list 36.0pt; text-align: justify;">Perlu adanya penelitian yang lebih lanjut, karena
hasil penelitian ini hanya dilakukan di Sekolah SMAN 1 Lambitu di Kelas X
tahun pelajaran 2021/2022.<o:p></o:p></li>
</ol>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: 200%; text-align: justify;"><o:p> </o:p></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"><br clear="all" style="page-break-before: always;" />
</span></b>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;">DAFTAR PUSTAKA<o:p></o:p></b></p>
<p align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;"><o:p> </o:p></b></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal" style="margin-left: 36.0pt; text-align: justify; text-indent: -36.0pt;">Arikunto, Suharsimi. 1997. <i style="mso-bidi-font-style: normal;">Dasar-dasar
Evaluasi Pendidikan</i>. <st1:city w:st="on"><st1:place w:st="on">Jakarta</st1:place></st1:city>:
Bumi Aksara.<o:p></o:p></p>
<p class="MsoNormal" style="margin-left: 36.0pt; text-align: justify; text-indent: -36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="margin-left: 36.0pt; text-align: justify; text-indent: -36.0pt;">Berg, Euwe Vd. (1991). <i style="mso-bidi-font-style: normal;">Miskonsepsi
BIOLOGI dan Remidi Salatiga</i>: Universitas Kristen Satya Wacana.<o:p></o:p></p>
<p class="MsoNormal" style="margin-left: 36.0pt; text-align: justify; text-indent: -36.0pt;"><span style="mso-spacerun: yes;"> </span><o:p></o:p></p>
<p class="MsoNormal" style="margin-left: 36.0pt; text-align: justify; text-indent: -36.0pt;">Hamalik, Oemar. 2002. <i style="mso-bidi-font-style: normal;">Psikologi
Belajar dan Mengajar</i>. <st1:city w:st="on"><st1:place w:st="on">Bandung</st1:place></st1:city>:
Sinar Baru Algesindo.<o:p></o:p></p>
<p class="MsoNormal" style="margin-left: 36.0pt; text-align: justify; text-indent: -36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="margin-left: 36.0pt; text-align: justify; text-indent: -36.0pt;">Joyce, Bruce dan Weil, Marsh. 1972. <i style="mso-bidi-font-style: normal;">Models of Teaching Model</i>. <st1:city w:st="on"><st1:place w:st="on">Boston</st1:place></st1:city>:
A Liyn dan Bacon.<o:p></o:p></p>
<p class="MsoNormal" style="margin-left: 36.0pt; text-align: justify; text-indent: -36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="margin-left: 36.0pt; text-align: justify; text-indent: -36.0pt;">Masriyah. 1999. <i style="mso-bidi-font-style: normal;">Analisis Butir
Tes</i>. <st1:city w:st="on"><st1:place w:st="on">Surabaya</st1:place></st1:city>:
Universitas Press.<o:p></o:p></p>
<p class="MsoNormal" style="margin-left: 36.0pt; text-align: justify; text-indent: -36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="margin-left: 36.0pt; text-align: justify; text-indent: -36.0pt;">Mukhlis, Abdul. (Ed). 2000. <i style="mso-bidi-font-style: normal;">Penelitian
Tindakan Kelas</i>. Makalah Panitia Pelatihan Penulisan Karya Ilmiah untuk
Guru-guru se-Kabupaten Tuban. <o:p></o:p></p>
<p class="MsoNormal" style="margin-left: 36.0pt; text-align: justify; text-indent: -36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="margin-left: 36.0pt; text-align: justify; text-indent: -36.0pt;">Nur, Moh. 2021. <i style="mso-bidi-font-style: normal;">Pemotivasian
Siswa untuk Belajar</i>. <st1:city w:st="on"><st1:place w:st="on">Surabaya</st1:place></st1:city>.
University Press. Universitas Negeri <st1:city w:st="on"><st1:place w:st="on">Surabaya</st1:place></st1:city>.<o:p></o:p></p>
<p class="MsoNormal" style="margin-left: 36.0pt; text-align: justify; text-indent: -36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="margin-left: 36.0pt; text-align: justify; text-indent: -36.0pt;">Soedjadi, dkk. 2000. <i style="mso-bidi-font-style: normal;">Pedoman
Penulisan dan Ujian Skripsi</i>. <st1:city w:st="on"><st1:place w:st="on">Surabaya</st1:place></st1:city>;
Unesa Universitas Press. <o:p></o:p></p>
<p class="MsoNormal" style="margin-left: 36.0pt; text-align: justify; text-indent: -36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="margin-left: 36.0pt; text-align: justify; text-indent: -36.0pt;">Suryosubroto, B. 1997. <i style="mso-bidi-font-style: normal;">Proses
Belajar Mengajar di Sekolah</i>. <st1:city w:st="on"><st1:place w:st="on">Jakarta</st1:place></st1:city>:
PT. Rineksa Cipta.<o:p></o:p></p>
<p class="MsoNormal" style="margin-left: 36.0pt; text-align: justify; text-indent: -36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="margin-left: 36.0pt; text-align: justify; text-indent: -36.0pt;">Usman, Uzer. 2000. <i style="mso-bidi-font-style: normal;">Menjadi Guru
Profesional</i>. <st1:city w:st="on"><st1:place w:st="on">Bandung</st1:place></st1:city>:
PT. Remaja Rosdakarya.<o:p></o:p></p>
<p class="MsoNormal" style="margin-left: 36.0pt; text-align: justify; text-indent: -36.0pt;"><o:p> </o:p></p>
<p class="MsoNormal" style="margin-left: 36.0pt; text-align: justify; text-indent: -36.0pt;">Widoko. 2002. <i style="mso-bidi-font-style: normal;">Metode
Pembelajaran Konsep</i>. <st1:city w:st="on"><st1:place w:st="on">Surabaya</st1:place></st1:city>:
Universitas Negeri <st1:city w:st="on"><st1:place w:st="on">Surabaya</st1:place></st1:city>.
<o:p></o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p align="center" class="MsoNormal" style="line-height: 150%; text-align: center;"><b><span style="font-size: 14.0pt; line-height: 150%;">LAMPIRAN – LAMPIRAN <o:p></o:p></span></b></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><b><span style="font-size: 14.0pt; line-height: 150%;">Foto Kegiatan Penelitian <o:p></o:p></span></b></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><b><span style="font-size: 14.0pt; line-height: 150%;"><!--[if gte vml 1]><v:shape id="_x0000_i1035"
type="#_x0000_t75" style='width:384.75pt;height:134.25pt'>
<v:imagedata src="file:///C:\Users\USER\AppData\Local\Temp\msohtmlclip1\01\clip_image022.jpg"
o:title="WhatsApp Image 2023-11-29 at 08"/>
</v:shape><![endif]--><!--[if !vml]--><img height="179" src="file:///C:/Users/USER/AppData/Local/Temp/msohtmlclip1/01/clip_image023.jpg" v:shapes="_x0000_i1035" width="513" /><!--[endif]--><o:p></o:p></span></b></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><b><span style="font-size: 14.0pt; line-height: 150%;"><!--[if gte vml 1]><v:shape id="_x0000_i1036"
type="#_x0000_t75" style='width:384.75pt;height:141.75pt'>
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o:title="WhatsApp Image 2023-11-29 at 08"/>
</v:shape><![endif]--><!--[if !vml]--><img height="189" src="file:///C:/Users/USER/AppData/Local/Temp/msohtmlclip1/01/clip_image025.jpg" v:shapes="_x0000_i1036" width="513" /><!--[endif]--><o:p></o:p></span></b></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><b><span style="font-size: 14.0pt; line-height: 150%;"><!--[if gte vml 1]><v:shape id="_x0000_i1037"
type="#_x0000_t75" style='width:418.5pt;height:222pt'>
<v:imagedata src="file:///C:\Users\USER\AppData\Local\Temp\msohtmlclip1\01\clip_image026.jpg"
o:title="WhatsApp Image 2023-11-29 at 08"/>
</v:shape><![endif]--><!--[if !vml]--><img height="296" src="file:///C:/Users/USER/AppData/Local/Temp/msohtmlclip1/01/clip_image027.jpg" v:shapes="_x0000_i1037" width="558" /><!--[endif]--><o:p></o:p></span></b></p>sman1lambituhttp://www.blogger.com/profile/04239822817676830143noreply@blogger.comtag:blogger.com,1999:blog-6738640522491579185.post-63962800954204763712023-11-25T15:56:00.001+07:002023-11-25T15:56:48.556+07:00Hari Guru Nasional 2023<div><br></div><div class="separator" style="clear: both; text-align: center;">
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</div><br></div>sman1lambituhttp://www.blogger.com/profile/04239822817676830143noreply@blogger.comtag:blogger.com,1999:blog-6738640522491579185.post-31256376554544938712023-08-10T18:39:00.000+07:002023-08-10T19:40:52.835+07:00Bimtek Kurikulum Merdeka di SMAN 1 Lambitu<div><div class="separator" style="clear: both; text-align: center;">
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</div><br></div><div>Lambitu, 10 Agustus 2023.</div><div><br></div><div>www.sman1lambitu.sch.id. Sebanyak 40 orang guru SMAN 1 Lambitu mengikuti kegiatan In House Training (IHT) Implementasi Kurikulum Merdeka (IKM) yang dilaksanakan di Ruang Guru SMAN 1 Lambitu (Selasa/1 Agustus 2023). Kegiatan ini berlangsung selama 2 hari. Kegiatan ini dibuka secara resmi oleh Kepala KCD Dikbud Bima dan Kota Bima, Ibu Siti Maryatun, S.Pd.,MM. Turut hadir 2 orang Pengawas Pembina SMAN 1 Lambitu, Bpk Adhar M.Nur, S.Pd. dan Drs. Supardin. Pemateri dalam kegiatan IHT ini adalah guru dari SMAN 1 Kota Bima yaitu Bpk. Hasto Pancoro, S.Pd.,M.Pd dan Ibu Husnul Khatimah, S.Pd., M.Pd.</div><p>“Kegiatan IHT ini bertujuan untuk melatih guru-guru agar mampu memahami dengan baik Kurikulum Merdeka dan dapat menerapkannya dalam proses pembelajaran” ujar Bpk Hairunsyah, S.Pd. selaku Kepala SMAN 1 Lambitu. SMAN 1 Lambitu mulai melaksanakan Kurikulum Merdeka pada tahun ajaran 2023/2024 tambah beliau. </p><p>Sementara itu, Ibu Atun sapaan Ibu KCD dalam sambutannya berharap agar guru-guru mengikuti pelatihan ini dengan baik dan Kurikulum merdeka memang sudah lama disahkan, tetapi tidak semua sekolah sudah melaksanakannya. Hal ini bergantung dari kesiapan setiap sekolah. Dan IKM ini wajib diterapkan oleh seluruh sekolah pada tahun 2024. </p><p>#smanlambitu</p><p>#sakolaingendai</p><p>#sekolahdiatasawan</p><p>#dikbudntb</p><p>#ntbgemilang</p><div><br></div><div><br></div>sman1lambituhttp://www.blogger.com/profile/04239822817676830143noreply@blogger.comtag:blogger.com,1999:blog-6738640522491579185.post-81249877384786744552023-05-05T20:23:00.001+07:002023-05-05T20:23:18.223+07:00Pengumuman Kelulusan Siswa Tahun 2022/2023<div class="separator" style="clear: both; text-align: center;">
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</div>sman1lambituhttp://www.blogger.com/profile/04239822817676830143noreply@blogger.comtag:blogger.com,1999:blog-6738640522491579185.post-59370674490486882512023-03-26T05:28:00.001+07:002023-03-26T05:28:44.668+07:005 Sekolah di NTB Ditargetkan Masuk 1.000 Sekolah Terbaik Nasional 2023<p><img 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" alt=""></p><p><strong>Sman1lambitu.sch.id – </strong>Tahun 2022 lalu, Provinsi NTB telah mencatatkan tiga sekolah masuk dalam 1.000 sekolah terbaik nasional. Tiga sekolah tersebut, yaitu <a href="https://ntbsatu.com/2023/02/24/pembelajaran-berbasis-proyek-siswa-sman-1-mataram-produksi-film-tentang-stunting.html">SMAN 1 Mataram</a>, MAN Insan Cendekia Lombok Timur, dan SMAN 1 Sumbawa Besar.</p><p>Pemeringkatan 1.000 sekolah terbaik saat itu dilakukan Lembaga Tes Masuk Perguruan Tinggi (LTMPT) Kementerian Pendidikan, Kebudayaan, Riset, dan Teknologi (Kemdikbudristek). Pemeringkatan tersebut berdasarkan hasil Ujian Tulis Berbasis Kompetensi (<a href="https://ntbsatu.com/2022/05/23/pemustaka-manfaatkan-perpustakaan-daerah-ntb-untuk-tunggu-hasil-utbk.html">UTBK</a>) 2022.</p><p>Tiga sekolah di NTB tersebut berhasil masuk dengan nilai UTBK di atas 500. MAN Insan Cendekia Lombok Timur dengan nilai 571,076 berada pada peringkat 95 nasional.</p><p>Kemudian, SMAN 1 Mataram dengan nilai 533,910 pada peringkat 471 nasional. Sedangkan, SMAN 1 Sumbawa Besar di peringkat 815 nasional dengan nilai 518,847.</p><p>Dinas Pendidikan dan Kebudayaan (<a href="https://dikbud.ntbprov.go.id/">Dikbud</a>) Provinsi NTB pun berharap tahun ini bisa menambah 2 sekolah yang masuk dalam 1.000 sekolah terbaik nasional. “Kita harapkan bisa masuk 5 sekolah tahun 2023 ini,” ungkap Kepala Dikbud Provinsi NTB, H. Aidy Furqan, Selasa, 21 Maret 2023.</p><p>Aidy menjelaskan, telah mulai menyiapkan beberapa sekolah di setiap kabupaten/kota. “Sudah mulai kita siapkan untuk masuk 1.000 sekolah terbaik nasional tahun ini. Sudah ada nama sekolah yang juga akan diprioritaskan,” jelasnya.</p><p>Prioritas ini dibuat, kata Aidy, karena memang target Dikbud Provinsi NTB secara bertahap. “Tidak semua sekolah langsung kita minta untuk bisa masuk menjadi sekolah terbaik nasional. Sebab, persaingan antardaerah juga cukup ketat,” tambahnya.</p><p>Meskipun setiap tahun Dikbud Provinsi NTB terus berusaha meningkatkan kualitas sekolah untuk masuk kategori yang diminta. Daerah lain pun juga melakukan hal serupa.</p><p>“Daerah lain itu tidak diam sehingga kita terus bersaing. Maka, posisi 1.000 besar ini jadi motivasi untuk mengkategorikan sekolah menjadi lebih bagus,” tutup Aidy. </p><p>Sumber : <strong>Mataram (NTB Satu) </strong></p>sman1lambituhttp://www.blogger.com/profile/04239822817676830143noreply@blogger.comtag:blogger.com,1999:blog-6738640522491579185.post-46486789782154474582023-01-12T09:23:00.001+07:002023-01-12T09:23:27.487+07:00Peta Jalan Pendidikan Inklusif Disiapkan<div><br></div><div><br></div><div>Peta jalan atau road map pendidikan inklusif akan disiapkan Dinas Pendidikan dan Kebudayaan (Dikbud) NTB pada tahun 2023 ini. Di samping itu, Dikbud NTB akan menggandeng berbagai pihak untuk membentuk Unit Layanan Disabilitas (ULD).</div><div><br></div><div>Kepala Bidang Pembinaan Pendidikan Khusus Dinas Pendidikan dan Kebudayaan (Dikbud) NTB, Hj. Eva Sofia Sari, S.Pd., M.Pd., pada Kamis, 5 Januari 2023 mengatakan, tahun ini pihaknya akan menggarap road map pendidikan inklusif. “Road map ini untuk program pendidikan inklusi selama lima tahun ke depan,” ujarnya.</div><div><br></div><div>Nantinya, pihaknya bersama dengan pihak terkait akan membentuk unit layanan disabilitas (ULD) yang berfungsi sebagai wadah untuk menfasilitasi semua kebutuhan difabel.</div><div><br></div><div>Sebelumnya, pada bulan November tahun 2022 lalu, Direktorat Pendidikan Masyarakat dan Pendidikan Khusus (PMPK) Kementerian Pendidikan, Kebudayaan, Riset, dan Teknologi (Kemendikbudristek) melakukan monitoring dan evaluasi (monev) terkait progres pendidikan inklusif di NTB. Ada beberapa catatan, salah satunya asesmen ketunaan perlu dilaksanakan rutin di sekolah inklusi.</div><div><br></div><div>Eva bersama tim dari Direktorat PMPK Kemendikbudristek mengunjungi SMKN 5 Mataram dan SMAN 6 Mataram yang merupakan sekolah inklusi. Dari hasil kunjungan itu ada beberapa hal yang menjadi catatan. Menurutnya, asesmen terkait ketunaan siswa berkebutuhan khusus perlu dilakukan minimal satu tahun sekali. “Hal itu untuk mengetahui tumbuh kembang anak,” ujarnya.</div><div><br></div><div>Selain itu, sosialsiasi kepada orang tua siswa terkait indikator keberhasilan harus dilakukan minimal enam bulan sekali. Indikator dasar adalah mampu ajar, mampu didik, mampu latih, kemandirian, dan peningkatan kemampuan atau skill wirausaha atau lanjut kuliah atau lanjut kerja.</div><div><br></div><div>Kolaborasi antara sekolah umum dan SLB juga perlu terus dilakukan, selain juga sekolah inklusi perlu memiliki program dan prosedur standar dalam pembelajaran.</div><div><br></div><div>Di samping itu, Peraturan Gubernur nomor 78 tahun 2022 tentang Pendidikan Inklusif yang ditetapkan pada 18 Agustus 2022 resmi menggantikan Pergub nomor 2 tahun 2016 tentang Penyelenggaraan Pendidikan Inklusif. Pergub yang baru ini diharapkan bisa mengakomodir kebutuhan semua siswa di sekolah inklusi.</div><div><br></div><div>“Harapannya semua kebutuhan siswa di sekolah inklusi bisa diakomodir, karena sekaran yang termasuk anak berkebutuhan khusus (ABK) bukan anak yang mengalami kebutuhan medis/tuna seperti netra, wicara, rungu, daksa, dan grahita atau yang bisa dilihat oleh kasat mata saja tapi sudah mengacu ke arah kebutuhan yang mengalami hambatan belajar atau fungsionalnya,” ujar Eva.</div><div><br></div><div>Dalam pasal 3Pergub tersebut disebutkan penyelenggaran pendidikan inklusif di daerah didasarkan pada prinsip pemerataan dan peningkatan mutu, kebutuhan individual, kebermaknaan, keberlanjutan, dan keterlibatan.</div><div><br></div><div>Sumber (Suara NTB, 06/01/2023)</div><div>Fb. Dikbud NTB</div><div>#ntbgemilang</div><div>#ntbsehatdancerdas</div><div>#ntbsehat&cerdas</div><div>#dikbudntb</div><div>#pendidikanntbgemilang</div><div>#pendidikanntbmembanggakan</div><div>#sekolahkita</div><div>#pojokekspresi</div><div>#pendidikan</div><div>#kebudayaan</div><div>#pemprovntb</div><div>#beasiswantb</div><div>#programbeasiswantb</div><div>#sabtubudaya</div><div>#wisatabelajar</div>sman1lambituhttp://www.blogger.com/profile/04239822817676830143noreply@blogger.comtag:blogger.com,1999:blog-6738640522491579185.post-89830362807222490762022-11-22T07:40:00.001+07:002022-11-22T07:40:18.836+07:00Penilaian Kinerja Kepala Sekolah<div><div class="separator" style="clear: both; text-align: center;">
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</div><br></div>Dua orang Tim Penilai Kinerja Kepala Sekolah yaitu Bambang Fahrudin, S.Pd.M.Ed dan Muhammad Saleh, M.Pd. melaksanakan Penilaian Kinerja Kepala Sekolah (PKKS) di SMAN 1 Lambitu pada hari Senin, 21 November 2022. <div><br><div>Kegiatan ini bertujuan untuk menilai kinerja kepala sekolah selama setahun kepemimpinan dan dilaksanakan secara serentak di lingkungan Dikbud Provinsi Nusa Tenggara Barat, tutur Muhammad Junada, S.Pd. (Kepala SMAN 1 Lambitu).</div><div><br></div><div>Alhamdulillah kegiatan ini berjalan dengan lancar dan baik, untuk itu diucapkan terimakasih yang tak terhingga kepada seluruh Bapak dan Ibu guru SMAN 1 lambitu atas kerjasamanya sehingga PKKS ini terlaksana dengan baik, pungkas Muhammad Junada, S.Pd.</div></div><div>Penulis : Edi Supriadin</div><div>Editor : Amirudin, S.Pd. </div><div><br></div>sman1lambituhttp://www.blogger.com/profile/04239822817676830143noreply@blogger.comtag:blogger.com,1999:blog-6738640522491579185.post-28659008399580876772022-10-14T07:32:00.001+07:002022-10-14T08:00:55.940+07:00Kegiatan Imtaq<div><div class="separator" style="clear: both; text-align: center;"><br></div><div class="separator" style="clear: both; text-align: center;">
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</div><br></div><div><br></div>@Sman1Lambitu. Pada hari Jumat tanggal 14 Oktober 2022 sebanyak 30 orang Guru dan 100 siswa SMAN 1 Lambitu mengikuti kegiatan rutin pembinaan Iman dan Taqwa (Imtaq) yang dirangkaikan dengan peringatan Maulid Nabi Besar Muhammad Shallallahu alaihi wasallam. Kegiatan ini diawali dengan pembacaan ayat suci al Qur'an oleh Bapak Ibrahim, S.Pd. <div><div><br></div><div>Dalam sambutannya Muhammad Junada, S.Pd., selaku Kepala SMAN 1 Lambitu menyampaikan bahwa kegiatan ini adalah kegiatan rutin yang dilaksanakan diseluruh sekolah yang dinaungi oleh Dinas Pendidikan dan kebudayaan (Dikbud) Prov. Nusa Tenggara Barat (NTB). Semoga kegiatan ini bisa kita pertahankan dan Insya Allah akan kita tingkatkan, lanjut Junada. <br></div><div><br></div><div>Dalam tausiahnya Ust. Rusli, S.Pd.I mengajak seluruh umat Islam khususnya warga SMAN 1 Lambitu untuk menjadikan Nabi sebagai uswatun hasanah sehingga kita bisa mengikuti sunnah beliau dan mengambil keteladanan dari seluruh kehidupan beliau. </div><div><br></div><div>Penulis : Anisah</div><div>#sman1lambitu</div><div>#sekolahdiatasawan</div><div>#dikbudntb</div><div>#ntbgemilang</div><div><br></div></div>sman1lambituhttp://www.blogger.com/profile/04239822817676830143noreply@blogger.comtag:blogger.com,1999:blog-6738640522491579185.post-66664121474042897582022-10-03T14:37:00.001+07:002022-10-03T14:37:39.726+07:00Larangan Membawa HP bagi Siswa<div>Kadis Dikbud NTB, Dr. H. Aidy Furqan, M. Pd mengatakan SE tersebut pernah diaktifkan sejak tahun 2017 namun semenjak Covid 19 SE Gubernur hingga kini terabaikan. Apalagi akhir-akhir ini banyak beredar video viral kenakalan remaja yang dilakukan anak sekolah.</div><div><br></div><div>Aidy Furqan menambahkan surat Gubernur NTB pada bulan maret 2017 lalu berisi larangan untuk membawa ponsel ke dalam kelas.</div><div><br></div><div>"Boleh membawa hp tapi disediakan loker. Jadi yang tidak boleh sama sekali adalah membawa ponsel kedalam kelas ketika proses belajar mengajar berlangsung. Dikhawatirkan jika para siswa diberi izin membawa hp kedalam kelas pasti mereka asyik main TikTok dan berkirim pesan. Apalagi kalau memakai jilbab mereka masukan headset ditelinga yang tertutup jilbab seperti memahami pelajaran. Tapi ternyata gurunya salah menyangka siswi tersebut sebenarnya sedang mendengar musik," paparnya.</div><div><br></div><div>Dengan revisi SE Gubernur, Ujar Aidy mungkin dalam satu minggu siswa hanya boleh memakai smartphone-nya sekali saja pada saat belajar dengan melibatkan teknologi.</div><div><br></div><div>Dengan demikian proses belajar online tetap bisa difasilitasi dan pelajaran offline tidak terganggu. Dengan SE Gubernur ini, akan mengurangi beban Biaya pembelian kuota pulsa yang orang tua murid. Sehingga ketika membangun konsentrasi belajar pada anak-anak jangan sampai fokus pada hal lain di hp mereka daripada materi pelajaran yang diberikan.</div><div>Sumber : Facebook Dikbud NTB</div><div><br></div><div>#dikbudntb</div><div>#ntbgemilang</div><div>#aisosiniardikbudntb</div>sman1lambituhttp://www.blogger.com/profile/04239822817676830143noreply@blogger.comtag:blogger.com,1999:blog-6738640522491579185.post-36809083452045261292022-08-31T08:57:00.001+07:002022-08-31T09:05:04.225+07:00Pembukaan STQ ke-VII Kec. Lambitu Rabu, 31 Agustus 2022. <div>Seleksi Tilawatil Qur'an (STQ) ke VIII tk Kec. Lambitu dilaksanakan pada hari Rabu, 31 Agustus 2022. Herman, SE selaku ketua panpel (panitia pelaksana) mengatakan bahwa Kegiatan STQ ini direncanakan akan dilaksanakan selama 2 hari dari tanggal 31 Agustus sampai dengan 1 September 2022. STQ ini diikuti oleh 40 peserta qori dan qoriah. Kegiatan ini dibuka secara resmi oleh Kabag Kesra (Kepala Bagian Kesejateraan rakyat) Kab. Bima, Ahyadin, SH.,MM. </div>sman1lambituhttp://www.blogger.com/profile/04239822817676830143noreply@blogger.comtag:blogger.com,1999:blog-6738640522491579185.post-87277456414382091672022-05-15T12:31:00.001+07:002022-05-15T12:40:08.776+07:00Upacara Hardiknas 2022<div><div class="separator" style="clear: both; text-align: center;">
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</div><br><p></p><p>sman1lambitu.sch.id. Hari Pendidikan Nasional (Hardiknas) diperingati setiap tanggal 2 Mei. Namun, berbeda dengan tahun-tahun sebelumnya, upacara Hardiknas 2022 digelar Jumat, 13 Mei 2022. Hal ini dikarenakan libur Hari Raya Idulfitri 1443 H dan cuti bersama Lebaran. Upacara Hardiknas Tingkat kecamatan Lambitu dilaksanakan di lapangan upacara SMPN 1 Lambitu. Upacara diikuti oleh seluruh instansi pemerintahan yang ada di kecamatan Lambitu. Yang bertindak sebagai pembina upacara adalah bapak Camat Lambitu, Hafid, S.Sos. </p><p>Dalam amanatnya pembina upacara membacakan amanat dari Menteri Pendidikan Kebudayaan Riset dan Terknologi, Nadiem Makariem, M.B.A. </p><p>Upacara berlangsung khidmat dan tanpa kendala. </p><p>#NTB bersaing</p><p>#SMAN1LAMBITUHEBAT</p><p>#Merdeka Belajar</p>sman1lambituhttp://www.blogger.com/profile/04239822817676830143noreply@blogger.comtag:blogger.com,1999:blog-6738640522491579185.post-59251184007481468832022-05-05T17:20:00.001+07:002022-05-05T17:20:59.205+07:00PENGUMUMAN KELULUSAN SISWA TAHUN 2021/2022@ Sman1lambitu.sch.id. Menindaklanjuti surat edaran Kepala Dinas Pendidikan dan Kebudayaan Provinsi Nusa Tenggara Barat tentang jadwal pengumuman kelulusan secara serentak siswa kelas XII tahun pelajaran 2021/2022 yang diagendakan tanggal 5 Mei 2022, maka pada tahun ini SMAN 1 Lambitu mengumumkan kelulusan secara daring lewat media sekolah. <div>Kepala SMAN 1 Lambitu, Muhammad Junada, S.Pd. menyatakan bahwa kelulusan siswa SMAN 1 Lambitu pada tahun ini adalah 99 %. Dari 71 siswa yang ikut ujian, 1 orang siswa dinyatakan tidak lulus. Beliau menambahkan bahwa bagi siswa yang ingin mengambil Surat Keterangan Lulus (SKL) , bisa mengambil di sekolah mulai hari Senin, 9 Mei 2022. </div><div>Berikut daftar nama-nama siswa: </div><div><div><div><br></div><div><div class="separator" style="clear: both; text-align: center;">
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</div><br></div></div></div>sman1lambituhttp://www.blogger.com/profile/04239822817676830143noreply@blogger.comtag:blogger.com,1999:blog-6738640522491579185.post-55490745397527515852022-04-24T12:20:00.003+07:002022-04-24T12:20:40.445+07:00Wisuda SMAN 1 Lambitu <div><div class="separator" style="clear: both; text-align: center;">
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</div><br></div><div><br></div><div><br></div>Sman1lambitu.sch.id. Kamis, 24 Maret 2022 SMAN 1 Lambitu mengadakan acara prosesi wisuda siswa dan siswi tahun ajaran 2021/2022. Kegiatan ini merupakan kegiatan perdana yang dilaksanakan oleh SMAN 1 Lambitu semenjak sekolah ini berdiri sejak tahun 2007, ucap Samsudin, S.Pd. selaku Ketua Pelaksana sekaligus Wakasek Kesiswaan. Tahun ini jumlah peserta wisuda sebanyak 70 orang, tambah Samsudin. <div>Kegiatan wisuda ini mengambil tema "Menciptakan Peserta Didik yang Unggul Dalam Prestasi Berdasarkan Iman dan Taqwa". </div><div><br></div><div><br></div><div><br></div>sman1lambituhttp://www.blogger.com/profile/04239822817676830143noreply@blogger.comtag:blogger.com,1999:blog-6738640522491579185.post-40736630425780843132022-04-24T12:20:00.001+07:002022-04-24T12:20:16.430+07:00Buka Bersama <div><div class="separator" style="clear: both; text-align: center;">
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</div><br></div>sman1lambitu@sch.id. Sabtu, 23 April 2022 seluruh guru dan staf TU SMAN 1 Lambitu mengikuti acara buka bersama. Kegiatan ini merupakan kegiatan yang pertama kalinya diadakan semenjak sekolah ini berdiri pada tahun 2007. Kegiatan buka bersama ini bertujuan untuk mempererat tali silaturrahim antar pimpinan dan pegawai, tokoh masyarakat, dan warga sekitar sekolah. terlebih lagi dibulan ramadhan ini ujar Kepala SMAN 1 Lambitu. Semoga kegiatan ini bisa diadaka tiap tahun ucap salah seorang guru.<div>Kegiatan ini juga dirangkaikan dengan ceramah agama, dan sholat tarawih berjamaah. </div>sman1lambituhttp://www.blogger.com/profile/04239822817676830143noreply@blogger.comtag:blogger.com,1999:blog-6738640522491579185.post-18407641610929078752022-03-15T17:58:00.001+07:002022-03-15T17:58:05.800+07:00Serba-serbi kedatangan Kadis Dikbud Prov. NTBFoto Kunjungan Kadis Dikbud Prov. NTB, Bpk Dr.H.Aidy Furqon, M.Pd. pada tanggal 19 Pebruari 2022<div class="separator" style="clear: both; text-align: center;">
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</div>sman1lambituhttp://www.blogger.com/profile/04239822817676830143noreply@blogger.comtag:blogger.com,1999:blog-6738640522491579185.post-45051050795681412672022-03-15T09:15:00.001+07:002022-03-15T09:15:44.460+07:00Pelaksanaa Ujian Sekolah Berbasis TI<div><div class="separator" style="clear: both; text-align: center;">
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</div><br></div><div><br></div>Sman1Lambitu. Pada hari Senin 14 Pebruari 2022 sebanyak 71 siswa SMAN 1 Lambitu mengikuti Ujian sekolah berbasis Teknologi Informatika. Ujian diadakan dalam 3 sesi. Ketua Panitia, Hidayatullah, S.Si menambahkan dalam keterangannya bahwa ujian akan dilaksanakan selama 7 hari dimulai dari tanggal 14 Maret 2022 sampai dengan 21 Maret 2022. <div>Kepala SMAN 1 Lambitu, Muhammad Junada, S.Pd. memantau langsung pelaksanaan ujian sekolah. "Alhamdulillah ujian berlangsung dengan aman, tertib dan lancar", ucap Junada. </div>sman1lambituhttp://www.blogger.com/profile/04239822817676830143noreply@blogger.comtag:blogger.com,1999:blog-6738640522491579185.post-3103838190391312702022-03-12T12:07:00.001+07:002022-03-12T12:07:15.894+07:00Siswa SMAN 1 Lambitu Juara IV pada lomba KSM<div class="top-link-seluler section" id="top-link-seluler"><div class="widget LinkList" data-version="1" id="LinkList7"><div class="widget-content"><div><br></div></div></div></div><div class="outer-wrapper"><div class="main-wrapper" itemscope="itemscope" itemtype="https://schema.org/Blog"><div class="main section" id="main"><div class="widget Blog" data-version="1" id="Blog1"><div class="blog-posts hfeed"><div class="date-outer"><div class="date-posts" readability="24.640194761584958"><div class="post-outer" readability="63.22766957689725"><article class="post hentry" itemprop="blogPost" itemscope="itemscope" itemtype="http://schema.org/BlogPosting" readability="52.069845533915384"><div class="post-body entry-content" id="post-body-3450878538336037445" itemprop="articleBody"><div id="post13450878538336037445" readability="53.5"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container"><tbody readability="1"><tr><td><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiWidBcapbKBKwbQNWLqS3c8UDUtYUmx4WL_XM0a38GJXMheLVRrzIal37jsDD6CwmLqV5Ytl2Mos911W1BYUvO3y9iLj_4AYcFqsTKYfmV3Mc60uUYU7Ot8jDqrDgQr41aYBxWsXSbWAPvgI9vWIaVqmvlbvuwJCtaN0tMnzOrJtzoG_BByJ3pVN5c=s649"><img border="0" data-original-height="640" data-original-width="649" height="316" src="https://blogger.googleusercontent.com/img/a/AVvXsEiWidBcapbKBKwbQNWLqS3c8UDUtYUmx4WL_XM0a38GJXMheLVRrzIal37jsDD6CwmLqV5Ytl2Mos911W1BYUvO3y9iLj_4AYcFqsTKYfmV3Mc60uUYU7Ot8jDqrDgQr41aYBxWsXSbWAPvgI9vWIaVqmvlbvuwJCtaN0tMnzOrJtzoG_BByJ3pVN5c=s320" width="320"></a></td></tr><tr readability="2"><td class="tr-caption">Foto : <br>Salah satu siswa SMA Negeri 1 Lambitu meraih Juara IV pada mata lomba Kimia dalam Kompetisi Sains Madrasah (KSM) Ibnu Sina dalam rangka Hari Amal Bhakti (HAB) yang ke-76 Kementerian Agama Republik Indonesia Tahun 2022 yang dihelat pada Senin – Rabu (13 - 15/12/2021 lalu. (10/01/2022).</td></tr></tbody></table><div readability="34"><div><br></div><div>Ufratun Handayani, siswi kelas X IPA merupakan siswa SMA Negeri 1 Lambitu yang berasal dari Desa Kaboro kecamatan Lambitu tersebut berhasil menyabet peringkat IV lomba KSM dalam bidang lomba Kimia se Pulau Sumbawa. </div><div><br></div><div><br></div><div>Urfatun Handayani menyatakan, ucapan terima kasih kepada Kepala Sekolah, Guru Pembimbing dan Segenap keluarga besar SMA Negeri 1 Lambitu yang telah mensuport dan mendukung penuh pengembangan kwalitas siswa. </div><div><br></div><div><br></div><div>"Terima kasih kami sampaikan kepada Kepala Sekolah, Dewan Guru dan Guru pembina, prestasi ini saya persembahkan untuk sekolah" Ungkapnya. </div><div><br></div><div><br></div><div>Sementara itu, Kepala Sekolah SMA Negeri 1 Lambitu, Junada,S.Pd menyatakan bahwa prestasi yang di raih oleh anak didiknya merupakan kebanggaan bagi seluruh elemen SMA Negeri 1 Lambitu. </div><div><br></div><div><br></div><div>"Turut bangga, dengan prestasi yang di raih. Ini adalah awal bagi SMA Negeri 1 Lambitu untuk berbenah. Sekolah di bawa kaki Gunung Lambitu yang menjadi kebanggan Masyarakat perlu di majukan dengan karya anak didik dan generasi muda Kecamatan Lambitu" Ungkapnya. </div><div><br></div><div><br></div><div>Junada menambahkan bahwa pihaknya sangat mengharapkan Pemerintah Propinsi NTB memberikan pendampingan untuk SMA Negeri 1 Lambitu. </div><div><br></div><div></div></div></div><div class="googlepublisherads"><center></center></div><div id="post23450878538336037445" readability="74"><div>"Harapannya dengan adanya prestasi ini, semoga pemerintah prov melirik dan memperhatikan sarana dan prasarana yg ada di SMA Negeri 1 lambitu yg sudah lama tidak pernah di perhatikan, karena setiap siswa berhak mendapatkan aksesndan fasilitas pendidikan yang layak" Tandasnya</div><div><br></div><div><br></div><div><br></div><div><br></div><div><br></div><div><br></div><div><br></div></div></div></article></div></div></div></div></div></div></div></div>sman1lambituhttp://www.blogger.com/profile/04239822817676830143noreply@blogger.comtag:blogger.com,1999:blog-6738640522491579185.post-14052017268178093832022-03-12T11:55:00.001+07:002022-03-12T11:55:04.091+07:00Foto Kunjungan Kepala Dinas Dikbud Provinsi <div class="separator" style="clear: both; text-align: center;">
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</div>sman1lambituhttp://www.blogger.com/profile/04239822817676830143noreply@blogger.comtag:blogger.com,1999:blog-6738640522491579185.post-65848922915246280262021-10-12T07:40:00.001+07:002021-10-12T07:40:02.876+07:00SMAN 1 Lambitu Salurkan Bantuan untuk Korban Kebakaran di Sape Bima<div><div class="separator" style="clear: both; text-align: center;">
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</div><br></div><div>SMAN 1 Lambitu Salurkan Bantuan untuk Korban Kebakaran di Sape Bima</div><div><br></div><div><br></div><div><br></div><div><br></div><div><br></div><div>Sman1 Lambitu. SCh. Id- SMA Negeri 1 Lambitu menyalurkan bantuan untuk korban kebakaran di Desa Naru, Kecamatan Sape, Kabupaten Bima. SMA Negeri 1 Lambitu merespon cepat kebakaran di Desa Naru, Kecamatan Sape, Kabupaten Bima. Bantuan tersebut di serahkan langsung oleh Kepala Sekolah SMA Negeri 1 Lambitu Bapak Muhammad Junada, S. Pd Senin, (11/10/2021) </div><div><br></div><div>“SMA Negeri 1 Lambitu telah mendistribusikan bantuan ke area kebakaran di Sape Bima tadi pagi, ini semua adalah bentuk kepedulian SMA Negeri 1 Lambitu dalam hal kemanusiaan ,” kata Junada, S. Pd.</div><div><br></div><div>Bantuan yang dikirim berupa makanan dan minuman. Serta pakaian untuk para korban.</div><div><br></div><div>Sebagai informasi diduga kuat kebakaran menghanguskan 63 rumah di Dusun Kole, Desa Naru, Kecamatan Sape, Kabupaten Bima, Minggu (10/10) siang bermula dari warga yang membakar sampah.</div><div><br></div><div><br></div><div>Tidak ada korban jiwa atas kebakaran itu. Namun kerugian material mencapai Milyaran rupiah</div>sman1lambituhttp://www.blogger.com/profile/04239822817676830143noreply@blogger.comtag:blogger.com,1999:blog-6738640522491579185.post-68260771452190614072021-08-29T10:15:00.001+07:002021-08-29T10:26:36.667+07:00Kepsek SMAN 1 LAMBITU membina pidato 3 bahasa sebagai upaya melestarikan budaya asli Lambitu.<div><div class="separator" style="clear: both; text-align: center;">
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</div><br></div><div>Perkuat Program Pidato 3 Bahasa ; Kepsek SMANSA Lambitu Optimis Siswa Didikan Goal ke Kancah Nasional </div><div><br></div><div>SMAN 1 Lambitu. SCh. Id- Program pidato 3 Bahasa yakni bahasa Inggris, Indonesia dan Bahasa Inge Ndai Lambitu menjadi salah satu program ekstrakurikuler yang di siapkan oleh sekolah dalam menyiapkan siswa SMAN 1 Lambitu mengikuti berbagi lomba baik di kancah regional, bahkan nasional. (29/08/2021).</div><div><br></div><div><br></div><div>Kepala Sekolah SMA Negeri 1 Lambitu Muhamad Junada, S. Pd menyampaikan bahwa kedepannya sekolah SMAN 1 Lambitu akan berkomitmen untuk mempersiapkan siswa dalam mengikuti berbagai lomba baik di Kancah regional, maupun nasional. Hal itu di sampaikan di ruang kerjanya setelah melakukan pendampingan program esktrarikuler dan kurikuler. </div><div><br></div><div><br></div><div>"SMAN 1 Lambitu menjadi wadah dalam Proses wujudkan generasi sumber daya manusia yang berintelek, humabis, religius dan beradab, Sekolah akan mendukung penuh program program yang berkelanjutan sehingga kedepan siswa dapat berekplorasi dengan skills yang di milikinya " Ujar Bapak Junada. </div><div><br></div><div><br></div><div>Sementara itu, Junada, S. Pd menambahkan Kecamatan Lambitu memiliki potensi yang luar biasa untuk di kembangkan dan lestarikan, salah satunya melalui bahasa asli Bima (Donggo Ele), yakni bahasa Rumpun Inge Ndai Kecamatan Lambitu sehingga program pidato tiga bahasa yakni bahasa Inggris, Indonesia dan Bahasa Lambitu menjadi program khusus SMAN 1 Lambitu dalam mempersiapkan siswa untuk mengikuti berbagai lomba baik di Kancah regional maupun nasional " Tutup Kepala Sekolah yang baru di lantik 2 pekan yang lalu ini. </div><div><br></div><div>Adapun program ekstrakurikuler SMAN 1 Lambitu meliputi OSIS, Pramuka, Pencak Silat, atletik, paskibra, dan lain-lain. </div><div><br></div><div><br></div><div><br></div><div><br></div><div><br></div><div>Pewarta : Tim Humas Media dan Komunikasi SMAN 1 Lambitu </div><div><br></div><div>Editor : Edi Supriadin, S. Pd.</div>sman1lambituhttp://www.blogger.com/profile/04239822817676830143noreply@blogger.comtag:blogger.com,1999:blog-6738640522491579185.post-17975245674133109792021-08-28T18:09:00.001+07:002021-08-28T20:23:45.626+07:00Rapat Komite<div><span ;=""><div class="separator" style="clear: both; text-align: center;"><br></div><div class="separator" style="clear: both; text-align: center;">
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</div><br></span></div><span ;=""><div><span ;=""><br></span></div>Sman1Lambitu.Sch.id - Pada hari sabtu tanggal 27 Agustus 2021, komite sekolah SMAN 1 Lambitu melaksanakan rapat komite. Rapat komite dihadiri lebih kurang 150 peserta yang terdiri dari pengurus komite, kepala desa dan wali murid.(27/08/2021).</span><div><span ;=""><br></span></div><div><span ;=""><br></span></div><div><span ;="">Rapat yang dipimpin langsung oleh Bapak Ketua Komite Sekolah yaitu Bapak H.Sunardy, S.Pd. </span></div><div><br></div><div><br></div><div><span ;=""><br></span></div><div><span ;="">Rapat komite tersebut sekaligus dirangkaikan dengan perkenalan kepala sekolah baru SMAN Lambitu yaitu Bapak Muhammad Junada, S.Pd. </span></div><div><span ;=""><br></span></div><div><span ;=""><br></span></div><div><span ;=""> Dalam sambutann perdananya Bapak Muhammad Junada yang biasa dipanggil Pak Jun menegaskan bahwa dirinya berkomitmen untuk melaksanakan amanah menjadi Kepala SMAN 1 Lambitu dengan sebaik-baiknya.</span></div><div><br></div><div><br></div><div><span ;=""><br></span></div><div><span ;=""><br></span></div><div><span ;="">" Mohon usulan, saran dan kritik yang membangun dari bapak ibu wali murid dan mohon dukungan dari seluruh stake holder guna membangun SMAN 1 Lambitu" Ungkap Bapak Junada.</span></div><div><span ;=""><br></span></div><div><span ;="">Bapak Junada,S.Pd merupakan kepala Sekolah SMAN 1 Lambitu yang menggantikan Bapak Drs. Arifudin H.Ms </span></div><div><span ;=""><br></span></div><div><span ;="">Pewarta : Inayah (Medkom Osis SMAN 1 Lambitu).</span></div><div><span ;="">Editor : Edi Supriadin, S.Pd</span></div><div><span ;=""><br></span></div><div><span ;=""><br></span></div><div><br><!--/data/user/0/com.samsung.android.app.notes/files/clipdata/clipdata_bodytext_210828_185834_274.sdocx--></div>sman1lambituhttp://www.blogger.com/profile/04239822817676830143noreply@blogger.comtag:blogger.com,1999:blog-6738640522491579185.post-57079664005973871392021-05-03T13:36:00.002+07:002021-05-03T13:53:32.075+07:00SMAN 1 Lambitu mengumumkan hasil kelulusan ujian Tahun ajaran 2020/2021.<h1 style="text-align: left;"><b style="text-align: justify;"><span lang="IN">SMAN 1 Lambitu mengumumkan hasil kelulusan ujian Tahun ajaran 2020/2021.</span></b></h1><p class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;"><br /></p>
<p class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="mso-ansi-language: IN;">Berdasarkan surat edaran dan petunjuk
teknis dari Kementerian Pendidikan dan Kebudayan bahwa pengumuman kelulusan
ujian SMA Tahun 2021 dilaksanakan pada tanggal 3 Mei 2021. Kepala SMAN 1
Lambitu, Drs. Arifudin H.MS mengatakan bahwa untuk tahun ajaran 2020/2021 ini,
siswa SMAN 1 Lambitu lulus 100 %. <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;"><span lang="IN" style="mso-ansi-language: IN;">Berikut nama-nama siswa yang dinyatakan lulus
Ujian Sekolah :<o:p></o:p></span></p>
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<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">No<o:p></o:p></span></p>
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<td style="border-left: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">Nama<o:p></o:p></span></p>
</td>
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<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">PROGRAM<o:p></o:p></span></p>
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<td style="border-left: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">Keterangan<o:p></o:p></span></p>
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<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">1<o:p></o:p></span></p>
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<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">Adi Haryanto<o:p></o:p></span></p>
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<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS<o:p></o:p></span></p>
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<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">2<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">Ahmad Syayuddin<o:p></o:p></span></p>
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<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">3<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">Anita Puspitasari<o:p></o:p></span></p>
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<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">4<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">Azhar<o:p></o:p></span></p>
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<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">5<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">Fera Fajirah<o:p></o:p></span></p>
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<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">6<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">Fifi Afiani<o:p></o:p></span></p>
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<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
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<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">7<o:p></o:p></span></p>
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<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">Jainudin<o:p></o:p></span></p>
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<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
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<tr style="mso-yfti-irow: 8;">
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<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">8<o:p></o:p></span></p>
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<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">Juliana<o:p></o:p></span></p>
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<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
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<tr style="mso-yfti-irow: 9;">
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<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">9<o:p></o:p></span></p>
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<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">M. Wahyu Ananda M.<o:p></o:p></span></p>
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<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
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<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">10<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">M.Salahudin<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">11<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">Muh. Ardillah<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">12<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">Muhamad Aminuddin<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 13;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">13<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">Muhammad Radialah<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 14;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">14<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">Muhtar<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 15;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">15<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">Muslihin Ahirin<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 16;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">16<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">Nurhayati<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 17;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">17<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">Ramadan<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 18;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">18<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">Raodah Agustina<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 19;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">19<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">Rohani<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 20;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">20<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">Sanusi<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 21;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">21<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">Susmawati<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 22;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">22<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">Wahyudin<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 23;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">23<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">Nurayuningsih<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 24;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">24<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">Ahmad Haikal <o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 25;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">25<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Abdilah<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 26;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">26<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Ade Fauzan Al Ansyori<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 27;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">27<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Ahmad<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 28;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">28<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Desi Anggriani<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 29;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">29<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Erni Suryani<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 30;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">30<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Fatwa Ramadoan<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 31;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">31<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Hafiatun<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 32;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">32<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Hairul Ammar<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 33;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">33<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Hajral Aswah<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 34;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">34<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Hamdan<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 35;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">35<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Hamzah<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 36;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">36<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Hastri<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 37;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">37<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Ilham<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 38;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">38<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Jumaendi<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 39;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">39<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Muhammad Said<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 40;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">40<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Nurhaidah<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 41;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">41<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Nurvadilah<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 42;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">42<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Rubianti<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 43;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">43<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Salma<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 44;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">44<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Sumarni<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 45;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">45<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Zul Safril Muamar<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">MIA</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 46;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">46<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">Ba'syir Aprianto<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">IIS</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 47;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">47<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">Dwi Rizki Mukmin<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">IIS</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 48;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">48<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">Faisal<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">IIS</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 49;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">49<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">Ferriyadin<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">IIS</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 50;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">50<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">Ihwansyah<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">IIS</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 51;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">51<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">Iswandi<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">IIS</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 52;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">52<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">Ita Purnamasari<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">IIS</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 53;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">53<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">Jaini<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">IIS</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 54;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">54<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">Kartini<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">IIS</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 55;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">55<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">Muhamad<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">IIS</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 56;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">56<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">Nur Halimah<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">IIS</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 57;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">57<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">Nurmadyana<o:p></o:p></span></p>
</td>
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<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">IIS</span><o:p></o:p></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
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<tr style="mso-yfti-irow: 58;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">58<o:p></o:p></span></p>
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<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">Radiatun Adawiyah<o:p></o:p></span></p>
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<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">IIS</span><o:p></o:p></p>
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<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
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<tr style="mso-yfti-irow: 59;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">59<o:p></o:p></span></p>
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<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">Sahrudin<o:p></o:p></span></p>
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<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">IIS</span><o:p></o:p></p>
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<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
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<tr style="mso-yfti-irow: 60;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">60<o:p></o:p></span></p>
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<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">Sarifudin<o:p></o:p></span></p>
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<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">IIS</span><o:p></o:p></p>
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<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
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<tr style="mso-yfti-irow: 61;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">61<o:p></o:p></span></p>
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<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">Syamsudin<o:p></o:p></span></p>
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<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">IIS</span><o:p></o:p></p>
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<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
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<tr style="mso-yfti-irow: 62;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">62<o:p></o:p></span></p>
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<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">Usain Fahsyahwalsaini<o:p></o:p></span></p>
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<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">IIS</span><o:p></o:p></p>
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<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
</td>
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<tr style="mso-yfti-irow: 63; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 40.85pt;" valign="top" width="54">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">63<o:p></o:p></span></p>
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<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 150.65pt;" valign="top" width="201">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">Zulkarnain<o:p></o:p></span></p>
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<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">IIS</span><o:p></o:p></p>
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<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 95.75pt;" valign="top" width="128">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span lang="IN" style="mso-ansi-language: IN;">LULUS</span><o:p></o:p></p>
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<p class="MsoNormal"><span lang="IN" style="mso-ansi-language: IN;"><o:p> Pewarta : Nur Indah Inayah</o:p></span></p>sman1lambituhttp://www.blogger.com/profile/04239822817676830143noreply@blogger.comtag:blogger.com,1999:blog-6738640522491579185.post-79077811672576185532021-04-08T10:53:00.001+07:002021-04-08T10:53:26.109+07:00Guru dan Pegawai SMAN 1 Lambitu Sudah Vaksinasi Wajib Buka Belajar<div class="root -bapps"><div id="page1" class="theme--edukasi"><div class="content_article"><div class="row"><div class="breadcum-new"><div><br></div></div><div class="headline column"><h1 class="read__title">SKB 4 Menteri: Guru Sudah Vaksinasi Wajib Buka Belajar</h1><ul id="social--article" class="floating-share"><li><span class="ico-share icon-line ico-bg bg-line"><a href="https://line.me/R/msg/text/?SKB%204%20Menteri:%20Guru%20Sudah%20Vaksinasi%20Wajib%20Buka%20Belajar%20Tatap%20Muka%0D%0AKlik%20untuk%20baca:%20http://kmp.im/AGBN16%0D%0A%0D%0ADownload%20aplikasi%20Kompas.com%20untuk%20akses%20berita%20lebih%20mudah%20dan%20cepat:%0D%0AGoogle%20Play:%20https://bit.ly/3hL0XbF%0D%0AApple%20App%20Store:%20https://apple.co/3f5WoXX"><img class="lozad fade" data-src="https://asset.kompas.com/data/2017/mobile/images/icon-line.png" src="https://asset.kompas.com/data/2017/mobile/images/icon-line.png" data-loaded="true"></a></span></li><div class="comment__read__text"><a href="http://www.kompas.com/edu/komentar/2021/03/30/115918671/skb-4-menteri-guru-sudah-vaksinasi-wajib-buka-belajar-tatap-muka"><div class="comment__counter total_comment_share"></div></a></div></ul><div class="imgHL"><div id="" class="photo -gallery" data-photolink="http://www.kompas.com/edu/image/2021/03/30/115918671/skb-4-menteri-guru-sudah-vaksinasi-wajib-buka-belajar-tatap-muka?page=1"><div class="wrap-photo"><img data-width="750px" data-aligment="" src="https://asset.kompas.com/crops/i6wFBP3pOafqGaXsZNyVfeMS0mg=/98x0:720x415/375x240/data/photo/2021/03/30/6062ae6fa1629.jpg" alt="Mendikbud Nadiem Makarim membacakan SKB 4 Menteri terkait belajar tatap muka di sekolah."><div class="btn-i -hide"><a><span class="icon-i"></span></a></div><div class="photo__icon"><span class="icon-expand"></span>Lihat Foto</div></div><div class="wrap-caption animated"><div class="author"></div><div class="fotocaption"></div></div></div></div></div><div class="read__credit"><h6><a target="_self" class="inner-link-tag" href="https://www.kompas.com/tag/Mendikbud">Mendikbud</a> <a target="_self" class="inner-link-tag" href="https://www.kompas.com/tag/Nadiem-Makarim">Nadiem Makarim</a> menyatakan keputusan SKB 4 Menteri mewajibkan bagi <a target="_self" class="inner-link-tag" href="https://www.kompas.com/tag/guru">guru</a> dan tenaga kependidikan di <a target="_self" class="inner-link-tag" href="https://www.kompas.com/tag/sekolah">sekolah</a> yang sudah melaksanakan <a target="_self" class="inner-link-tag" href="https://www.kompas.com/tag/vaksinasi">vaksinasi</a> Covid-19 untuk bisa membuka <a target="_self" class="inner-link-tag" href="https://www.kompas.com/tag/belajar-tatap-muka">belajar tatap muka</a> di sekolah.</h6></div><div class="contentArticle box-shadow-new"><div id="contentArticle" class="read__content" data-io-article-url="https://www.kompas.com/edu/read/2021/03/30/115918671/skb-4-menteri-guru-sudah-vaksinasi-wajib-buka-belajar-tatap-muka"><p>"Kita mewajibkan bila guru dan tenaga kependidikan di setiap sekolah sudah melakukan vaksinasi Covid-19, maka harus membuka belajar tatap muka di sekolah," kata Nadiem secara daring, Selasa (30/3/201).</p><p>Dia mengaku, meski sudah belajar tatap muka di sekolah, tapi dilakukan secara terbatas.</p><p>"Tak lupa belajar tatap muka tetap menggunakan penerapan protokol kesehatan," sebut dia.</p><p>Selain belajar tatap muka di sekolah, bilang Nadiem, sekolah juga harus tetap membuka pembelajaran jarak jauh (PJJ).</p><p>"Karena kapasitas belajar tetap muka hanya 50 persen. Walaupun sudah tatap muka akan ada sistem rotasi, makanya sistem PJJ masih akan ada," tegas dia.</p><p>Dia menekankan, orang tua atau wali dapat memilih pilihan yang terbaik bagi anaknya untuk melakukan belajar tatap muka secara terbatas atau tetap melaksanakan PJJ dari rumah.</p><p>"Jadi kita kembalikan lagi kepada orangtua, anaknya bisa belajar tatap muka terbatas atau tetap PJJ," ungkap Nadiem.</p><h2>Target vaksinasi</h2><p>Nadiem pernah menargetkan proses vaksin 5 juta guru dan tenaga kependidikan bisa selesai di akhir Juni 2021.</p><p>Apabila itu tercapai, kata Nadiem, maka proses belajar tatap muka di sekolah bisa terlaksana di Juli 2021. </p><div id="page2"></div><p>"Kami ingin memastikan kalau guru dan tenaga kependidikan sudah selesai vaksinasi di akhir Juni. Sehingga di Juli, Insya Allah sudah melakukan proses belajar tatap muka di sekolah," ungkap Nadiem.</p><p>Meski sudah belajar tatap muka, bilang dia, siswa dan guru tetap mematuhi protokol kesehatan di sekolah.</p><p>"Kita ini harus bisa melatih kebiasaan baru, proses belajar tatap muka di sekolah dengan protokol kesehatan yang baik," tegas dia.</p><p>Dia mengaku, guru dan tenaga kependidikan menjadi prioritas vaksinasi tahap kedua, karena siswa dan siswi sudah terlalu lama tidak belajar tatap muka di sekolah.</p><p>"Jadi esensinya itu, sekolah merupakan salah satu sektor yang sampai sekarang belum tatap muka. Dan risiko dari PJJ yang terlalu lama itu sangat besar," sebut dia.</p><p>Karena risiko PJJ itu sangat besar untuk siswa, makanya Kemendikbud mengambil tindakan cepat dan gesit, agar guru dan tenaga kependidikan bisa memperoleh vaksinasi.</p><p>Mungkin, lanjut dia, belajar tatap muka di sekolah tidak 100 persen akan dilakukan.</p><p>"Tapi akan terjadi bisa dua kali seminggu atau tiga kali seminggu. Tapi dengan sistem protokol kesehatan yang harus dijaga," jelas dia. </p><p>Untuk SMAN 1 Lambitu, vaksin guru dan pegawai tahap I sudah dilaksanakan pada tanggal 26 Maret 2021, sedangkan untuk tahap II akan dijadwalkan pada tanggal 10 April 2021. </p><p>Sumber : kompas.com </p></div></div><div class="listNews"><div class="paging"></div></div></div></div></div></div>sman1lambituhttp://www.blogger.com/profile/04239822817676830143noreply@blogger.comtag:blogger.com,1999:blog-6738640522491579185.post-3890210636686396662021-04-02T08:30:00.001+07:002021-04-02T08:30:55.807+07:00Ujian Sekolah Berbasis Komputer<p>Berbeda dengan tahun-tahun sebelumnya, Ujian Sekolah yang diselenggarakan pada tahun ini (TA 2020/2021) tidak seperti biasanya. Ujian Sekokah biasanya dikerjakan siswa dengan membaca berlembar-lembar kertas soal dan menjawab pada lembar jawab dengan cara menghitamkan menggunakan pensil 2B. Dalam penyelenggaraan Ujian kali ini berbasis komputer, artinya masing-masing siswa membaca soal dan menjawabnya menggunakan komputer. Alhamdulillah, tahun ini SMAN 1 Lambitu dapat menyelenggarakan Ujian Sekolah Berbasis Komputer untuk yang pertama kalinya. Aplikasi yang digunakab dalam ujian ini adalah aplikasi dari Bimasoft.</p><p> </p><p>Ujian Sekolah di tingkat SMA diselenggarakan pada tanggal 15 s.d 20 Maret 2021 dengan mata ujian sebanyaj 12 mata ujian. Melalui persiapan yang panjang sejak awal tahun 2019, dilakukan dengan mengikuti serangkaian simulasi sistem dan tes pendalaman materi untuk membiasakan siswa dengan Ujian Berbasis Komputer. US di SMAN 1 Lambitu diikuti oleh 63 peserta yang terbagi dalam 3 sesi ujian. Sesi pertama dimulai pukul 07.30 sampai 11.00 dan sesi kedua pada pukul 11.00 sampai 14.00. Dan sesi ketiga dimulai pukul 14.00 s.d 17.00 SMAN 1 Lambitu menggunakan 1 ruang yang khusus disiapkan untuk Ujian Berbasis Komputer yaitu Ruang Laboratorium Komputer. Alhamdulillah, penyelenggaraan Ujian sekolah Berbasis Komputer di SMAN 1 Lambitu berlangsung lancar.</p><p> </p>sman1lambituhttp://www.blogger.com/profile/04239822817676830143noreply@blogger.com