tag:blogger.com,1999:blog-3887508481483072682024-02-18T23:46:39.555-08:00Gugus 17 SLB Kab. BekasiPendidikan Umum, Pendidikan Anak Berkebutuhan Khusus, Psykologi, dan MultimediaGUGUS 17 SLB Kab. Bekasihttp://www.blogger.com/profile/11825247209034689641noreply@blogger.comBlogger109125tag:blogger.com,1999:blog-388750848148307268.post-55002731615459295262016-06-15T08:33:00.000-07:002016-06-15T08:33:33.503-07:00PROGRAM PENGEMBANGAN KOMUNIKASI PERSEPSI BUNYI DAN IRAMA<div dir="ltr" style="text-align: left;" trbidi="on">
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<span lang="EN-US" style="font-family: "Palatino Linotype",serif; font-size: 12.0pt;">Buku
</span><span style="font-family: "Palatino Linotype",serif; font-size: 12.0pt; mso-ansi-language: IN;">program </span><span style="font-family: "Palatino Linotype",serif; font-size: 12.0pt;"> </span><span style="font-family: "Palatino Linotype",serif; font-size: 12.0pt; mso-ansi-language: IN;">pengembangan komunikasi persepsi bunyi dan irama</span><span lang="EN-US" style="font-family: "Palatino Linotype",serif; font-size: 12.0pt;"> untuk </span><span style="font-family: "Palatino Linotype",serif; font-size: 12.0pt; mso-ansi-language: IN;"> peserta didik tunarungu merupakan pedoman
bagi guru</span><span lang="EN-US" style="font-family: "Palatino Linotype",serif; font-size: 12.0pt;">
dalam melaksa</span><span style="font-family: "Palatino Linotype",serif; font-size: 12.0pt; mso-ansi-language: IN;">n</span><span lang="EN-US" style="font-family: "Palatino Linotype",serif; font-size: 12.0pt;">a</span><span style="font-family: "Palatino Linotype",serif; font-size: 12.0pt; mso-ansi-language: IN;">ka</span><span lang="EN-US" style="font-family: "Palatino Linotype",serif; font-size: 12.0pt;">n
tugasnya.</span><span style="font-family: "Palatino Linotype",serif; font-size: 12.0pt; mso-ansi-language: IN;"> Oleh karena itu diharapkan guru:<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="EN-US" style="font-family: "Palatino Linotype",serif; font-size: 12.0pt; mso-bidi-font-family: "Palatino Linotype"; mso-fareast-font-family: "Palatino Linotype";">1.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal;"> </span></span><span style="font-family: "Palatino Linotype",serif; font-size: 12.0pt; mso-ansi-language: IN;">M</span><span lang="EN-US" style="font-family: "Palatino Linotype",serif; font-size: 12.0pt;">emahami </span><span style="font-family: "Palatino Linotype",serif; font-size: 12.0pt; mso-ansi-language: IN;">pedoman</span><span lang="EN-US" style="font-family: "Palatino Linotype",serif; font-size: 12.0pt;"> yang
berkaitan dengan pela</span><span style="font-family: "Palatino Linotype",serif; font-size: 12.0pt; mso-ansi-language: IN;">ksanaan</span><span style="font-family: "Palatino Linotype",serif; font-size: 12.0pt;"> </span><span style="font-family: "Palatino Linotype",serif; font-size: 12.0pt; mso-ansi-language: IN;">program pengembangan komunikasi persepsi buny</span><span lang="EN-US" style="font-family: "Palatino Linotype",serif; font-size: 12.0pt;">i dan
</span><span style="font-family: "Palatino Linotype",serif; font-size: 12.0pt; mso-ansi-language: IN;">i</span><span lang="EN-US" style="font-family: "Palatino Linotype",serif; font-size: 12.0pt;">rama</span><span style="font-family: "Palatino Linotype",serif; font-size: 12.0pt; mso-ansi-language: IN;">.</span></div>
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<span lang="EN-US" style="font-family: "Palatino Linotype", serif; font-size: 12pt;">2.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal;"> </span></span><span lang="EN-US" style="font-family: "Palatino Linotype", serif; font-size: 12pt;">Memperoleh gambaran bagaimana
pelaksanaan</span><span style="font-family: "Palatino Linotype", serif; font-size: 12pt;"> program</span><span style="font-family: "Palatino Linotype", serif; font-size: 12pt;"> </span><span style="font-family: "Palatino Linotype", serif; font-size: 12pt;">pengembangan komunikasi
persepsi bunyi dan irama.</span></div>
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<!--[if !supportLists]--><span lang="EN-US" style="font-family: "Palatino Linotype",serif; font-size: 12.0pt; mso-bidi-font-family: "Palatino Linotype"; mso-fareast-font-family: "Palatino Linotype";">3.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal;"> </span></span><span lang="EN-US" style="font-family: "Palatino Linotype",serif; font-size: 12.0pt;">Menyadari bahwa pembinaan</span><span style="font-family: "Palatino Linotype",serif; font-size: 12.0pt; mso-ansi-language: IN;"> program pengembangan komunikasi persepsi bunyi dan irama </span><span lang="EN-US" style="font-family: "Palatino Linotype",serif; font-size: 12.0pt;">sangat
penting artinya dalam mengembangkan kemampuan dengar</span><span style="font-family: "Palatino Linotype",serif; font-size: 12.0pt; mso-ansi-language: IN;"> peserta didik, sehingga</span><span lang="EN-US" style="font-family: "Palatino Linotype",serif; font-size: 12.0pt;"> dapat berkomunikasi dengan masyarakat
di</span><span lang="EN-US" style="font-family: "Palatino Linotype",serif; font-size: 12.0pt; mso-ansi-language: IN;"> </span><span lang="EN-US" style="font-family: "Palatino Linotype",serif; font-size: 12.0pt;">sekitar</span><span style="font-family: "Palatino Linotype",serif; font-size: 12.0pt; mso-ansi-language: IN;">nya.</span><span lang="EN-US" style="font-family: "Palatino Linotype",serif; font-size: 12.0pt;"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="EN-US" style="font-family: "Palatino Linotype",serif; font-size: 12.0pt; mso-bidi-font-family: "Palatino Linotype"; mso-fareast-font-family: "Palatino Linotype";">4.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal;"> </span></span><span style="font-family: "Palatino Linotype",serif; font-size: 12.0pt; mso-ansi-language: IN;">Program </span><span lang="EN-US" style="font-family: "Palatino Linotype",serif; font-size: 12.0pt;">pengembangan
komunikasi persepsi bunyi dan irama memiliki nilai tersendiri bagi </span><span style="font-family: "Palatino Linotype",serif; font-size: 12.0pt; mso-ansi-language: IN;">peserta didik,</span><span lang="EN-US" style="font-family: "Palatino Linotype",serif; font-size: 12.0pt;"> karena dapat membantu memiliki kepribadian </span><span style="font-family: "Palatino Linotype",serif; font-size: 12.0pt; mso-ansi-language: IN;">dan </span><span lang="EN-US" style="font-family: "Palatino Linotype",serif; font-size: 12.0pt;">percaya
diri.<o:p></o:p></span></div>
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<span style="font-family: "Palatino Linotype",serif; font-size: 12.0pt; mso-ansi-language: IN;">Mudah-mudahan buku
ini dapat menjadi acuan untuk mencapai
sasaran yang diharapkan, dan merupakan bagian dari usaha dalam meningkatkan
mutu pendidikan luar biasa, khususnya peserta didik tunarungu.<o:p></o:p></span></div>
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<b><span style="font-family: "Palatino Linotype", serif;">DAFTAR ISI<span style="font-size: 9pt;"><o:p></o:p></span></span></b></div>
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<b><span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;">Kata Pengantar<o:p></o:p></span></b></div>
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<span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;"><b>...........................<o:p></o:p></b></span></div>
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<b><span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;">Daftar Isi<o:p></o:p></span></b></div>
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<b><span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;">BAB I<o:p></o:p></span></b></div>
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<b><span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;">PENDAHULUAN<o:p></o:p></span></b></div>
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<span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;"><b>A. Latar Belakang<o:p></o:p></b></span></div>
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<b><span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;">...........................</span><span lang="EN-US" style="font-size: 7.0pt; mso-bidi-font-size: 10.0pt;"><o:p></o:p></span></b></div>
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<span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;"><b>B. Landasan<o:p></o:p></b></span></div>
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<b><span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;">...........................</span><span lang="EN-US" style="font-size: 7.0pt; mso-bidi-font-size: 10.0pt;"><o:p></o:p></span></b></div>
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<span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;"><b>C. Tujuan<o:p></o:p></b></span></div>
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<b><span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;">...........................</span><span lang="EN-US" style="font-size: 7.0pt; mso-bidi-font-size: 10.0pt;"><o:p></o:p></span></b></div>
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<span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;"><b>D. Ruang Lingkup<o:p></o:p></b></span></div>
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<b><span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;">...........................</span><span lang="EN-US" style="font-size: 7.0pt; mso-bidi-font-size: 10.0pt;"><o:p></o:p></span></b></div>
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<b><span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;">BAB II<o:p></o:p></span></b></div>
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<b><span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;">PROGRAM PENGEMBANGAN
KOMUNIKASI PERSEPSI BUNYI DAN IRAMA<o:p></o:p></span></b></div>
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<span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;"><b>A. Pengembangan Kemampuan
Komunikasi <o:p></o:p></b></span></div>
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<b><span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;">...........................</span><span lang="EN-US" style="font-size: 7.0pt; mso-bidi-font-size: 10.0pt;"><o:p></o:p></span></b></div>
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<span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;"><b>B. Pengembangan Persepsi Bunyi dan Irama<o:p></o:p></b></span></div>
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<b><span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;">...........................</span><span lang="EN-US" style="font-size: 7.0pt; mso-bidi-font-size: 10.0pt;"><o:p></o:p></span></b></div>
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<span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;"><b>C. Kompetensi dan Indikator<o:p></o:p></b></span></div>
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<b><span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;">...........................</span><span lang="EN-US" style="font-size: 7.0pt; mso-bidi-font-size: 10.0pt;"><o:p></o:p></span></b></div>
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<span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;"><b>D. Sarana dan Prasarana<o:p></o:p></b></span></div>
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<b><span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;">...........................</span><span lang="EN-US" style="font-size: 7.0pt; mso-bidi-font-size: 10.0pt;"><o:p></o:p></span></b></div>
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<b><span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;">BAB III<o:p></o:p></span></b></div>
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<b><span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;">PELAKSANAAN PENGEMBANGAN
KOMUNIKASI PERSEPSI BUNYI DAN IRAMA <o:p></o:p></span></b></div>
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<span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;"><b>A. Prinsip Pelaksanaan<o:p></o:p></b></span></div>
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<b><span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;">...........................</span><span lang="EN-US" style="font-size: 7.0pt; mso-bidi-font-size: 10.0pt;"><o:p></o:p></span></b></div>
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<span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;"><b>B. Rambu-rambu Pelaksanaan<o:p></o:p></b></span></div>
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<span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;"><b>C. Prosedur Pelaksanaan<o:p></o:p></b></span></div>
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<b><span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;">...........................</span><span lang="EN-US" style="font-size: 7.0pt; mso-bidi-font-size: 10.0pt;"><o:p></o:p></span></b></div>
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<span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;"><b>D. Program Pelaksanaan PKPBI<o:p></o:p></b></span></div>
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<b><span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;">BAB IV <o:p></o:p></span></b></div>
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<b><span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;">Daftar
Pustaka<o:p></o:p></span></b></div>
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<b><span style="font-family: "Palatino Linotype",serif; font-size: 9.0pt; mso-ansi-language: IN; mso-bidi-font-size: 12.0pt;">Lampiran-Lampiran<o:p></o:p></span></b></div>
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Link Downloads <b><span style="color: magenta; font-size: large;"><a href="https://drive.google.com/open?id=0B8h6FXkrX9rQYTN5akFxMDFSYTA">PROGSUS TADIK TUNARUNGU</a></span></b></div>
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GUGUS 17 SLB Kab. Bekasihttp://www.blogger.com/profile/11825247209034689641noreply@blogger.com0tag:blogger.com,1999:blog-388750848148307268.post-60529755570265863242016-06-14T08:01:00.002-07:002016-06-14T08:22:09.701-07:00SENAM CERIA ABK<div dir="ltr" style="text-align: left;" trbidi="on">
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Kegiatan Senam Ceria ABK ini diselenggarakan pada tanggal 31 Oktober 2015. Di Gedung Pancasial Bandung Jabar.</div>
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Kegiatan ini merupakan kegiatan Akbar. Senam yang di ikuti oleh seluruh Sekolah Luar Biasa Se-Provinsi Jawa Barat dengan melibatkan Komponen di dalamnya. </div>
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Kegiatan ini mendapat Piagam rekor Muri Indonesia...</div>
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GUGUS 17 SLB Kab. Bekasihttp://www.blogger.com/profile/11825247209034689641noreply@blogger.com0tag:blogger.com,1999:blog-388750848148307268.post-75855775699670061792016-06-14T07:45:00.000-07:002016-06-14T08:07:25.441-07:00Workshop Kompetensi Guru SLB dan Inklusi Berbasis TIK<div dir="ltr" style="text-align: left;" trbidi="on">
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Kegiatan ini dilaksanakan pada tanggal 1 - 3 Desember 2015 201. Terselenggara atas kerja sama antara Dinas Pendidikan Bidang PK-PLK Prov Jawa Barat dengan Dinas Pendidikan Kabupaten Bekasi. Diselenggarakan di salah satu Gedung Diwilayah Pemda Kab. Bekasi di komplek Delta Mas. Kegiatan ini di buka dan ditutup oleh Bpk Kadis Kabupaten Bekasi.</div>
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<b>Pembicara dalam kegiatan ini adalah :</b></div>
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<b>Bpk Handaya, Bpk Agus Irawan Sensus </b>dan<b> Bpk Iim Imandala </b>Ketiganya dari Provinsi Jawa Barat. Alhamdulillah mereka sangat memberikan motivasi dan masukan Ilmu yang sangat berharga bagi kami (Guru SLB dan Guru Inklusi yang ada di wilayah Kabupaten Bekasi.</div>
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<b>Sedang Peserta kegiatan </b>adalah <b>:</b></div>
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<ul>
<li>Kepala Sekolah dan Guru-guru SLB se-Kabupaten Bekasi Baik Yang PNS maupun Non PNS</li>
<li>Guru-guru Sekolah Penyelenggara Inklusi se-Kabupaten Bekasi</li>
</ul>
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Kami berharap Kegiatan semacam ini ada tindaklanjunya secara berkelanjutan.. </div>
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GUGUS 17 SLB Kab. Bekasihttp://www.blogger.com/profile/11825247209034689641noreply@blogger.com0tag:blogger.com,1999:blog-388750848148307268.post-56927978361986233962016-06-04T07:26:00.000-07:002016-06-04T07:56:45.116-07:00Buku Guru dan Buku Siswa Kurtilas Kelas 8 Tunarungu<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLgRy93PCtRwvR5ADUgx8ubB-wFPcgFnDH1NXZ_h33HoNkGQXHyZsJJjDzAiq2toUH-l78Nu0PWGARo3ZtmaANPfKJyD-95_ckA6bqPVXQip21EUMgthGVjFYmAi-WhGvrr3FV3GZqJTM/s1600/kls+8.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLgRy93PCtRwvR5ADUgx8ubB-wFPcgFnDH1NXZ_h33HoNkGQXHyZsJJjDzAiq2toUH-l78Nu0PWGARo3ZtmaANPfKJyD-95_ckA6bqPVXQip21EUMgthGVjFYmAi-WhGvrr3FV3GZqJTM/s320/kls+8.jpg" width="261" /></a></div>
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<b>Download Buku Kurtilas Kelas 8 Tunarungu</b></div>
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Kurikulum pendidikan khusus disusun dan dilaksanakan dengan mengakomodasi hambatan peserta didik, mulai dari kompetensi inti, kompetensi dasar dan silabusnya. Untuk jenjang pendidikan dasar, pada tahun anggaran 2014, telah disusun dan dicetak buku siswa, buku guru, dan panduan pelaksanaan kurikulum bagi peserta didik tunanetra, tunarungu, tunagrahita, tunadaksa, dan autis kelas 2, 5, dan 8. Buku yang ada di tangan pembaca sekalian saat ini adalah merupakan buku kurikulum pendidikan khusus yang diperuntukkan bagi peserta didik berkebutuhan khusus yang belajar di sekolah luar biasa atau di sekolah reguler pada kelas khusus. </div>
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Sementara itu, bagi peserta didik berkebutuhan khusus yang mengikuti pembelajaran di sekolah reguler dengan model kelas inklusif, maka mereka belajar dengan mengikuti kurikulum reguler.</div>
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Di bawaini Kami sajikan Buku SMPLB Tunarungu Kelas 8, untk Siswa dan Guru ( Buku siwa dan Buku Guru ). Silahkan temen-temen Unduh Gratis dengan cara KLIK link di bawah ini.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyMozFnQNGHjlY5c1akdtVBDp3yuA8hOBbtP6BHZWdvsIm0H7Q4oIEnMDSXiKn8-sP-NguNlOLkS2qgC4ZPCziIFe2Xxva31kR3eryqlycWpGRfmV82qzOFeYWb47eE11IIPLnjgBPD6M/s1600/ikon+down.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyMozFnQNGHjlY5c1akdtVBDp3yuA8hOBbtP6BHZWdvsIm0H7Q4oIEnMDSXiKn8-sP-NguNlOLkS2qgC4ZPCziIFe2Xxva31kR3eryqlycWpGRfmV82qzOFeYWb47eE11IIPLnjgBPD6M/s1600/ikon+down.jpg" /></a></div>
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<b><a href="https://drive.google.com/open?id=0B8h6FXkrX9rQd3A2eklKNkkwY2s"><span style="font-size: large;">Buku SISWA</span> SMPLB Tunarungu Kelas 8 Tema 1 - 5</a></b><br />
<b>234 MB</b>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyMozFnQNGHjlY5c1akdtVBDp3yuA8hOBbtP6BHZWdvsIm0H7Q4oIEnMDSXiKn8-sP-NguNlOLkS2qgC4ZPCziIFe2Xxva31kR3eryqlycWpGRfmV82qzOFeYWb47eE11IIPLnjgBPD6M/s1600/ikon+down.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyMozFnQNGHjlY5c1akdtVBDp3yuA8hOBbtP6BHZWdvsIm0H7Q4oIEnMDSXiKn8-sP-NguNlOLkS2qgC4ZPCziIFe2Xxva31kR3eryqlycWpGRfmV82qzOFeYWb47eE11IIPLnjgBPD6M/s1600/ikon+down.jpg" /></a> <b><a href="https://drive.google.com/open?id=0B8h6FXkrX9rQd3A2eklKNkkwY2s"><span style="font-size: large;">Buku SISWA</span> SMPLB Tunarungu Kelas 8 Tema 6 - 10</a> </b><br />
<b> 206 MB</b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyMozFnQNGHjlY5c1akdtVBDp3yuA8hOBbtP6BHZWdvsIm0H7Q4oIEnMDSXiKn8-sP-NguNlOLkS2qgC4ZPCziIFe2Xxva31kR3eryqlycWpGRfmV82qzOFeYWb47eE11IIPLnjgBPD6M/s1600/ikon+down.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyMozFnQNGHjlY5c1akdtVBDp3yuA8hOBbtP6BHZWdvsIm0H7Q4oIEnMDSXiKn8-sP-NguNlOLkS2qgC4ZPCziIFe2Xxva31kR3eryqlycWpGRfmV82qzOFeYWb47eE11IIPLnjgBPD6M/s1600/ikon+down.jpg" /></a> <a href="https://drive.google.com/open?id=0B8h6FXkrX9rQVkpjM3p2TFgzYU0"><b><span style="font-size: large;">Buku GURU </span>SMPLB Tunarungu Kelas 8</b> <b>Tema 1 - 10</b></a><br />
<b> 13 MB</b>
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GUGUS 17 SLB Kab. Bekasihttp://www.blogger.com/profile/11825247209034689641noreply@blogger.com2tag:blogger.com,1999:blog-388750848148307268.post-67025421372519099132016-06-04T00:09:00.000-07:002016-06-04T07:00:21.679-07:00Buku Guru dan Buku Siswa Kurtilas Kelas 5 SDLB Tunarungu<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqYZlCE0bBSlD8ecuXzFYd0Kd8zyJA0pORdGTddrdsIPcFZaNagvh4kxgmrOUc5_3cahAEryQj3Q7fdnAVpz_qLsOUntypkDwNN7oKKQrSyZtnX52ym6zSVk9Fc8vz2cVztQ94avH-iIg/s1600/ikon+buku+5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqYZlCE0bBSlD8ecuXzFYd0Kd8zyJA0pORdGTddrdsIPcFZaNagvh4kxgmrOUc5_3cahAEryQj3Q7fdnAVpz_qLsOUntypkDwNN7oKKQrSyZtnX52ym6zSVk9Fc8vz2cVztQ94avH-iIg/s320/ikon+buku+5.jpg" width="230" /></a></div>
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<div style="text-align: center;">
<b>Download Buku Kurtilas Kelas 5 SDLB Tunarungu</b></div>
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<div style="text-align: justify;">
Kurikulum pendidikan khusus disusun dan dilaksanakan dengan mengakomodasi hambatan peserta didik, mulai dari kompetensi inti, kompetensi dasar dan silabusnya. Untuk jenjang pendidikan dasar, pada tahun anggaran 2014, telah disusun dan dicetak buku siswa, buku guru, dan panduan pelaksanaan kurikulum bagi peserta didik tunanetra, tunarungu, tunagrahita, tunadaksa, dan autis kelas 2, 5, dan 8. Buku yang ada di tangan pembaca sekalian saat ini adalah merupakan buku kurikulum pendidikan khusus yang diperuntukkan bagi peserta didik berkebutuhan khusus yang belajar di sekolah luar biasa atau di sekolah reguler pada kelas khusus. </div>
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<div style="text-align: justify;">
Sementara itu, bagi peserta didik berkebutuhan khusus yang mengikuti pembelajaran di sekolah reguler dengan model kelas inklusif, maka mereka belajar dengan mengikuti kurikulum reguler.</div>
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Di bawaini Kami sajikan Buku SDLB Tunarungu Kelas 5, untk Siswa dan Guru ( Buku siwa dan Buku Guru ). Silahkan temen-temen Unduh Gratis dengan cara KLIK link di bawah ini.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqYZlCE0bBSlD8ecuXzFYd0Kd8zyJA0pORdGTddrdsIPcFZaNagvh4kxgmrOUc5_3cahAEryQj3Q7fdnAVpz_qLsOUntypkDwNN7oKKQrSyZtnX52ym6zSVk9Fc8vz2cVztQ94avH-iIg/s1600/ikon+buku+5.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqYZlCE0bBSlD8ecuXzFYd0Kd8zyJA0pORdGTddrdsIPcFZaNagvh4kxgmrOUc5_3cahAEryQj3Q7fdnAVpz_qLsOUntypkDwNN7oKKQrSyZtnX52ym6zSVk9Fc8vz2cVztQ94avH-iIg/s200/ikon+buku+5.jpg" width="143" /></a> <span style="font-size: medium;"><b><a href="https://drive.google.com/open?id=0B8h6FXkrX9rQR0tVWXBfRGtKZDA"><span style="font-size: large;">Buku Siswa </span>SDLB Tunarungu Kelas 5</a> Tema 1 - 8</b></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsL7t55mPCU0veG7fuB9dvLbogxStCq8Ulbz7WOpjRRCNO7QNTQEBa893WxFIdRNkQXxNiugsQK7JR6XyMSn5kHd4J6QQbSySYvevcozfP8IpdjaR2c55SwVetuMExXPGnoXfKWa_yjDk/s1600/buku+guru+5.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsL7t55mPCU0veG7fuB9dvLbogxStCq8Ulbz7WOpjRRCNO7QNTQEBa893WxFIdRNkQXxNiugsQK7JR6XyMSn5kHd4J6QQbSySYvevcozfP8IpdjaR2c55SwVetuMExXPGnoXfKWa_yjDk/s200/buku+guru+5.jpg" width="191" /></a><span style="font-size: medium;"><span style="font-size: large;"> </span><b><a href="https://drive.google.com/open?id=0B8h6FXkrX9rQajVMZGVYMUpxNTQ"><span style="font-size: large;">Buku Guru </span>SDLB Tunarungu Kelas 5</a> </b></span><b>Tema 1 - 8</b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsL7t55mPCU0veG7fuB9dvLbogxStCq8Ulbz7WOpjRRCNO7QNTQEBa893WxFIdRNkQXxNiugsQK7JR6XyMSn5kHd4J6QQbSySYvevcozfP8IpdjaR2c55SwVetuMExXPGnoXfKWa_yjDk/s1600/buku+guru+5.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="font-size: large;"><br /></span></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsL7t55mPCU0veG7fuB9dvLbogxStCq8Ulbz7WOpjRRCNO7QNTQEBa893WxFIdRNkQXxNiugsQK7JR6XyMSn5kHd4J6QQbSySYvevcozfP8IpdjaR2c55SwVetuMExXPGnoXfKWa_yjDk/s1600/buku+guru+5.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="font-size: large;"><br /></span></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsL7t55mPCU0veG7fuB9dvLbogxStCq8Ulbz7WOpjRRCNO7QNTQEBa893WxFIdRNkQXxNiugsQK7JR6XyMSn5kHd4J6QQbSySYvevcozfP8IpdjaR2c55SwVetuMExXPGnoXfKWa_yjDk/s1600/buku+guru+5.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="font-size: large;"><br /></span></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsL7t55mPCU0veG7fuB9dvLbogxStCq8Ulbz7WOpjRRCNO7QNTQEBa893WxFIdRNkQXxNiugsQK7JR6XyMSn5kHd4J6QQbSySYvevcozfP8IpdjaR2c55SwVetuMExXPGnoXfKWa_yjDk/s1600/buku+guru+5.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="font-size: large;"> </span></a></div>
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GUGUS 17 SLB Kab. Bekasihttp://www.blogger.com/profile/11825247209034689641noreply@blogger.com0tag:blogger.com,1999:blog-388750848148307268.post-74900274795663196142016-06-03T23:47:00.000-07:002016-06-04T07:01:52.186-07:00Buku Guru dan Buku Siswa Kurtilas Kelas 2 SDLB Tunarungu<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDi6pJ3V8XQSATAf2KtZGZGQmR_1bubnTf5n3rlRrUTcxTz-9ri9MpNC7epWVmjTwhaThHEMWsvS58BMf-W1duENb_fEuDy3hdF3mx8je3hOSa1LRvOEmgmqMvJpbjlzE0H-mprKyOanM/s1600/image+Kurtilas+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="309" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDi6pJ3V8XQSATAf2KtZGZGQmR_1bubnTf5n3rlRrUTcxTz-9ri9MpNC7epWVmjTwhaThHEMWsvS58BMf-W1duENb_fEuDy3hdF3mx8je3hOSa1LRvOEmgmqMvJpbjlzE0H-mprKyOanM/s320/image+Kurtilas+2.jpg" width="320" /></a></div>
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<b><br /></b></div>
<div style="text-align: center;">
<b>Download Buku Kurtilas Kelas 2 SDLB Tunarungu</b></div>
<br />
<div style="text-align: justify;">
Kurikulum pendidikan khusus disusun dan dilaksanakan dengan mengakomodasi hambatan peserta didik, mulai dari kompetensi inti, kompetensi dasar dan silabusnya. Untuk jenjang pendidikan dasar, pada tahun anggaran 2014, telah disusun dan dicetak buku siswa, buku guru, dan panduan pelaksanaan kurikulum bagi peserta didik tunanetra, tunarungu, tunagrahita, tunadaksa, dan autis kelas 2, 5, dan 8. Buku yang ada di tangan pembaca sekalian saat ini adalah merupakan buku kurikulum pendidikan khusus yang diperuntukkan bagi peserta didik berkebutuhan khusus yang belajar di sekolah luar biasa atau di sekolah reguler pada kelas khusus. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Sementara itu, bagi peserta didik berkebutuhan khusus yang mengikuti pembelajaran di sekolah reguler dengan model kelas inklusif, maka mereka belajar dengan mengikuti kurikulum reguler.</div>
<div style="text-align: justify;">
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<div style="text-align: justify;">
Di bawaini Kami sajikan Buku SDLB Tunarungu Kelas 2, untk Siswa dan Guru ( Buku siwa dan Buku Guru ). Silahkan temen-temen Unduh Gratis dengan cara KLIK link di bawah ini.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEVgEiV_7E46xswAP_AucmZ3dnsFvsMlY-qds4rD-VHZJpfcEYV87l1biWSNwrPs6yJoxZ-ib6zHwV6JOhu-8S5UNJhcrLs6QJEiWIv4LIZZpp0vuxiHvMW27MUlS2tWs7nJ4Qe25DOfA/s1600/ikon+down.jpg" imageanchor="1"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEVgEiV_7E46xswAP_AucmZ3dnsFvsMlY-qds4rD-VHZJpfcEYV87l1biWSNwrPs6yJoxZ-ib6zHwV6JOhu-8S5UNJhcrLs6QJEiWIv4LIZZpp0vuxiHvMW27MUlS2tWs7nJ4Qe25DOfA/s1600/ikon+down.jpg" /></a> <span style="font-size: medium;"><b><a href="https://drive.google.com/open?id=0B8h6FXkrX9rQclNBZXU4eFIyUHM"><span style="font-size: large;">Buku Siswa </span>SDLB Tunarungu</a> Tema 1 - 8</b></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEVgEiV_7E46xswAP_AucmZ3dnsFvsMlY-qds4rD-VHZJpfcEYV87l1biWSNwrPs6yJoxZ-ib6zHwV6JOhu-8S5UNJhcrLs6QJEiWIv4LIZZpp0vuxiHvMW27MUlS2tWs7nJ4Qe25DOfA/s1600/ikon+down.jpg" imageanchor="1"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEVgEiV_7E46xswAP_AucmZ3dnsFvsMlY-qds4rD-VHZJpfcEYV87l1biWSNwrPs6yJoxZ-ib6zHwV6JOhu-8S5UNJhcrLs6QJEiWIv4LIZZpp0vuxiHvMW27MUlS2tWs7nJ4Qe25DOfA/s1600/ikon+down.jpg" /></a> <span style="font-size: medium;"><b><a href="https://drive.google.com/open?id=0B8h6FXkrX9rQZlM0aFN6SUxhYWM"><span style="font-size: large;">Buku Guru </span>SDLB Tunarungu</a> Tema 1 -8</b></span></div>
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GUGUS 17 SLB Kab. Bekasihttp://www.blogger.com/profile/11825247209034689641noreply@blogger.com0tag:blogger.com,1999:blog-388750848148307268.post-56928646142412138632016-06-03T22:05:00.001-07:002016-06-03T22:28:32.008-07:00Pencerahan Akhir Tahun Bersama Pak Acep Tiswara Di Villa Cigintung<div dir="ltr" style="text-align: left;" trbidi="on">
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Kegiatan Akhir Tahun 2013 Pencerahan Akhir Tahun Bersama Pak Acep Tiswara Di Villa Cigintung Ciwidey Kab. Bandung Barat. Kegiatan ini terselenggara berkhat bantuan Sosial Pemberdayaan Gugus untuk Gugus 17 dan Swadaya dari Sekolah-sekolah yang ada di Lingkungan Gugus 17 Kab. Bekasi. <b><span style="font-family: "arial" , "verdana" , sans-serif; font-size: 12px; line-height: 15.6px; text-align: center;">Kegiatan ini diikuti oleh 7 SLB di Kab. Bekasi yaitu; SLB Ananda MAndiri, SLB Wijayakusumah, SLB Dinamika, SLB Darul Muksinin, SLB Tumbuh kembang Ceria, SLB Ephatha, dan SLB Binar Insan Istiqomah. Photo tersebut diambil pada</span><span style="font-family: "arial" , "verdana" , sans-serif; font-size: 12px; line-height: 15.6px; text-align: center;"> Tanggal 15 Mei 2013. Sedangkan Kegiatannya diselenggarakan Tanggal 14,15,16 Mei 2013. </span></b><br />
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GUGUS 17 SLB Kab. Bekasihttp://www.blogger.com/profile/11825247209034689641noreply@blogger.com0tag:blogger.com,1999:blog-388750848148307268.post-28631128608994348092016-05-29T00:23:00.002-07:002016-06-03T03:14:39.736-07:00Photo Kegiatan LKS di Cianjur<div dir="ltr" style="text-align: left;" trbidi="on">
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Kegiatan LKS (Lomba Kreativitas Siswa ) tingkat provinsi Selasa, 21 Mei 2013 yang diselenggarakan di Hotel Grenhill kabupaten Cianjur. Kegiatan ini diikuti oleh 7 SLB di Kab. Bekasi yaitu; SLB Ananda MAndiri, SLB Wijayakusumah, SLB Dinamika, SLB Darul Muksinin, SLB Tumbuh kembang Ceria, SLB Ephatha, dan SLB Binar Insan Istiqomah. Photo tersebut diambil pada saat pelaksanaan Devile Upacara Pembukaan ...</div>
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GUGUS 17 SLB Kab. Bekasihttp://www.blogger.com/profile/11825247209034689641noreply@blogger.com0tag:blogger.com,1999:blog-388750848148307268.post-58285248944197882792013-05-05T07:02:00.000-07:002016-06-04T01:09:56.522-07:00Bloger SLB Ananda Mandiri di LKS 2013<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="color: #333333; font-family: "trebuchet ms" , sans-serif;"><b>Gala Azharia Mewakili Gugus 17 Sebagai Bloger SMPLB Tnarungu</b><span style="font-size: 9pt;"><o:p></o:p></span></span></div>
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<span style="color: #333333; font-family: trebuchet ms, sans-serif;">Kegiatan ini di ambil gambarnya pada tanggal 22 Mei 2013</span><br />
<span style="color: #333333; font-family: trebuchet ms, sans-serif;">dalam kegiatan LKS di Hotel Grand Hill Kab. Cianjur Jawa Barat.</span><br />
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<b style="background-color: white; color: #333333; font-family: 'trebuchet ms', sans-serif; line-height: 18px; text-align: center;">Gala Azharia Mewakili Gugus 17 Sebagai Bloger SMPLB Tnarungu dalam membuat BLOG Spontan di tempat. </b><br />
<b style="background-color: white; color: #333333; font-family: 'trebuchet ms', sans-serif; line-height: 18px; text-align: center;">Ternyata saingannya cukup tangguh..</b><br />
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<b style="background-color: white; color: #333333; font-family: 'trebuchet ms', sans-serif; line-height: 18px; text-align: center;">Semangat Gala..</b><br />
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<b style="background-color: white; color: #333333; font-family: 'trebuchet ms', sans-serif; line-height: 18px; text-align: center;">Semangat yang lainnya...</b></div>
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GUGUS 17 SLB Kab. Bekasihttp://www.blogger.com/profile/11825247209034689641noreply@blogger.com0tag:blogger.com,1999:blog-388750848148307268.post-43490402384754404802013-05-02T08:58:00.000-07:002013-05-05T06:49:19.794-07:00Istimewanya Anak-Anak Istimewa<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: small;"><b>Istimewanya Anak-Anak Istimewa</b></span><br />
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Oleh Untung SDR dari Dewi Muchtar</div>
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<b>Bersama Luthfi Azzuhdi</b></div>
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" 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" /></a><i>Saat ini ada 3 sampai 4 juta anak-anak dengan kesulitan belajar spesifik di Indonesia.</i></div>
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<i>Padahal, mereka memiliki potensi intelektual yang baik namun tidak muncul</i></div>
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<i>dalam prestasi belajar di sekolah.</i></div>
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Perasaan Thea, 45 tahun, tak menentu dan jantungnya deg-degan saat kepala sekolah membagikan hasil nilai ujian siswa kelas 6 SD Pantara, yang terletak di Jalan Senopati Raya, Kebayoran Baru, Jakarta.</div>
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Seperti ibu-ibu lainnya, Thea tengah menunggu hasil ujian akhir putri sulungnya, Widiarthi Kusumoningtyas, 12, atau yang akrab disapa Ajeng. Tak sampai menunggu lama, wajah ibu tiga putra ini berubah ceria ketika membaca pengumuman yang tertera di lembar kertas ukuran kwarto itu. Matanya terbelalak takjub dengan nilai yang tertera, Ajeng lulus dengan nilai rata-rata 7,5.</div>
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<b>Saran Dokter Pribadi</b></div>
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Saat diberitahu bahwa Ajeng berprestasi sebagai juara umum di sekolah, anak itu justru biasa-biasa saja menanggapi. Thea, memahami betul keadaan putrinya yang satu ini, yang disebut sebagai anak learning differences (LD). “Dia memang tidak mengerti apa makna keberhasilannya ini. Dari tadi dia cuek saja tuh. Sama sekali nggak menanyakan apakah dia lulus atau tidak. Tapi, tidak semua ya anak-anak seperti dia berlaku seperti itu, karena ada juga yang sibuk bertanya pada orangtuanya,” ungkap Thea. </div>
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Thea mengetahui Ajeng mengalami kesulitan belajar ketika putrinya berusia tiga tahun. Akibat hiperaktivitas yang ditunjukkan Ajeng sejak masuk sekolah, membuat ibu satu ini terpaksa memindahkan Ajeng dari satu sekolah ke sekolah lainnya. Ia tak kuat menghadapi putrinya tak dipedulikan oleh guru. Sampai akhirnya Thea mendapat saran dari dokter pribadi Ajeng agar putrinya dimasukkan ke sekolah yang memang spesial menangani anak dengan kesulitan khusus dalam belajar.</div>
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Eiit, jangan salah sangka dulu. Meski mengalami kesulitan belajar, Ajeng memiliki otak yang encer. Namun, memang tidak kelihatan ketika dia masih di sekolah umum. ”Karena guru di sekolah umum tidak mengerti penanganan anak-anak seperti Ajeng. Ajeng itu kan selain sulit konsentrasi juga hiperaktif. Perjuangannya sungguh luar biasa. Kalau kelewat dikerasi dia lebih keras dari kita. Sementara kalau dihalusi, dia malah memanfaatkan kelemahan saya.” Saat ini, Thea mengaku sedang mempersiapkan Ajeng menghadapi dunia barunya di SMP umum nanti. Itu artinya Ajeng harus siap bersosialisasi di sekolah yang kenyataannya bukan untuk anak-anak yang memiliki permasalahan dalam belajar; membaca (disleksia), menulis (disgrafia), berhitung (diskalkulia), berbicara (disparksia), dan berkonsentrasi (ADD/ADHD), seperti Ajeng dan teman-temannya di SD Pantara.</div>
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<b>Melamun Saat Diterangkan</b></div>
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Ternyata anak kedua Thea, Bambang Wyasa Juliartho, 8, atau akrab disapa Dimas, juga mengalami hal yang serupa dengan kakaknya. ”Tapi, yang sedikit melegakan, kondisi Dimas tidak seberat Ajeng. Kalau Dimas cuma ADD atau bermasalah dalam berkonsentrasi, tapi nggak hiperaktif seperti kakaknya. Kesulitan dia di sekolah, gurunya menerangkan suatu materi pelajaran dia malah melamun. Jadi, kalau dia ditanya, ya dia nggak tahu,” ujar Thea yang baru memindahkan Dimas ke SD Pantara sekitar dua bulan lalu.</div>
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Sementara itu Alif, 9 tahun, siswa kelas 3 di sekolah yang sama, menurut Widi, ibunya, kondisinya sama dengan Dimas yang juga mengalami kesulitan berkonsentrasi. Namun, belakangan Widi melihat perkembangan Alif yang cukup baik, karena di luar sekolah putra semata wayangnya itu diikutkan kursus piano. ”Konsentrasi Alif lebih terlatih. Saya melihat, selama memainkan tuts piano konsentrasinya sama sekali tidak terpecah. Sebagai orangtua, terus terang saya tidak begitu mengerti mengenai istilah yang disampaikan dokter tentang anak saya. Tapi saya ingin yang terbaik buat Alif. Makanya, saat dokter bilang dia harus diterapi ini dan itu, saya menurut saja. Yang penting Alif bisa tumbuh seperti anak-anak lain. Butuh kesabaran lebih karena Alif terkadang tulallit,” ujar ibu muda yang pintar bernyanyi ini.</div>
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<br />
<b>Diperlukan Kerjasama</b></div>
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Apa itu anak LD? Menurut <b style="mso-bidi-font-weight: normal;">Untung Sudrajat, S.Pd</b>., Kepala SD Pantara, mereka adalah anak atau individu yang memiliki cara atau gaya belajar yang berbeda (learning differences). Pada awalnya dipakai istilah learning disability atau ketakmampuan belajar. Namun, istilah tersebut mulai ditinggalkan karena dinilai memberi konotasi negatif. Seolah-olah mereka adalah anak-anak yang tidak memiliki masa depan dan tidak mampu belajar dengan baik.</div>
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Anak LD adalah anak yang memiliki disfungsi minimum di otak (DMO), yang menyebabkan tercampur-aduknya sinyal-sinyal antara indera dan otaknya. Termasuk di dalamnya mereka yang memiliki gangguan konsentrasi dan hiperaktivitas (ADD/ADHD). Meski begitu anak LD adalah individu yang memiliki kecerdasan normal bahkan di atas normal. Tetapi mereka memiliki masalah dalam pemrosesan informasi di otaknya, ketika menerima stimuli melalui indera. Tak heran, karena masalah yang dialaminya, sering ditemukan perbedaan nyata antara hasil tes IQ dengan prestasi akademiknya di sekolah.</div>
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”Problem anak LD tidak disebabkan oleh faktor eksternal atau faktor kecacatan fisik dan mental. Melainkan lebih disebabkan oleh disfungsi minimum di otaknya,” ujar Untung. Dikatakan Untung lagi, anak LD biasanya memiliki krisis kepercayaan dalam dirinya. Bahkan mereka juga terlihat kurang dewasa dibanding anak seusianya. Kondisi LD juga cenderung mempengaruhi koordinasi fisik dan perkembangan emosi mereka.</div>
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”Sebagai contoh Ajeng. Secara akademik cerdas, bahkan ia mampu meraih predikat juara umum di sekolahnya. Tetapi secara sosial ia kurang pede. Kadang-kadang muncul mekanisme pertahanan diri: sering beralasan atau menyalahkan pihak lain kalau ia melakukan kekeliruan. Namun, kadang pula ia melakukan hal itu tanpa disadarinya secara penuh,” papar Untung lagi.</div>
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Kerjasama orangtua dengan guru memang sangat menentukan untuk meraih keberhasilan. Terutama untuk mendorong anak-anak LD ini mampu mengontrol dirinya. Kata kunci yang paling tepat dalam menangani mereka adalah konsitensi. ”Target yang kita harapkan adalah anak dapat mengontrol dirinya sendiri. Intinya bukan dengan menghilangkan gejala seperti orang sembuh dari penyakit—karena LD sendiri bukanlah penyakit. Pihak sekolah hanya berupaya seoptimal mungkin melatih agar mereka dapat mengontrol dirinya sendiri,” urai Untung. </div>
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GUGUS 17 SLB Kab. Bekasihttp://www.blogger.com/profile/11825247209034689641noreply@blogger.com1tag:blogger.com,1999:blog-388750848148307268.post-27522233925173821712013-05-02T08:49:00.000-07:002013-05-02T08:49:32.681-07:00Download RPP Tematik<div dir="ltr" style="text-align: left;" trbidi="on">
<h2 style="text-align: center;">
Download RPP SD Tematik :</h2>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEic0-EkhEBLzdyiTPS0pAzRq7i1u8yf7cxf7LJE6VijbnjoZ-uvAcJT3qXpXpnPdEAPGS9FG3afHZPGK9Jha8ihJeDViHJfYn-uLMKJUzwCXVktBtjC6XIB7p7UPbZ81y3qyoJgJNsT1aA/s1600/tematik.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="185" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEic0-EkhEBLzdyiTPS0pAzRq7i1u8yf7cxf7LJE6VijbnjoZ-uvAcJT3qXpXpnPdEAPGS9FG3afHZPGK9Jha8ihJeDViHJfYn-uLMKJUzwCXVktBtjC6XIB7p7UPbZ81y3qyoJgJNsT1aA/s200/tematik.jpg" width="200" /></a></div>
<span class="submitted"><br />
</span> Alhamdulliah saya temukan Beberapa Contoh RPP Tematik .<br />
Temen-temen Silahkan download, tanpa dipungut biaya. Hanya saja RPP yang saya upload ini adalah RPP tematik secara umum. Tinggal temen-temen copy+paste dan tinggal diyesuaikanmenurut kebutuhan masing-masing semua file sudah dalam bentuk Ms word. jadi bisa di kurangi dan ditambahkan sesuai dengan keperluan.<br />
<br />
<div>
Catatan :</div>
<ul>
<li>jangan Lupa Komentarnya di tunggu yah.</li>
</ul>
<div style="text-align: center;">
————————–————–Semoga Bermanfaat———————————--</div>
Kelas 1 sem 1 :<br />
Tema :<br />
<ul>
<li><a href="http://www.ziddu.com/download/4698432/RppBudipekerti5.doc.html" target="_blank">Budi Pekerti</a></li>
<li><a href="http://www.ziddu.com/download/4698433/RPPPengalaman.doc.html" target="_blank">Pengalaman </a></li>
<li><a href="http://www.ziddu.com/download/4698434/RPPkeluarga.doc.html" target="_blank">Keluarga </a></li>
<li><a href="http://www.ziddu.com/download/4698435/RPPLingkungan.doc.html" target="_blank">Lingkungan</a></li>
<li><a href="http://www.ziddu.com/download/4698436/RPPkegemaran6.doc.html" target="_blank">Kegemaran</a></li>
<li><a href="http://www.ziddu.com/download/4698437/RPPDIRISENDIRI.doc.html" target="_blank">Diri Sendiri</a></li>
</ul>
Kelas 1 sem 2<br />
Tema :<br />
<ul>
<li><a href="http://www.ziddu.com/download/4699400/RPPKLS1_PERISTIWASMT2.doc.html" target="_blank">Peristiwa </a></li>
<li><a href="http://www.ziddu.com/download/4699401/RPPKLS1_KELUARGASMT2.doc.html" target="_blank">Keluarga</a></li>
<li><a href="http://www.ziddu.com/download/4699402/RPPKLS1_KEBERSIHANSMT2.doc.html" target="_blank">Kebersihan</a></li>
<li><a href="http://www.ziddu.com/download/4699403/RPPKLS1_BUDIPEKERTISMT2.doc.html">Budi Pekerti</a></li>
<li><a href="http://www.ziddu.com/download/4699404/RPPKLS1_KESEHATANSMT2.doc.html" target="_blank">Kesehatan</a></li>
<li><a href="http://www.ziddu.com/download/4699405/RPPKLS1_LINGKUNGANSMT2.doc.html" target="_blank">Lingkungan </a></li>
<li><a href="http://www.ziddu.com/download/4699406/RPPKLS_PERMAINANSMT2.doc.html">Permainan</a></li>
</ul>
tematik kelas 2 sem 1<br />
Tema :<br />
<ul>
<li><a href="http://www.ziddu.com/download/4699498/RRPKLS2SMT1_1.doc.html" target="_blank">Diri Sendiri</a></li>
<li><a href="http://www.ziddu.com/download/4699494/RPPKLS2SMT1_2.doc.html" target="_blank">Peristiwa</a></li>
<li><a href="http://www.ziddu.com/download/4699495/RPPKLS2SMT1_3.doc.html" target="_blank">Hiburan</a></li>
<li><a href="http://www.ziddu.com/download/4699496/RPPKLS2SMT1_4.doc.html" target="_blank">Lingkungan</a></li>
<li><a href="http://www.ziddu.com/download/4699499/RPPKLS2SMT1_5.doc.html" target="_blank">Kesehatan</a></li>
<li><a href="http://www.ziddu.com/download/4699497/RPPKLS2SMT1_6.doc.html" target="_blank">Tempat Umum</a></li>
</ul>
kelas 2 sem 2<br />
Tema :<br />
<ul>
<li><a href="http://www.ziddu.com/download/4699560/RPP1smt2kls2.doc.html" target="_blank">Peristiwa</a></li>
<li><a href="http://www.ziddu.com/download/4699563/Rpp2smt2kls2.doc.html">Kegemaran</a></li>
<li><a href="http://www.ziddu.com/download/4699562/RPP3smt2kls2.doc.html">Budi Pekerti</a></li>
<li><a href="http://www.ziddu.com/download/4699565/Rpp4kls2smt2.doc.html" target="_blank">Lingkungan </a></li>
<li><a href="http://www.ziddu.com/download/4699564/RPP5smt2kls2.doc.html" target="_blank">Kehidupan Sehari-hari</a></li>
<li><a href="http://www.ziddu.com/download/4699559/RPP6smt2kls2.doc.html">Peristiwa</a></li>
<li><a href="http://www.ziddu.com/download/4699561/RPP7kls2smt2.doc.html">Kesehatan </a></li>
</ul>
kelas 3 sem 1 dan 2 :<br />
Tema (lengkap) :<br />
<ul>
<li><a href="http://www.ziddu.com/download/4699629/RPPTEMMATIKKELAS3SMT1.doc.html" target="_blank">Semester 1</a></li>
<li><a href="http://www.ziddu.com/download/4699630/RPPkelas3SMT2.doc.html" target="_blank">Semester 2 a</a></li>
<li><a href="http://www.ziddu.com/download/4699631/RPPKLS3Sem2.doc.html" target="_blank">Semester 2 b </a></li>
</ul>
<br />
<br />
Selanjutnya _______________________ <a href="http://gugus17slb.blogspot.com/2011/02/download-gratis-semua-rpp-bagi-yang.html">Download RPP SD</a> <br />
<ul></ul>
</div>
GUGUS 17 SLB Kab. Bekasihttp://www.blogger.com/profile/11825247209034689641noreply@blogger.com0tag:blogger.com,1999:blog-388750848148307268.post-62167277314258821312013-05-02T08:39:00.000-07:002013-05-02T08:39:43.249-07:00DOWNLOAD SILABUS, KTSP. RPP SD / MI<div dir="ltr" style="text-align: left;" trbidi="on">
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<br />
<div style="text-align: center;">
<b>DOWNLOAD SILABUS, KTSP. RPP SD / MI</b></div>
<div style="text-align: center;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkhQ3VCQ2mDttSXkF5wWU2wgo2hSsQA3WOUYI3vYSjFfu0kpXKy5vSgnz1_pgMWu1hyphenhypheniro01Qrag1nVPf3YteUQJzzLccB_uYn0chKjjlnni7xZ0Yxays-628cOrTjkbyFAU3HDelM-nk/s1600/silabus.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="169" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkhQ3VCQ2mDttSXkF5wWU2wgo2hSsQA3WOUYI3vYSjFfu0kpXKy5vSgnz1_pgMWu1hyphenhypheniro01Qrag1nVPf3YteUQJzzLccB_uYn0chKjjlnni7xZ0Yxays-628cOrTjkbyFAU3HDelM-nk/s200/silabus.jpg" width="200" /></a></div>
<br /></div>
<b>Silabus Pembelajaran Tematik</b><b><br />
</b><a href="http://www.ziddu.com/download.php?uid=a7CdmpWtbrKamJentayZlJyiZ6%2BWlJen7" target="_blank" title="Kelas 1">Kelas 1</a> , <a href="http://www.ziddu.com/download.php?uid=b7Gim5eubKycnZWttKyZlJyiZq%2BWlJep6" target="_blank" title="Kelas 2">Kelas 2</a> , <a href="http://www.ziddu.com/download.php?uid=bbGem5aoarKelp2ttqyZlJyiaK%2BWlJer8" target="_blank" title="Kelas 3">Kelas 3</a><br />
<br />
<br />
<br />
<b></b><br />
<b>PKn ( Pendidikan Kewarganegraan )</b><br />
<a href="http://www.ziddu.com/download.php?uid=aa2cmZirZqygluKnZKqhkZSpYaydmZqu4" target="_blank" title="Kelas 1">Kelas 1</a> , <a href="http://www.ziddu.com/download.php?uid=Z6uilpWqZaygluKnY6qhkZSpYKydmJio3" target="_blank" title="Kelas 2">Kelas 2</a> , <a href="http://www.ziddu.com/download.php?uid=ba2dlJ2rcbKZlp2tt6yZlJyiaa6Wlpir9" target="_blank" title="Kelas 3">Kelas 3</a> , <a href="http://www.ziddu.com/download.php?uid=cLOhmJuubqqfmZintqyZlJyiaK6Wlpit8" target="_blank" title="Kelas 4">Kelas 4</a> , <a href="http://www.ziddu.com/download.php?uid=arKalpqsa6ydnOKnY6qhkZSpYKydnJao3" target="_blank" title="Kelas 5">Kelas 5</a> , <a href="http://www.ziddu.com/download.php?uid=aK%2BamJauaK%2BfnZmltayZlJyiZ66Wlpip7" target="_blank" title="Kelas 6">Kelas 6</a><br />
<b> </b><br />
<b>PAI ( Pendidikan Agama Islam)</b><br />
<a href="http://www.ziddu.com/download.php?uid=arKglpquZ7Kgl5qtsayZlJyiY66WlpWn3" target="_blank" title="Kelas 1">Kelas 1</a>, <a href="http://www.ziddu.com/download.php?uid=b62enJumbqucmJett6yZlJyiaa6WlpWr9" target="_blank" title="Kelas 2">Kelas 2</a> , <a href="http://www.ziddu.com/download.php?uid=ZKybnZynZK%2Bglpitr6yZlJyiYa6WlpWt1" target="_blank" title="Kelas 3">Kelas 3 </a>, <a href="http://www.ziddu.com/download.php?uid=bLOdm5SuZ7CcluKnZKqhkZSpYayanZqu4" target="_blank" title="Kelas 4">Kelas 4</a>, <a href="http://www.ziddu.com/download.php?uid=aqubnJyuaLCdm5antayZlJyiZ66WlpWt7" target="_blank" title="Kelas 5">Kelas 5</a> , <a href="http://www.ziddu.com/download.php?uid=bbChlJWqaLGhlZ2ns6yZlJyiZa6WlpWt5" target="_blank" title="Kelas 6">Kelas 6</a><br />
<br />
<br />
<b></b><br />
<b>KTSP RPP SD IPS</b><br />
<a href="http://www.ziddu.com/download.php?uid=Z6qelJWsZbGelJSlsKyZlJyiYq%2BWlJet2" target="_blank" title="Kelas 1">Kelas 1</a> , <a href="http://www.ziddu.com/download.php?uid=ZLCalpmmY6%2BiluKnYaqhkZSqXqqcl5qu1" target="_blank" title="Kelas 2">Kelas 2</a> , <a href="http://www.ziddu.com/download.php?uid=bKqclJWlbayinJSlt6yZlJyiaa%2BWlJep9" target="_blank" title="Kelas 3">Kelas 3</a> , <a href="http://www.ziddu.com/download.php?uid=Z66ZmJyrbquiluKnZqqhkZSqY6qclZio6" target="_blank" title="Kelas 4">Kelas 4</a> , <a href="http://www.ziddu.com/download.php?uid=bKqbm5yoarKZlOKnZKqhkZSqYaqcnJSs4" target="_blank" title="Kelas 5">Kelas 5</a> , <a href="http://www.ziddu.com/download.php?uid=cK%2BimZeoZ7OglJmltayZlJyiZ6%2BWlJer7" target="_blank" title="Kelas 6">Kelas 6</a> , <a href="http://www.ziddu.com/download.php?uid=caqbm5ysb7KZlOKnaaqhkZSqZqqcnJSq9" target="_blank" title="Silabus Kelas 1,2,3">Silabus Kelas 1,2,3</a> <b> </b><br />
<br />
<b>Bahasa Inggris</b><b><br />
</b><a href="http://www.ziddu.com/download.php?uid=ZbOhmpSuaaygnOKnY6qhkZSpYKufl5em3" target="_blank" title="Kelas 1">Kelas 1</a> , <a href="http://www.ziddu.com/download.php?uid=a66hmZSqarGZnJunsKyZlJyiYq6WlZqp2" target="_blank" title="Kelas 2">Kelas 2</a> , <a href="http://www.ziddu.com/download.php?uid=cq%2BhmZ2rbLChmZmlt6yZlJyiaa6WlZqp9" target="_blank" title="Kelas 3">Kelas 3</a> , <a href="http://www.ziddu.com/download.php?uid=b66gmpSmaK%2Bgl5WntayZlJyiZ66WlZqt7" target="_blank" title="Kelas 4">Kelas 4</a> ,<a href="http://www.ziddu.com/download.php?uid=ZauflpmoarCcluKnYaqhkZSpXqufmJqo1" target="_blank" title="Kelas 5"> Kelas 5</a> , <a href="http://www.ziddu.com/download.php?uid=aa6bmJylY6qhluKnY6qhkZSpYKufm5Wq3" target="_blank" title="Kelas 6">Kelas 6</a> <b> </b><br />
<br />
<b>Pendidikan Jasmani Olah Raga dan Kesehatan</b><b><br />
</b><a href="http://www.ziddu.com/download.php?uid=a7Gcl5isa6qcnZettqyZlJyiaK6WlZqt8" target="_blank" title="Kelas 1">Kelas 1</a> , <a href="http://www.ziddu.com/download.php?uid=ZKqanJSuZa%2BdnJSlsKyZlJyiYq6WlZqr2" target="_blank" title="Kelas 2">Kelas 2</a> , <a href="http://www.ziddu.com/download.php?uid=aLCfnJuqZrCdl5mnr6yZlJyiYa6WlZqn1" target="_blank" title="Buku PenJas Kelas 3">Kelas 3</a> , <a href="http://www.ziddu.com/download.php?uid=abCbnJinarKdnOKnaKqhkZSpZauflZyq8" target="_blank" title="Kelas 4">Kelas 4</a> , <a href="http://www.ziddu.com/download.php?uid=arKinZyncbKhluKnaaqhkZSpZquflpWq9" target="_blank" title="Penjas Kelas 5">Kelas 5</a> , <a href="http://www.ziddu.com/download.php?uid=aqugmpWmarCcnOKnaaqhkZSpZquflZeo9" target="_blank" title="Penjas Kelas 6">Kelas 6</a> <b> </b><br />
<br />
<b>Bina Bahasa Indonesia Kelas 1 s/d 6 <a href="http://www.ziddu.com/download.php?uid=bbCem5iucayfluKnaKqhkZSpZayemZ2s8" target="_blank" title="Silabus">Silabus</a> , <a href="http://www.ziddu.com/download.php?uid=bLKblZ2sZK%2BbnOKnZKqhkZSpYayenZau4" target="_blank" title="RPP">RPP</a> </b><br />
<br />
<b>SAINS </b><a href="http://www.ziddu.com/download.php?uid=baqZlJ2ua7GfnOKnZqqhkZSpY6udm5yo6" target="_blank" title="Kelas 1">Kelas 1</a> ,<a href="http://www.ziddu.com/download.php?uid=aquemJuqZa%2BcnZinsqyZlJyiZK6WlZip4" target="_blank" title="Kelas 2"> Kelas 2</a> , <a href="http://www.ziddu.com/download.php?uid=ZqqfmJeuabOenOKnZKqhkZSpYaudlpes4" target="_blank" title="Kelas 3">Kelas 3</a> , <a href="http://www.ziddu.com/download.php?uid=aquglpulZLOgm5ansKyZlJyiYq6WlZir2" target="_blank" title="Kelas 4">Kelas 4</a> , <a href="http://www.ziddu.com/download.php?uid=b7CenZaocq2alZWnt6yZlJyiaa6WlZin9" target="_blank" title="Kelas 5">Kelas 5</a> , <a href="http://www.ziddu.com/download.php?uid=aK%2BclZmmabCanZmls6yZlJyiZa6WlZmt5" target="_blank" title="Kelas 6">Kelas 6</a> <b> </b><br />
<br />
<b>MANDARIN</b> <a href="http://www.ziddu.com/download.php?uid=cbOhlJWrcq6ZlJint6yZlJyiaa6WlZmn9" target="_blank" title="Kelas 1">Kelas 1</a> , <a href="http://www.ziddu.com/download.php?uid=cbOhlJWrcq6ZlJint6yZlJyiaa6WlZmn9" target="_blank" title="Kelas 2">Kelas 2</a> , <a href="http://www.ziddu.com/download.php?uid=Z7Kdl5aoaq6cnJStsayZlJyiY66WlZmp3" target="_blank" title="Kelas 3">Kelas 3</a> , <a href="http://www.ziddu.com/download.php?uid=ZrCil5alZK2fluKnY6qhkZSpYKuemJWs3" target="_blank" title="Kelas 4">Kelas 4</a> , <a href="http://www.ziddu.com/download.php?uid=bK6hmZqoaa%2BfnOKnZqqhkZSpY6uem5as6" target="_blank" title="Kelas 5">Kelas 5</a> , <a href="http://www.ziddu.com/download.php?uid=aqqglpSrZ7OfnJSlsKyZlJyiYq6WlZmt2" target="_blank" title="Kelas 6">Kelas 6</a><b> </b><br />
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GUGUS 17 SLB Kab. Bekasihttp://www.blogger.com/profile/11825247209034689641noreply@blogger.com1tag:blogger.com,1999:blog-388750848148307268.post-31963024407714677912013-05-02T08:35:00.000-07:002013-05-02T08:35:08.135-07:00Penilaian Ranah Afektif<div dir="ltr" style="text-align: left;" trbidi="on">
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" 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nQBCwAwqLhTcCX72JWsI3tX/5a5csGlY5kFl45dzzlUcfvy6vnTjx/Y/f3Th5tXr928ebuuvglYAbCC9tZOYLYYlH3AbAJmE9CqoC5g/qzrIs6Id42JdBYT0QoyxItEx9ORMsogTpQdB2/PJdgwo9AiqkeiwEnOHDVVDJEDIVLAmDSxq5gyhBqC4RMcuFgnEclFSnVLYLkmse2kRIgbDklw6GSWg5zinMCEyJOH8KPtxQTnBOYQfrRzAhMhISKlJAcZGSklISREezFhoMY5kYWQkoZwIoewI1B8vJOM6qSgOcgp9jISIo46WIhFySnOQpI7jziKR0WO9kyScqZLWGvmTFP9/GHo7wJWEzDD+zZtGo3GzBHLbu4/8OnOrabywprC629un/1w/1JhzpGS06cOLFu6PG3qqhmz8k+eflP5avf2PdOnzT575qJGbQBWAIBF09cDrCaTVgn1AGutsZ8yK8WVFeUsJDjHUiF+lEMs1TWZg4lluMQxXeNZaBEVKSQjZTQHEcWZRxRtXRG/d+MQnL9fksBLSh8ey/aJZbvL6RgRCSHEI6QkZDwNEU+ziaMMkRGdE5h+s2Ld41m2nCgHIcFJRh3CjvBIYDtKyGgxCSUiosW/ImWgxiWO4RxLd5JRncRktICA4uMHupiNjIiMp0HCaAc5xUVCceERRvCpLv6+C2dNXZaWuDQ9CRj7gdnw4dkTX1fX4GHezVXP9O/ed5aWvDt78u2Z7M+Xjn/Iz35/MfvV6RPfrt38eO1mxekL+5etlZNZaZKk3COnCu+Vrl+3JTIK/7L6tQVY9UaNwag2W7RQD7C+727FpspdWVEYPs4ljjYQ6hAnEiEmOcqoLnFM9wSunZAEsSIQQsLC/GPzTh2Egsc6M6NHSJlVcA9z/UI7aqhDTLQDFzuEHQGxw2xFeEwKG5lAh3iRPqmC0MVTxfvWj02XukgoGCHRQ8Fw4GJdpVRnMRkjJDqJSG4ymruc7iqlOonJECUQwccNjWf7JHE9FAyMiOQoo2DiGTYyIjKBDgmiHOQUVxnNmYsfLqB6hU+enTFlqoC9dv6Mtm8fa14/cx4EMUICqm9e+3Dt6s0tG8v37Gy5eq7pUk7L1RNtN0+8OZ7ZdvfWmzN5r/PyX164di/r1O5lG0RkzmjPUTPS533+o3bfwexJwcHvPn00A9gEDDqzClICUPrtk7+E48HCYTg4lzgGOpZmJyVCnAjnBKYdH2fLifZM5iLEJIgT6Tsr9kFfowsLO1zCCJ4RT1o6I27PBtGOVdNP7ZuUoYg9tGV63qGoFTMGMcMg/IQh/GiXOMawRI53HDvt1N7fbp5GcbAuIvKw+BhHHt5TznAVU5wERBcR2VPO8IplecjormKKu4LhJCaj+XgMn+AupQ2NY7nHs5ziGUOkBIdEBsSPRCoorrEMDAfnzaeMIITOzEhZmJKQe3A3MOs4hMjoiWNqK0svZW7dIBfunxL3cv+Orqunv2Zv/35yR8/N7PoLh8oO7Pp+r6DuUdHHe4+e3yy4nnN+49L1FBxj9KgJLI6wsOxJUka6h493j6ZHa9bAwAT1AnCr+ukYNtmDhXOIiXaLYzonsmxF+MlLp2LXz/VIiLFlRfok851kNIycRt+2rAr0eYqpE9KkIXOSvKT0kfGcsSnCLUXXthRdO/bhyYEXhanHMkkrZ+NWzAxZMMU7ju3CJ0LBo3lbl1eYeyC8v7ec6SogjUrkecuZ7iKKC5/oLqIMU7CGx8V4y5muYor80OZJcxIGkYOgCD8kO8ozlokSESFqwF8FucUxMRycl4Aymho5Z+70eA4jc8MqYFbPTJRuXDhz97L5D4/u+5ifm79k1rEkcXXmas3t3OazmbUnN2lLL1fmZq1ISFggVzw4m3cj92x+bt7dGwUxMeIoHHXkOH+WUHLz4QP3EcP2Ht6vt+qNVj3UC8CVF5Wu+DCPGKKHjIEUER1kZEw8wyMpRp69dd/r4qs/vy69dcZFRPZOiLFlht9S1p+seTE2XeoZy3SX0sIXp8Vs/i18/hTi8pn0VXP9p8oysjLvtHzN+/gs59Xj859fnvpYNX6qZF3BxWJtmz01FLskfc3d85kVd9cVXFx/P3/e+SzZ7nW25OBRCdxTn58d+/BkTJoYIyJR1s2X7d8YtTRj9FSRg5BgLyYMCLKPow4WYjFSioeY6skjhUjZS5bNWzon7fOrJ8X3Lht6W85n75YRg8fbQUtjiOW7N7ZcPF5zfMenw+t7rh/qvH4gd1HsFEbU+aMHd21cm5YQt3jhoj17D544nXfu8k2PkePkqekYr2FHcnKxZHJ8SoIFmFQaJdQGwN7rlxyxwUP5FHcZw1FGtRPhHWTkQcywselSVz7RN4HnSIuAgn0npkqceQRXKVV6ZEvUihlILtaOFeEmo0EEf+aGRUGzEqBg3423L4zgU4cE+bkQQj0okcNjSBOSRYp9Gwt6f9DXLRhMCHDhE+fmHZl97vCGB5cWXzmp2LvBU0IbmyJMyd6x/n7+ze7vC6/nDEviTp6TMOPcoRnnDkWvmIEU4JFSEjqJaasgD5ER7WUkjwQ2hoPz5BDTt6z80fi57M5lMYtwJnvX6gVT5yTyLh/a6jcEur1t1dn5qZ+PZarunu25eaLtyoFPJzfU3T0xN4kfGjrht6UL7hcVbN27K5pGD8QSrz4qDibSRcnTwkg0tkgiUcSmpk01mQwmoxZqBNbpO7eisKHeIqazhOocy7DlYZECAnXjwmeg/17717nZmZFT5RNlbFdiiBcHPyw+ZjA9FKIG2XGjHYVEZzEZogRJ923YVnpzxbXcl+Y+6sKMybH8ETGkcTz6GD7NkREp3LVGvncDFObrIaaOTZNELJw6Nk0ydoooeH5KxMKpGD6BtHK2IHO1HTXUJ4nLzVxlz8NC2AkQORAiB9qxI+0FOJSCComwgyR4x2QWxAh2llA8xVRvLunAjXO7M9d7IaB0RUztm1Jf18GXs7dtnKEYDkFH5yQpC699OLrj/ZEtNWf2vDy0tvbS3mu7llzI3ReXKrV3QUyZm5F//+6hc2cl6dPtvUd4TQqZtnj5uJAIrlQxffa8HTt2AKvFpFNDTQAwF8xyomGHSlkoPsE1nmXDjUbxCT4KFn/9kjXnjz3vbopdNn/1sQOjyFGTxMxRcrYjD+8kIPokcd1ktBEp/JFTBCgOdnyaVLh95cRUiW20v5+C40aLciGEutOj3YVk32kSiBzoGcscmLwQMVED5UCNDSMMIyS6SChOIpIdOxKKGosQ4kelS9zkdAQnesQUgU+aEGKHQcJoWzkJokwaMVMGkQKgsLHSjcuGRUyi4YLK8k++uHuh8Hz2KAdo79J0WfgYxnDUClbU9eWzu26d0xVd/Xp6X8O1o9+uHsmcGzslPoYfy9txOPPwmeN7Th47e/t27q07CzdthRxcUuYt9hkfcOH6rdi4pKamJgCbLEYdVAtAyNRETz7NTcywYWOdFSx7Ad5ZRPER01mLZwaJ2RfLCytrP/JTE45dvRAh5gzyHzNMQJ2QLHLjEhwYERgOzkNGR7KjHLhYFA9nz4zwEFOR9PAx8VwPPmmYnInm450lFCQXO7DghqjBQ+PZCE40RA50VzAchcSRqUKMiGTLipg8N9FFQXdOYCJlZDs+1o4bbcuKQArwrvFMpIzsEEtFJzEHC7E2AuxQBdM3gedKCocQ0IMLJ/N/X/n49IGSU/twwxBBDpB4nMeNDYtfHc18sH7J1QXp99csendsd83lE89P7cnfuYJLCQ8L95cnSGfMm3X+xvVdWUe3HDicc/UWgSf1mRh0OPf8oROnFi1d0djYCIBFr9NAJd1tY2SCYQqOk5hmw8Gh5QwHIdFVTEWTw7xpWHysyC86fMayRYVV5cs2rm3T96/PyR7NobiTI6CgsUO5pMCMWJ9Y9mBaiJOYbBMT6Z3Cc4tjQuQAjIjkLKFA+EnOcpp7ItuWE4UQ4j0TY1zjmcOm8CFmqIuC7pnMcZSQB8dEDGKGQcxQm5hIBxl5aJrAJSXGToR3UtAwUoodNxoTR3eMo9tKCI4JDHsJ0UlB85QzRkiZxJkp8bNTlyeKcuannV81b0+67P6edRfWzH19an/LjXPvs3Z9yt79InPTw3W/raJjF1Mj8tcv2jxNkb1t/Za1y7esX3Ng/95zeRf2HzlWVFm9Oztnd1Zu3LRZ56/fu3z7XkhE9I/GhoGdAGhv6UMMg+Ady0cJaQgxBSWjo0QkZx5xfBxvspA9Fh+hyEhbtGp5xqyZirhYeUri2n17Zv++Ye+1i+k7Nk6Uc6HgsZgYrJuMNpgV7hTPGCLADhJEu6TEOCaz3KbxBwmibQRY9xSOvQDnkshyjqXbCLA23CjPVJ5bAgspJWHk1CH8aOdYunsKZ3BMBFJGhmgBjsksewnRhhsFscIGscOdE5h2YgLECrGTEoemCSBKoJeMMSFROFnGLah4xPXzaczPubt+CcNp0KuTe5RF19tunP2ac7DzytnGnCxQ8qD9Up6htLCr8O7mOPG2jKTivNMLkxLZUdGj3IZGBkXu2rHv8OFTB7POnL9acCLvytEz+Tnn80f4jvvw+Q8zACazEco4eQDCBnjExiCFZMc4FlJOR0rICA7WkRYxXsL2pWIJIs6cZYu3796RfSzr2Ims33f9Pn3hTCyDsOz3dYXvn1HSYt3oYa58vKucgpSS7CVElIJqI8Q5J7IgZohDLBWtoNryohFCvE1MpLOcZs/DOkrIKBFxVLrEjo+1F+AGHDnIyG7JMYN4UTZiPDqJCbHDkFKSSyILISGiY2kQL9IhljpYiIXYYa6xjKFSugMxZBiLQJWwV8YLwIvSzlvns1MkDReOtuYf+yN7R3te9rfDO3S3LjafyjqZLMtOjj01O/3ozKl/XDkfjBjym1h4bc/e64ezx2BcSSG4o/tP3L1dfPREXk7e1bxrt9du2zExLLxDpVSb9UZggeKzt6H4eJSMaishQiKcc7oA4kcNFuIcJWQHRthIHmFcDG5U5KT1uzYtWrFQJKLPSZd8fFpQeed87t7f2aSIwooCYjLfPsrXhh6IERPcZDR7WriHkOrGJ3vH8yBqCJIT7SajDaGHukmolHXzR6UInIUkxcHNvB0rMUIiRkRCi0mD2OFO8QzHWJqtCO+Ryhsiwg0otpcQIWoAxI1wS+UOEeGcEphOChqCE+0pZ7jyiVD4+J3nsye4252Ym/ro95Wm4puNufsaj+3oPLVbdeFg34UDDUe3tpze/zV7+xZm9AEF11B8bzufsSmGuIlHbr57+cG+nRNsbbLWbeTgqDlZp3JzL1698/DgidMob+/c61d+9HZogaUP6KCR6UKI6u8YR0clMgZLiXYJdIgfaSsjY+LozkIChhQ4jhX1uvGPPkNPd3dT4Y1z0/hRM9mhry5kf793KXfLyj1bVlwuvDKKHT4mgWHPCvGbIhohZ3vxaN4CBoQLjNm2Iu3UvrRTe5OObEvJ3jE374h019rAmfGHqounHN0Ztmgqdf2CiGUZjhIyRk5FySlQTPhgfrRzIgspIw/mRw9shgwWYh0TGEgZ2WFg8GZHuslobhKqt5x5/+vzsPHD8tYvXkqLurdqgfbWWWXe4c6cne3Zmztzd9Rlre+8dKj/Vo7+YX7dqYPfcw7XnjxY/vuygwkxy6hh0nHDctcub69+OQrtvHbxin27D6VMnU6P4e/Yf9AIgNKgNgJLp6YbGkQLgWjBaDkNk8iyk1MGS4mQEOcYx8AIiUN5ONJUabOms7KqhBjqH+rtcWPv9j0zFBvEhLsbFvcV3/7j+oV1s6c8qS6evu03R5o/ghHsJaU7c/FoeuS0k3uvdtWtLLwcvXLWuOlynwQOmotD0MNRrCh7amjul+dodrS7lDYqRRC4IEVxdJska4t7CgdihgwsUx1kZHsJ0UFOcUpgOiYw7GUkOzHBToRHCPEuUqq7nI5gRWI4uDOV94e5Iyovnqw6cfDJ/q3tl3NazxzsvXCkPSdTeelQ1+XDfxzdUn92X9f13JfaROsAACAASURBVK8n9nZePVewelHkYGi1APf09L6ah9dqyu4f3bopTSa7ef7K8UMnXlRWAxhYdJa+9m6gNwKTBWi1kLOI4iSmIEVEewnJVka2kZKQCqprPNNLxvCghT2p+7Br/84wvzGzeZxjCxeV79v9eOfqryczL89IajhztLPg+s2DO27dziv/Xo2IHBMwQ4amh3nLGPk/PuyoLBg5IxYiByAFBFtmuLOQhObiHGOwCHp4+Pwp5aYuDAfnGIN1EhBtmeE2zPDRGdKotbMj188ZNUsOMUPsxQTvaUI7Ed5WhHefwrWTEpEyMlpBdZRR3OKYLlLqEHoohJs0c/9mhAO0c9k85ftnbUV33pzY/yVnX0f+8Y6LWXW5e1ovZf24eLi34Hzz5ZO1Z7O6b12aFeA3HoJ2JvHq7uc/zj1UdeXs7Fjp4W3bBrYUu1u7gREAGIA+LTBarJ3doE8NjUoUuokZKD4JKaHaSSiDxSRUHN0tgWVDClqQvTP/4Q0bCJojFFxeu0H36HHjqdzOc9n9F7Lq92xuP3aw/9aVN3k5ecf3Nqmbg2Lpw4R4Nw720PPChRePQ2HjbIREdDzDlhONFhA8Y5luEuowBQvCTZ53PqtQ3QJFTQiZmzwiiTeEHuoZx3KUkIdwIsfOjp0wP9E9ke2koDnFM+zFhCECLFJGRimoLoks1yS2vQBnz8M68HBuMpojDy9YNWf2srljvFzwE0af2rSq8dHt5rv5dfkna84d/n7+8LNDm14e3V60Y/WLrJ1Xls1dGBnEd3ZI8nH9kXf8y5nj78/nVl84N3Iw9PjGDWC2KDt6gBUYdEZgssJavb6nF8Aw0GqhgKlxCGqkk5DqkcgbIiRCArytjOqSwEbQwxdk7xwR5OeGQby9ffvpkaMteZc7Tp9RXTyuzN1rOJPde/zQz9PH/8jL2bducWtfw/0vTxERY8crYrKeFWFo2BGJQhsObhAP5yyne8WzXaVUNBfnzCNAkeNPfqo6+akKQQsbCCJ3Kc1dTneV0TwS2EPYEW5xTNy6uaMzpBA92CWO4RhLg5ghjnF0GwEWJacM4UTa8bFIAX5oPNuBi/VTsD/+/NHS3jArLSlwuAc3YPyeWVN/3L3y/cbZgh2rLq1fsDddtlHOzl+18Njs1OxpyfdWL2/KPfkt61D7lfyO+3cvbVw/1nbI+5JiYIatJhgAYIRNBpMRAAtsMsB6DYAN0LR9mY5krCuf7pUkgji4QRLSIBkFGUe3Y0eOj2Mv378lLDKAETJ5IZtduWf/t6wj9Ud29J7e17JnS/uh3Y3HDrXeunJsy8pX7yo+9zfJVsweE0OUrfsNGuXlI2INixP4JAshUpAjD+8qpgyPi3EXUUbGc0rUrUvyj0MR471lDGcewU1CdZfTIaL/EEaYm5yO5ESH/zYteOEUNzndLY7pHEsfzItCSkmDuJH2YoINN8oljuEgJDgKiRA50JEWEcCjawEwA0tHY/22pYv8UHbBGHvexFH521aXnz5cfvrwy4snqvNOFh3IbC24/eHE8S+Hj/ReulKfe/rnnTtFhw5EDvUou3oFmE39fd3K/l4YWJq62jqUXTCwdCq7zMACna9+PprHdmGT3aRsiBGJSGQPiqNBCpJzIstdTBjJCs++dKKi9O4kV3RieEjr3Wsd1070XT7ak3uwO/dI29kTP65fvHpkz7wF6SoAf9P3rDp60BsX4RQW5K+Q+AjYjiyiu4jqIaY6c/FDJTQbfABhSUYNAMsunQydkTBUSIHC/Zy4eE85w0lE8knmofl4FxHZkYePWDKNtG6ek5hsz8N6JnMGcSM9U3lO8QxbXrRrPNMmJtKWE4URkYKmxzHnTPuhVXXqVFZgsWpU5s62wnO5W+fNnOhow5o86uLuTVWXcz/cvvLHrSvfbt9suX9fVVjUe7fgS96FF6dyah89yN22+VnBbWAxWExaAEx9WqUZwEaryWAxWoFFq9dAH1RK0rQp7gwCioVzT+Y7pQkhdgiUQLFJoKJiiW7CSFTYiCdfn+XlH0NA0I2jmZ+uHm24nNV9PbcxN6sp/2x59oH66qpDh3fvPH7wdVvDm5am2r7+HafPBnD4mLAwDwrBkRKBpIT6xnGRpBAUKXR5/skvwMJaOU+0aVn2y5Iph7fZU0OdhSRbZrizhOIZy0QyIobJmeOmSpbfOYfkRA9suaKlZKSU9CcDiUVoMclVQPJhEit/1KgA6DPqtBoVMJsGcmYb371whCBayMQnty4XnTv1KOfYqbVr1iTEp1KISxSSBVLh2umpu1Yu2bRk7u+rF+/avMas7QFWQ19Xu9WoBUa9WaMCOj0wW6BeAFZnH0JHBPjFi9zkLIgWjEyNsUtjQ1IsRBs/KMbfN4nmQRp38t7pkYHDggK9XxScqnt4ofbqqfc5R2quXKx9eG//5g2/rVxy/PLFypqvh85f3LD3UHH1hx4A9l68mrh2HX5GiheHaBcxaVK8wE8WM23/1nJliw+XTFsyw1fB+QCMrA2LfGLZKA52TJrYVUqdkCb1FtMc2dFnaqq949g+yTz3eJYNN+rfBA04chWQRnKpBZ/eKAHot8BWAIDZ3FLzDZhN1/POujnYejuj5k9LniEXr589Y2liUuaixffzTj+/f6f9j/e6loYn966/Ln3w7eWTBC59SXqyqvUH0PQCswHotQCG1R2dwGyBumDTx/bW6DiJBzV6qJjupKAPEuEh0jh0Otd1BheTQEJyg0cq8P7x5IP3clEjESNHIPaumfOt6Fb9o9uPso9MdnVds/y3118+f2hrfdvS/r6pI/9eSUL6wokR1Be1rbdfv1918uiqM0fJM6c4Y4MxUYHP+9o3Xz7jQYlcknPIPtp/2uEdc88cQrOikOwoKHQ0FDIaCvGFQsZ6i2n5De9HpQhQPBxEDXaOpf9V0J+anIWkUVxKVVNdPwAaYO3sVQIrABag7++fNiVlCAQtmjf74d1bH18813d0gH719xfVV0/mLJ8xgxkSGjrchzB2TKiXO2PC2OPrVw+FIKD8CTQ9QN8PzCZghbs6fwIAoC5Nvx6Ah6+fu4UFBCWKvSSMYUk850TWYCHWMYGGluFR/HAXfthoGQ4VPfqDqm7l74scHaBIX5+lSXEjbRFHtu5Qa3Qvvn17Wt/wuq2rplvXoQc5F+6lzl21aMuBc0UV286dydiybvuF00fuXg+V8PbfuhydJA+S86WrF/OWz6Munh6zdqEkcw1vx8rVD/OPvC9ffP7o2utnsfOnPlI2+sSyfaeKo1fOdJbTUJL/XVBgLK8HgAa1UmWGzQD09fZbzaCvVxkYGDxuwngLsNbWfd+4fkN6SmrAmHFuNkgfBCZixNhA16FxUYTpVLrAz29qVMSUiJCp0ZFLZUKg7LQqO4FZZzBpjcDSbdBAVmAxA0u3QVPyoTpExJ4k5UATfHykDE8JzUtO8xCRRsbSh/GxYyVEZ9yESTxcu7FLC/fPT09DQRAfT+9u6vr8o+1Vy88XP3uetvcevvqAETf93L2Kxx8b3/zUvu9Wf1EqO4Elaemi5ft29QKw68KZAC7TJczfIXjCMCY+IEkMBfv6JguGUEOcRKQxqaLAaQrq4ukXv7661vAx6fDWGacPzLxwxCuZO9Ct/s2Rq5BAyYjvB0ALQJemv7u3x2yytLW0x8cnjho7vrGtI3Fahu/kgLikZCwW72CLZOOoMiwjDDNcPimS4z2WifZYjqUsi8LNnDhpOYnMdHedxWIYWn/097brgKEHGBphFQSscFdnmxnAemCu+vxu5sbVjPSUSSK2GynclRQOjfX2pEagIsYPJQTKls3cd+1MNzBogbn+W116/NSPzz4e2pfzqanreXP3GzWctCnTbmzoxuOXWmDwtkt/5dXnytbux398/tjcpAFg0ZZN05YvbdRr2oF5dfZBSloiOsIfCvQdJqAOJgT4ThV7xbOdBETbaH/i3Km5byo8eSSXGByE94eixw+ihaDF/7ugJQe39lg1aqvhZ28nAKCro1MokEKQzZ6DRwismBETJ8umTB0bGOzs4eWIcUMNQo5BDo0NZ4h8Q8XeE+YHYueNDVrkO3l9UMSCcZNW4vBMd3dFVERXXU1Xz0+lVd9u1kLApAdWk7K3o1/dCwPQZzZ97+4q+fjuWlXFnvxz28/m7Mk/syvv1O3qik5g7ACGfgBq29u1KuOFE5ceF1RNS1ssSJ1b1dy7+24JNGbylksFZyve33hTV9LYU60HZW1d1T8a3tbWfmtt1QKQc+3qb9t+P3Axr/CPdxWNtWeqSuYc2UVcmA5hJ0H4yd4JMYMpwXNzDtz+8WlSonC0jO0tpg2V0r3j2GMzZH8K+muekauQcOVFYUt/OwxgrV6j1+q+fv6CjSZCkE0UmeYx2s/Nd1wAgbxp38FLd+5dvXV/6W+rwieEYyDbCfbuwlGTU0f7iwZjmBCUhWfsDSeuHB+wjRETAg1KJVCAwWTQqPVGA2TW9Jv1amA1WsyGtrYWgxmGATAAoAdAC0CLuk8LQI/ZqAVAD4AKmLUAGAEw6a19P9Xzpy+5fLngVU3rFxUMuQ2fLEnMq3q/9cK9qjZtZaf+flPPsx7d8x+tT/+o+dLW9dNkbTWY37d1bMg+lrZufdyyZbN2bZ+ftX/zjfzMhzeEm5dj6FHsNQs2XDsbmCAazqN4svFocphLDM5dSHaMwToLf2VV/RVPPqHB0KUHRo1JZwYWKwB3791nsPnJ6bPvP3lR9aW2+O0fN8qf7T93acP+ozeLq763KL98a7t/5/H0uBkukO0YyG5uGGW+X4hiCHqR15jMCMKc4b6LQqOwKOcnl68B2GLQqCGrSW816c2wfiChCoaNf+ZmGf6KZSBPy9inUur12oFcCGABCfEpN+89vF38GHJwkc9aePvFx73594q+tL7rAzfet1R1GKsalU8bep429Dxt6q1q7n3aoqxsUVa19r3q0ZU3deRVvth9/eb83XsP3bl9vrI8QMx1xgajoyYPY2J9BVTm4oyQFLEbLWKcnD2cR/LmEibEcz3ZWF8Z05tLcKaGbbp4sg/AP3u7jQAYAZAkpbgMH1lc/a5FbzlfVJ60dM3yA8eLvzQVfmos+dL2qQuuqul5+qXrY5O+sRc8fl4rEU9zHeSC9xov8PJjDkLMHeW3CUtYSyKH2tpMF/AAMPUb+qG/m5I2cM7LpFO3NtYDYGltbTYYDLcLHi5es44XP+VQ3vW8R08L3tafKnx56HbV1Vc/Khq15U3q8ib14xbN42Zdeat2gKLvXY8bugq/NnUB8KyhlZOWfuz6rc99PRlb12fs3DRn3/ZFR/acKHuQeeNi/qvK3CdF3IUzJ4tjRjIIAVKubwwFHTopft2yNmBVWixGAD43NIWQKc6jfO89q/6hh7eeOjccR7v87H2tARTVdj5rM1R3Wotqel/9tH5RgqKPPZUNulft5spv3dSYRDSEiY+iiYaOEKKcNuII84IChWNGksaNUfZ29MPqvy1I2fVzwJHZoNVqVABYAABqvaGg5DGJJ1m969CFR5WHLj/IffRyw8nrBZ9+ljdpByhr0j5u1pe16MpadI9bNE/bdSV1ne96jTdffqxu6ahVa2eu3dAMw3Vm/f6bV347tDer4NbV6qepG1YHibjjWFTkJD/3iGDI0wXlP56ePmXv9UvNwNoJQLten3v5KuTgGMHgFFZ/eNfS9a6j7/j90msv/3jZqS+t77nxtqGsQX3/c9etd62fVeDB2473HeBpk6nkm/J9l7n8TX2of7QvwiVunD9tCGLG2HFzAgPToyJH2EBPy0tgYP77EQQb9Oo+WK8BVliv05hhY39/vxmAIzmnsYyYZVt2H7tWcODi3ZMFlfuvFd9801DepC1r0pU16Uqb/4r21qeWJ639pd/bq5o6X3f07LlwOVogrvz+vQ2AHXnnxfPmv+nsKnj/wWH8BMjNff7OzCO3bhd+/nLk1u0pq9cMDY+A3D0mMlnRYmkwjQU5eW7Nyvmu1NX1mz52aa8++1DdpfugArfeN5Q09n/UgfIWQ2mj/mkHePBHT/k3dUWNpqRWXVTbd/ddU5cVrNuwCwUNjhnpJ/T0xkHQKjIpPSp6GASdzjoCgOU/6GKWgQOoerUKNhkGIqhfpXlQXBZFpXuPD9pz+uK6Ayc5afPzn7x/1qIpb9SVNRnKmgylTYbSJkPJPwS914Ki711PGnrLatsuPXkJuXoeyr/ytqW96MNXCOlyvfLVx07VyEjSvC27Gg3gSU1TTb/xh876rc/QAoPvavhCceX2UxeyLt+prmtv1oJWI3j0vvbGi09vewyfNOBxi6q8VVvarC1vMxY36O7X9FW0WV/3g5edoFYLCt62Pf8JCn+oin4oX7T2v/xUP85nrD/KeUpw6AQIWk6hzMQRfW3sdq5ZAyzgbwtS9fYMOLIYDXqdprenayCltEOpHDFhEk0gGR0cpZi5WDZ7aVVdR3ldV3mT9k9BJY364iZ9SZO2pEn7tMNcXNdd3tj7plvnFhSZtnrD69aObgCGhxBSl23uBiCSn5C2dHO9Bjyv7Xj6vaP4bd3T7x3Pan7effH51Y+e7yrwuqG3ps/yrK7r0bv6N63qT33Wp83qx419D2q7bv3R+lwJiho1D+pUT7vBazUoboRvfeotrFE/rlF/6gVlTYYbXzru1fdWtPQ1qMwiodwdgpLDI8KgwQl+4xcz2JOQ6CUp06wq3d8WBJsMBr1W2dsNmwwAwFpNHwwbtXqdUq05fPIU5IBesHbD3LVbNh0+UfT269OGnopGdVmTrqzJUNKoL2nUFzfoiht0xY2avKffqtr07/oAIXF6EFf2E4B6LRzKkYyOYlY3qT60G47eKG0xgkfvGh7/0fatD3zuMr9u0bxv01d97372ved1i6biy8+Kbx0P3jdV1PU9b9bdfNNQ0ax70Q2uvmt+qgS3a3oLm43P+sDjn+D25777tbonP8GTVvDw3c8vKnDg7rO79cqCZtWjxq6qhvY9h4+jIEgwcTJnqA8Z7TSfwsS5+7ADwzWN7X9bkF6nAcAygF6nAgCGTQaDQWcFwAxA5sHDEMLht43bXtW1vG/petvaV9XQX9GoLW/UPW7QljZqSxo0JQ26kgZNRauhuK73ZafRPZRCTMjIvl04NCTaj8h+81P/6GNLeU1vvQFU1auqW3WFH9sr65Uvm/WlXzuefO97XNN1p/pHxfeeD12grKbnRYvxWbPhxU/Liw7rg5rewnrNCyV40KB51Gws/WktqNPdqVFXtIPKDlDUAJf9MJR/63/XAXbfKD/76ntxt+F+U9fHPsOtonIHCKKN8ZOOHR9tg5wSEikcFzhiMLLn64+/H0EDOdew0Qwb/7GA0sOwUaXqswKgM5t3HclyGzl6XHjU0YtXa3v0Lxr6qhrUxd+6yuv7imp6y5u07/tBWYO6sLa39Effy05j2ffObWevJ6/Y/Htu/uuf6mctmvIGVXmDprJZ+7TVWN6gKqrpffilo7Su//GP/idNuqet+qoWQ0WjurSuv6im92mrqarFWNFk/EdHNpW2wCVt5uJWuKTNXNigf1CnKWmEn3aC8lZQ+FX1vE517lH1wTtPjlW8u/S1Ze+jipKapidvPiEgiDTCNykgeCwEpQSGJ0fgPCEo/0D2fyro10m+PxeZep2232o1/+zu6tVoGjq7MhYuHuzs5huOv/Xk/fMfPd/6QNm3n49ru191wEU13ZXN+ict+ucdpqet+scNyuqfum9a8KkPrmjoetMDylv0Rd+VhXV9Fc26J23GqjZjeYv+4bfuh7W9JfX9pY2aimZdeYv+SYv+SYu+pFZdUqsu/q4uqtcU1+uLGwwlzabSFmNhg/72l+5HddrX/eBtPyj5YSisUb9oNp2+XXW5uHpD7vWlJ/MzH1YcL6++8eJda692ss9oX8g2PTQSb+eQHBiyRhrvDQ1amZr+XxBkhXVmWKfVKA1GjRVYzAB09SvVZvjFx09TFyyGhqCp0uSy93WtBvC2TfOyRV3yteP+x9bi2p7SOmXJ997i712l9T2Vjcqqpr7yxt4bbxtKm7UvusGTn6bKdlN1H3jeZX1U31f1E37y01TRaihr0ZU1aUubtY+bdeUt+soWuKoZrmo1P2kzP2kzl7fC5a1weZvxUZ36aZf1WScoqu0r/NZbVq++967tdMHL3SevnLj28NrzT1mPqnbcfHTu2buX9e3vPtb42DlSho5KHh8QCkHpoZEJweHpLG6Ap9d/IMgCw5a/ngUdOMkHgEmv69fq+i3ArIP1aqN+YPn/ral92vzfIBv0ul2HW/Wg/FPTu3bt6w79ux5LWX3fwy8dpXXKsvq+R99+FtZ0PGlWvVGB8lbto+/K4oa+kgb1o7qewrq+xy2aynZTRZuupEFdWN9bWNdX3NBX1qStaDVUNOoqGgwVDYbHDfrSeu2j7333v/Xc+9JZ2Wp48LWr4NPPygbtq3ZT2dfuS6UfT94ou1H87HJhxbzt+6HRkxLXbnv8vb3LCLZv2uUKQbJxAanjAoIgKMbDaxaFulARO8HN9T8RZIItA8PQX04Ta4yaXgBMBr1K2ddlBbDGqP3R0qA1GtQanRmAC1euQzbI+OlzfxrBw1dfCt//ePCx8Wmz+nW39cVP0/MO09s+8K4fPO8wVbXpyxqUj2q6HtV0lDX0VzSriut67/3Rcrbi45nyd2fKP+RVfrz0oubW+4aH3zpL65QV9ZrKBt3zFtPLNnN1u+VZm6myWV/epK5q0b3qgN91mZ81qq5Xfjp6reTkjZLrJS+PnL08MZpoO9yXO33eg0/fP7aran90zkqaPn4wWjFmosJjBAEakhYQNJ/N2r5wvrf9kL8nCIbhPwXBA4Jg3YAgYDWoetrNRg0AJq2u32w1WoHFCmAA4NaWBgAsHz5/GRcYMm3hMhUAz+o6y779fFKvfN6qr2zWFtb23v3U/uBrV1mD+nFdz6PPLU+b1X+oQElN56GbJXuvFOZXfth96eHuS/f3Xincf63w8K3Hxwqe5Dx6cabo1a3qhntvWos/91T+0LxoMb5sN75oMzxv1T782HLnzfcLxa9y71VcLX19uejF6sxjdFESNNje22/879k5N6qqY1Jn3ih+9vlToxvkEI5wnR0QRYYGS53d50ZHZS2av3PpQgcI+q8JMhuUA3+godP1Kvs6tYZ+k1lvMKrN+n5Y09veVA+A5XNNnX8ELpjMqlWaWs3gRYu26GtnZbO+ugs8btYXfO0u+NxR/r2nXgtKPrUs3HY4dfm2g5fun3nwbENW3tEbpUdvFB+7WXb0RnHWteLDVx4eyH+w70LBvvOPDl55fPzO87OFby6UfsgrfXu2+HVu4fMLZa8ulr68Vvb6zJ3SeWt3ToqmIz3GYLzGzF+28tn7D3Gz53tOCl6zJ1sPQEbybC/Ige89btbEcIWjx7xJ/ouIuLbyovGuqFQF7292MRM8MAb9daYfGINgXZ9e02PU9QNgAsBksRr1BrXFrAdWA4C1Zr1aq+mzAqA3gz1ZJ4IIjKyLt9429/YCUK8FL1vUn3ottXrwqcv4uVO7cGOmbxiFIknaeuTsxQfl14pf3Kp4deHBk4uFT64UP79a8uxq0fMrD59cuv0472ZJzrWi0zdLz997kv+g8tL98vO3is9cupuTd337rqyUtDljxgUNssV4jBwnm5Kx+9iZiwWF+0+fdvXzGx0WkXen4KdSX3q/fKSdG8lt1NJoxpyxQavD8Ol+E3pKSvK2bkRBUEfr9789Bg2cOvvXSr0Z/ud8/w9+vfRrpjPpzX9uNsEWg9ly/fa9Db9vn7to6Zwly+b+tnz9tp2/7943a9FvNK7g9517qt99bmnvLq+s3rHnQHL6bK4iLgBPwnG5qfMXJaRPF4jjpiRN27Npz65Nmbsy9+/adzA9fbpEIOSQKbhJkyOHjxoGQZ4QhPXyWTttevmNWw0136tevNy4dy8tKd5fxNt4LrfFZGjp7n1T8RQ3bDTL1WdRCE6B8swWxmWMnvA4c9+PohIMBF3NP2+w6P++oP8SFrPJoNdazKbGhvqrVy5dvnTxw/u37e2tRthkgi0AgIE9ObVa++7TH3eLi07mX1izfWvS9AwKg8ln8+alZESOnDjZzWess/swBCLAa2iwhztxmBfTx5uIRCSOGLEah1+BJWRMDiG7uPvZIaInTFyyeOHZ61cbjNpeAJ69e3s7/6IoKFQx2k/m6DpvuO+OKNJU12EbSIwvFy97QNCSmdMNJr3xP3ia/28BgEWnVVvMpoGLgRq9XmuETSqNure3V6fRAisAAJitlj6dxgCAAQADsJrMMLAAfVt3HJGlCCdOCSfh0Z5pobjVbP6SKPyqKPyGcOw+In2x56h1vv4bJ0XMG+XPx3iSUO6s0RMk0QRaZCQuKIDo58ceNXoCBC0NCNkYGDrd0W1rYPi84WPOpWdsUSiYE8cpW+pNFp0BmP5/CjIadDqtWq/TaNT9AzUmk0GjUxt+/YuUBVisZthotlrMwKKxmAzAbAJWtbq/u7H1/MGsAJdh6XiW0Hu8xH003cZp2qhJS/zDF/lO3BwQvnbk+KPhhP0TwraO9N/sF7wpALdkUkSs5xicDVo6dnwwNGhOaFjGmLGLx/itGz9pd3BYhj1i04RJi319y7Zs5o306f74BpjUZqBr6/v7D6v/RUG/sJo16n61qs9o0BkMOjOwmAGs0aj6lF1qVZ9O269W9/f2dZmBRW1QWYEFWGFjjzJdJAlxHTaDwIqAkBnjwogQggANXhIQuj4saktI2L6IqN0T/ff4+e8dG7h/UsSeYNymyeFzhvslOXluDcct8PLJDArfPsH/9zG+u8ZP3D9x0v6QoN/9Jy33n/hwwxqmjwcwqrubv1uBwfj/MYJU/cruro7eni6TUT9gymI2dXd3mgEMA9P/a+bcfqMowzg8RGqDEYOHsN12T7M7szO7s9OtVJCjxVQwgtVaJVBjrYFQa+xFuKOXbAAAA7FJREFUCzZrQ8FqD1va7rYUaUg1ENMGG1G4UKLxxhhiIjGGCxJv1IjILpZ2t7udmW++w8y8XlRuvMMEMXn+gidf3nz5XTwIawTrf3fOgAEwZuPZuaxtYRsb2h/Xw6sergmEO3e82FAu1a2seDWg7Fz50NMlpe1y5LAaezcid3u8/T5+OCiNhORkSOkRIt2i2iPGBnlxNCiNhyKjvJAOBidisaGwMBSPdclC35ObTre1Css4kr1qGQuILBJgd/8FMYqRoS01bQDsnJ7T6KINBIACRUvRMlNfoMxAZhGAgqnjbNbFLVtf5m3Z9NSb1Vsf55bvrgjtk2O1JffuemRVW8h7wO/ui4QHgsEBn/8oH0xLSlqpTCpVg2J0jJcmeOmYLzTocqcFoS/gG4rHuhWpXZWGX3p++lDCxXFfn50BhzkAf+bzd00QwcixmW1RixHbopSYJtIJNShQw9INXCRYA5uATcGmwEwAyqgBQGd/+xXy+bUef21I3r+xNrHlmTeia2u4FftldWD79vr7V+zkuCMRIR1X0mExxfMpf2AsJI+FoyOCcjQYHhejx0W5110xuW59ryh2eNydUbFNlevKV39/+oNzY+kHOG5iZNjC5ObcgoZvf7S/ozDLNB3TdBCzkMMQkFtQtPT/BAuDRVE2676nJLGnaai5tdmvJuJbGh/0buNK22Wlf8OGw7KYjEh9nopRX+B9L3/Cw5/0y+NecdgdSnqElProgBrvicW6FKUzrnbXbB7c9cJoy94TBzsgn7swNVXKcWfPfDJ3s6DrDqa3v0nfWUGM/FMQRkv1OoY1gorGYg5sauVzw4m3L1/4Kvfdj5NNbR3qxmav1Fjme7b0vr1lrt418V5ZPBZVTlVVf1RZ/aGknhTUMV4e4ZVU5WMHpUij273H4xlsqL9yZgoyVwFpUMgDRsDY4uz85+e+oAQKeWJRcP7FaP+fCDKZZTrUBHwLYgLDlBjIKNoEsWJBy2RAR2BQKNKfpj+b6Xon1dRUV+56Yjm3L1B+QAh0BrxHAoGu1e6Ey90fjiUr17xXta5389bJ1te/HE1lL34LczcA60ARmAhMAxi9kckSbBMKjgNLJ9E0gLMt+v/BsigGjAFbNgaGgWDAGAgGioFhAOYAtS1s6YvAGBgmFHTIaZCdg2sZyGT0Sxc/PfRWcse2U40N51975fzLuz9+rv6bllY0PQOXfoDLV+DnXyA3D1gHjEAvaJlr89d/N7UCgD2fW8CWbQEY2DYMcBxwKBhF+AsQ60bWX/JwIwAAAABJRU5ErkJggg==" /></a><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Penilaian ranah afektif sepetinya belum mendapat porsi yang lebih dibandingkan dengan penilaian ranah kognitif dan psikomotor, masih banyak para pendidik yang menilai ranah ini kurang memperhatikan rambu-rambu serta pedoman yang telah diterbitkan oleh pemerintah. Maklum penilaian ini banyak sekali variabelnya sehingga sulit untuk memedomaninya dalam memberikan nilai kepada peserta didik. </span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Menurut PP nomor 19 tahun 2005 pasal 65 ayat 2 menyatakan bahwa penilaian hasil belajar untuk semua mata pelajaran pada kelompok mata pelajaran agama dan akhlak mulia, kelompok mata pelajaran kewarganegaraan dan kepribadian, kelompok mata pelajaran estetika, dan kelompok mata pelajaran jasmani, olah raga, dan kesehatan merupakan penilaian akhir untuk menentukan kelulusan peserta didik dari satuan pendidikan. </span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Oleh karena itu penilaian ranah afektif harus dilakukan secara obyektif dan proporsional yang dilaksanakan secara berkesinambungan. Di bawah ini beberapa kesimpulan yang dapat kami ambil dari petunjuk teknis penilaian akhlak mulia. </span></div>
<div style="text-align: left;">
<br style="mso-special-character: line-break;" /></div>
<div style="text-align: left;">
<div class="MsoNormal">
<b><i>Ada 5 (lima) tipe karakteristik afektif yang penting, yaitu sikap, minat, konsep diri, nilai, dan moral;</i></b><br />
<b style="mso-bidi-font-weight: normal;">a. Sikap</b><br />
Sikap merupakan suatu kencendrungan untuk bertindak secara suka atau tidak suka terhadap suatu objek. Sikap dapat dibentuk melalui cara mengamati dan menirukan sesuatu yang positif, kemudian melalui penguatan serta menerima informasi verbal. Penilaian sikap adalah penilaian yang dilakukan untuk mengetahui sikap peserta didik terhadap mata pelajaran, kondisi pembelajaran, pendidik, dan sebagainya.<br />
<br />
<b style="mso-bidi-font-weight: normal;">b. Minat </b><br />
Minat adalah suatu disposisi yang terorganisir melalui pengalaman yang mendorong seseorang untuk memperoleh objek khusus, aktivitas, pemahaman, dan keterampilan untuk tujuan perhatian atau pencapaian (Getzel, 1966).<br />
<br />
<b style="mso-bidi-font-weight: normal;">c. Konsep diri</b><br />
konsep diri adalah evaluasi yang dilakukan individu terhadap kemampuan dan kelemahan yang dimiliki. Target, arah, dan intensitas konsep diri pada dasarnya seperti ranah afektif yang lain. Konsep diri ini penting untuk menentukan jenjang karir peserta didik, yaitu dengan mengetahui kekuatan dan kelemahan diri sendiri dapat dipilih alternatif karir yang tepat bagi peserta didik.</div>
<div class="MsoNormal" style="margin-bottom: 12.0pt;">
<br />
<b style="mso-bidi-font-weight: normal;">d. Nilai </b><br />
Nilai adalah suatu objek, aktivitas, atau ide yang dinyatakan oleh individu dalam mengarahkan minat, sikap, dan kepuasan (Tyler, 1973:7). Target nilai cenderungmenjadi ide, target nilai dapat juga berupa sesuatu seperti sikap dan perilaku. Arah nilai dapat positif dan dapat negatif.<br />
<br />
<b style="mso-bidi-font-weight: normal;">e. Moral</b><br />
Moral berkaitan dengan perasaan salah atau benar terhadap kebahagiaan oranglain atau perasaan terhadap tindakan yang dilakukan diri sendiri. Moral berkaitan dengan prinsip, nilai, dan keyakinan seseorang.<br />
<br />
<b><i>Komponen penilaian afektif seperti yang tercantum dalam Standar Kompetensi Lulusan meliputi:</i></b></div>
<ol start="1" type="1">
<li class="MsoNormal" style="mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;">memiliki keimanan dan ketaqwaan terhadap Tuhan Yang Maha Esa sesuai ajaran agama masing-masing yang tercermin dalam perilaku sehari-hari,</li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;">menunjukkan sikap percaya diri dan bertanggung jawab atas perilaku, perbuatan, dan pekerjaannya,</li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;">menunjukkan sikap kompetitif dan sportif untuk mendapatkan hasil yang terbaik dalam bidang pendidikan jasmani, olah raga, dan kesehatan,</li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;">menganalisis sikap positif terhadap penegakan hukum, peradilan nasional, dan tindakan anti korupsi,</li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;">mengevaluasi sikap berpolitik dan bermasyarakat madani sesuai dengan Pancasila dan Undang-Undang Dasar 1945, sikap cermat dan menghargai hak atas kekayaan intelektual,</li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;">menunjukkan sikap toleran dan empati terhadap keberagaman budaya yang ada di masyarakat setempat dalam kaitannya dengan budaya nasional,</li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;">menunjukkan sikap peduli terhadap bahasa dan dialek, dan</li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;">menunjukkan sikap kompetitif, sportif, dan etos kerja untuk mendapatkan hasil yang terbaik dalam bidang iptek (Lampiran Permendiknas Nomor 23 Tahun 2006 tentang Standar Kompetensi Lulusan);</li>
</ol>
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<i><b>Aspek afektif dominan pada masing-masing kelompok mata pelajaran, diantaranya:</b></i></div>
<ol start="1" type="1">
<li class="MsoNormal" style="mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;">Aspek afektif yang dominan pada mata pelajaran Pendidikan Agama meliputi aspek penanaman nilai–nilai akhlak</li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;">Aspek afektif yang dominan pada mata pelajaran Pendidikan Kewarganegaran meliputi pembentukan karakter bangsa yang adaptif terhadap keberagaman, mampu berpikir kritis dan memiliki kepedulian yang tinggi terhadap lingkungan sosial, politik, ekonomi, budaya dan keamanan, dan mampu menerapkan dalam kehidupan seharihari</li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;">Aspek afektif yang dominan pada mata pelajaran Bahasa Indonesia meliputi santun dalam berkomunikasi, responsif dalam mendengarkan dan mampu menyampaikan pendapat/pertanyaan sesuai dengan kaidah berbahasa Indonesia yang baik dan benar, dan antusias dalam membaca</li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;">Aspek afektif yang dominan pada mata pelajaran Bahasa Inggris dan Bahasa Asing lainnya yang meliputi santun dalam berkomunikasi, responsif dalam mendengarkan dan mampu menyampaikan pendapat/pertanyaan sesuai dengan kaidah berbahasa Inggris dan bahasa Asing lain yang baik dan benar, dan antusias dalam membaca</li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;">Aspek afektif yang dominan pada mata pelajaran Matematika, Fisika, Kimia, dan Biologi meliputi ketelitian, ketekunan, dan kemampuan memecahkan masalah secara logis dan sistematis</li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;">Aspek afektif yang dominan pada mata pelajaran Sejarah, Geografi, Sosiologi, dan Antropologi meliputi menanamkan semangat kebangsaan, cinta tanah air, kebersamaan/kekeluargaan, semangat perjuangan dan kompetisi, menghargai perbedaan, menghargai budaya dan karya artistik bangsa, menghargai kekayaan alam ciptaan Tuhan YME</li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;">Aspek afektif yang dominan pada mata pelajaran Ekonomi meliputi kemampuan memecahkan masalah yang berkaitan dengan ekonomi, menanamkan sikap teliti, jujur, dan memiliki jiwa kewirausahaan</li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;">Aspek afektif yang dominan pada mata pelajaran Seni Budaya meliputi kepekaan rasa, toleransi, menghargai/ mengapreasi karya seni dan daya kreativitas</li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;">Aspek afektif yang dominan pada mata pelajaran Pendidikan Jasmani, Olahraga dan Kesehatan yang meliputi pembentukan nilai dan pembiasaan pola hidup sehat</li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;">Aspek afektif yang dominan pada mata pelajaran Teknologi Informasi dan Komunikasi yang meliputi belajar mandiri, memecahkan masalah, dan meningkatkan rasa percaya diri</li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;">Aspek afektif yang dominan pada mata pelajaran Muatan Lokal disesuaikan dengan karakteristik jenis program muatan lokal yang dilaksanakan dan diikuti oleh peserta didik</li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;">Analisis SI/SK/KD adalah kegiatan mengkaji SK dan KD mata pelajaran sebagaimana tercantum pada SI, menganalisis kompetensi menjadi tiga aspek kompetensi yaitu kompetensi afektif, kognitif, dan psikomotorik (Panduan Pengembangan Silabus);</li>
</ol>
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<br />
Tingkatan ranah afektif menurut taksonomi Krathwohl ada lima, yaitu receiving (attending), responding, valuing, organization, dan characterization. Karakteristik afektif mencakup lima aspek yang penting, yaitu sikap, minat, konsep diri, nilai, dan moral. Pengukuran ranah afektif dilakukan melalui metode observasi dan metode laporan diri. Penggunaan metode observasi berdasarkan pada asumsi bahwa karateristik afektif dapat dilihat dari perilaku atau perbuatan yang ditampilkan dan atau reaksi psikologi. Metode laporan diri berasumsi bahwa yang mengetahui keadaan afektif seseorang adalah dirinya sendiri. Pengembangan instrumen penilaian afektif, mencakup sebelas langkah yaitu menentukan spesifikasi instrumen, menulis instrumen, menentukan skala instrumen, menentukan pedoman penskoran, menelaah instrumen, merakit instrumen, melakukan ujicoba, menganalisis hasil ujicoba, memperbaiki instrumen, melaksanakan pengukuran, dan menafsirkan hasil pengukuran.</div>
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Penyusunan instrumen observasi meliputi menetapkan tujuan dan menyusun kisi-kisi. Penyusunan kisi-kisi diawali dengan menentukan definisi konseptual, mengembangkan definisi operasional berdasarkan kompetensi dasar, menjabarkan menjadi sejumlah indikator, dan menulis instrumen;.</div>
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Tim Pengembang Kurikulum sekolah yang selanjutnya disebut TPK sekolah adalah tim yang ditetapkan oleh kepala sekolah yang bertugas untuk merancang dan mengembangkan kurikulum yang terdiri atas wakil kepala sekolah, guru, tenaga kependidikan, guru BK/konselor, dan kepala sekolah sebagai ketua merangkap anggota;</div>
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Guru adalah pendidik profesional dengan tugas utama mendidik, mengajar, membimbing, mengarahkan, melatih, menilai, dan mengevaluasi peserta didik pada pendidikan anak usia dini jalur pendidikan formal, pendidikan dasar, dan pendidikan menengah (UU Guru );</div>
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MGMP sekolah merupakan wadah untuk menyamakan persepsi yang berkenaan dengan mata pelajaran dan dapat dijadikan sebagai tim kerja dalam menyelesaikan tugas-tugas guru terutama perencanaan<br />
Lebih lengkap mengenai prosedur, rambu-rambu, pedoman dan lembar observasi penilaian tanah afektif dapat anda baca di Petunjuk Teknis Penilaian Ranah Afektif dari Bimtek KTSP tahun 2010. Semoga bermanfaat.</div>
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GUGUS 17 SLB Kab. Bekasihttp://www.blogger.com/profile/11825247209034689641noreply@blogger.com0tag:blogger.com,1999:blog-388750848148307268.post-83570347715314781062013-05-02T08:34:00.000-07:002013-05-02T08:34:09.594-07:00Prinsip Dan Asas Bimbingan Konseling<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; font-family: Arial, sans-serif; font-size: 18pt;"><span class="Apple-style-span" style="color: #990000;"><u>Prinsip Dan Asas Bimbingan Konseling</u></span><o:p></o:p></span></b></div>
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<a 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" 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<b><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: black; font-family: Arial, sans-serif; font-size: 9pt;">Prinsip Dan Asas Bimbingan KonselingT</span></b><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: black; font-family: Arial, sans-serif; font-size: 9pt;">erdapat beberapa prinsip dasar yang dipandang sebagai fundasi atau landasan bagi pelayanan bimbingan. Prinsip-prinsip ini berasal dari konsep-konsep filosofis tentang kemanusiaan yang menjadi dasar bagi pemberian pelayanan bantuan atau bimbingan, baik di Sekolah/Madrasah maupun di luar Sekolah/Madrasah.</span><span style="color: black; font-family: Arial, sans-serif; font-size: 9pt;"> </span><b><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: black; font-family: Arial, sans-serif; font-size: 9pt;">Prinsip-prinsip itu adalah:</span></b><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: black; font-family: Arial, sans-serif; font-size: 9pt;"><o:p></o:p></span></div>
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<li class="MsoNormal" style="color: black; mso-list: l12 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;"><i><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; font-family: Arial, sans-serif; font-size: 9pt;">Bimbingan dan konseling</span></i><i><span style="font-family: Arial, sans-serif; font-size: 9pt;"> </span></i><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; font-family: Arial, sans-serif; font-size: 9pt;">diperuntukkan bagi semua konseli. Prinsip ini berarti bahwa bimbingan diberikan kepada semua konseli atau konseli, baik yang tidak bermasalah maupun yang bermasalah; baik pria maupun wanita; baik anak-anak, remaja, maupun dewasa. Dalam hal ini pendekatan yang digunakan dalam bimbingan lebih bersifat preventif dan pengembangan dari pada penyembuhan (kuratif); dan lebih diutamakan teknik kelompok dari pada perseorangan (individual).<o:p></o:p></span></li>
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<li class="MsoNormal" style="color: black; mso-list: l9 level1 lfo2; tab-stops: list 36.0pt; text-align: justify;"><b><i><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; font-family: Arial, sans-serif; font-size: 9pt;">Bimbingan dan konseling</span></i></b><b><i><span style="font-family: Arial, sans-serif; font-size: 9pt;"> </span></i></b><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; font-family: Arial, sans-serif; font-size: 9pt;">sebagai proses individuasi. Setiap konseli bersifat unik (berbeda satu sama lainnya), dan melalui bimbingan konseli dibantu untuk memaksimalkan perkembangan keunikannya tersebut. Prinsip ini juga berarti bahwa yang menjadi fokus sasaran bantuan adalah konseli, meskipun pelayanan bimbingannya menggunakan teknik kelompok.<o:p></o:p></span></li>
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<li class="MsoNormal" style="color: black; mso-list: l10 level1 lfo3; tab-stops: list 36.0pt; text-align: justify;"><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; font-family: Arial, sans-serif; font-size: 9pt;">Bimbingan menekankan hal yang positif. Dalam kenyataan masih ada konseli yang memiliki persepsi yang negatif terhadap bimbingan, karena bimbingan dipandang sebagai satu cara yang menekan aspirasi. Sangat berbeda dengan pandangan tersebut, bimbingan sebenarnya merupakan proses bantuan yang menekankan kekuatan dan kesuksesan, karena bimbingan merupakan cara untuk membangun pandangan yang positif terhadap diri sendiri, memberikan dorongan, dan peluang untuk berkembang.<o:p></o:p></span></li>
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<li class="MsoNormal" style="color: black; mso-list: l15 level1 lfo4; tab-stops: list 36.0pt; text-align: justify;"><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; font-family: Arial, sans-serif; font-size: 9pt;">Bimbingan dan konseling Merupakan Usaha Bersama. Bimbingan bukan hanya tugas atau tanggung jawab konselor, tetapi juga tugas guru-guru dan kepala Sekolah/Madrasah sesuai dengan tugas dan peran masing-masing. Mereka bekerja sebagai teamwork.<o:p></o:p></span></li>
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<li class="MsoNormal" style="color: black; mso-list: l6 level1 lfo5; tab-stops: list 36.0pt; text-align: justify;"><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; font-family: Arial, sans-serif; font-size: 9pt;">Pengambilan Keputusan Merupakan Hal yang Esensial dalam Bimbingan dan konseling. Bimbingan diarahkan untuk membantu konseli agar dapat melakukan pilihan dan mengambil keputusan. Bimbingan mempunyai peranan untuk memberikan informasi dan nasihat kepada konseli, yang itu semua sangat penting baginya dalam mengambil keputusan. Kehidupan konseli diarahkan oleh tujuannya, dan bimbingan memfasilitasi konseli untuk memper-timbangkan, menyesuaikan diri, dan menyempurnakan tujuan melalui pengambilan keputusan yang tepat. Kemampuan untuk membuat pilihan secara tepat bukan kemampuan bawaan, tetapi kemampuan yang harus dikembangkan. Tujuan utama bimbingan adalah mengembangkan kemampuan konseli untuk memecahkan masalahnya dan mengambil keputusan.<o:p></o:p></span></li>
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<li class="MsoNormal" style="color: black; mso-list: l5 level1 lfo6; tab-stops: list 36.0pt; text-align: justify;"><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; font-family: Arial, sans-serif; font-size: 9pt;">Bimbingan dan konseling Berlangsung dalam Berbagai Setting (Adegan) Kehidupan. Pemberian pelayanan bimbingan tidak hanya berlangsung di Sekolah/Madrasah, tetapi juga di lingkungan keluarga, perusahaan/industri, lembaga-lembaga pemerintah/swasta, dan masyarakat pada umumnya. Bidang pelayanan bimbingan pun bersifat multi aspek, yaitu meliputi aspek pribadi, sosial, pendidikan, dan pekerjaan.<o:p></o:p></span></li>
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<span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: black; font-family: Arial, sans-serif; font-size: 9pt;">Keterlaksanaan dan keberhasilan pelayanan</span><span style="color: black; font-family: Arial, sans-serif; font-size: 9pt;"> </span><b><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: black; font-family: Arial, sans-serif; font-size: 9pt;">bimbingan dan konseling</span></b><b><span style="color: black; font-family: Arial, sans-serif; font-size: 9pt;"> </span></b><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: black; font-family: Arial, sans-serif; font-size: 9pt;">sangat ditentukan oleh diwujudkannya</span><span style="color: black; font-family: Arial, sans-serif; font-size: 9pt;"> </span><u><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: black; font-family: Arial, sans-serif; font-size: 9pt;">asas-asas</span></u><span style="color: black; font-family: Arial, sans-serif; font-size: 9pt;"> </span><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: black; font-family: Arial, sans-serif; font-size: 9pt;">berikut.<o:p></o:p></span></div>
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<li class="MsoNormal" style="color: black; mso-list: l8 level1 lfo7; tab-stops: list 36.0pt; text-align: justify;"><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; font-family: Arial, sans-serif; font-size: 9pt;">Asas Kerahasiaan, yaitu asas bimbingan dan konseling yang menuntut dirahasiakanya segenap data dan keterangan tentang konseli (konseli) yang menjadi sasaran pelayanan, yaitu data atau keterangan yang tidak boleh dan tidak layak diketahui oleh orang lain. Dalam hal ini guru pembimbing berkewajiban penuh memelihara dan menjaga semua data dan keterangan itu sehingga kerahasiaanya benar-benar terjamin.<o:p></o:p></span></li>
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<li class="MsoNormal" style="color: black; mso-list: l0 level1 lfo8; tab-stops: list 36.0pt; text-align: justify;"><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; font-family: Arial, sans-serif; font-size: 9pt;">Asas kesukarelaan, yaitu asas bimbingan dan konseling yang menghendaki adanya kesukaan dan kerelaan konseli (konseli) mengikuti/menjalani pelayanan/<a href="http://aadesanjaya.blogspot.com/2011/07/contoh-proposal-kegiatan-usaha-skripsi.html"><span style="color: #736f6e;">kegiatan</span></a></span><span style="font-family: Arial, sans-serif; font-size: 9pt;"> </span><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; font-family: Arial, sans-serif; font-size: 9pt;">yang diperlu-kan baginya. Dalam hal ini guru pembimbing berkewajiban membina dan mengembangkan kesukarelaan tersebut.<o:p></o:p></span></li>
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<li class="MsoNormal" style="color: black; mso-list: l1 level1 lfo9; tab-stops: list 36.0pt; text-align: justify;"><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; font-family: Arial, sans-serif; font-size: 9pt;">Asas keterbukaan, yaitu asas bimbingan dan konseling yang menghendaki agar konseli (konseli) yang menjadi sasaran pelayanan/kegiatan bersifat terbuka dan tidak berpura-pura, baik di dalam memberikan keterangan tentang dirinya sendiri maupun dalam menerima berbagai informasi dan materi dari luar yang berguna bagi pengembangan dirinya. Dalam hal ini guru pembimbing berkewajiban mengembangkan keterbukaan konseli (konseli). Keterbukaan ini amat terkait pada terselenggaranya asas kerahasiaan dan adanya kesukarelaan pada diri konseli yang menjadi sasaran pelayanan/kegiatan. Agar konseli dapat terbuka, guru pembimbing terlebih dahulu harus bersikap terbuka dan tidak berpura-pura.<o:p></o:p></span></li>
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<li class="MsoNormal" style="color: black; mso-list: l4 level1 lfo10; tab-stops: list 36.0pt; text-align: justify;"><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; font-family: Arial, sans-serif; font-size: 9pt;">Asas kegiatan, yaitu asas bimbingan dan konseling yang menghendaki agar konseli (konseli) yang menjadi sasaran pelayanan berpartisipasi secara aktif di dalam penyelenggaraan pelayanan/kegiatan bimbingan. Dalam hal ini guru pembimbing perlu mendorong konseli untuk aktif dalam setiap pelayanan/kegiatan bimbingan dan konseling yang diperuntukan baginya.<o:p></o:p></span></li>
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<li class="MsoNormal" style="color: black; mso-list: l7 level1 lfo11; tab-stops: list 36.0pt; text-align: justify;"><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; font-family: Arial, sans-serif; font-size: 9pt;">Asas kemandirian, yaitu asas bimbingan dan konseling yang menunjuk pada tujuan umum bimbingan dan konseling, yakni: konseli (konseli) sebagai sasaran pelayanan bimbingan dan konseling diharapkan menjadi konseli-konseli yang mandiri dengan ciri-ciri mengenal dan menerima diri sendiri dan lingkungannya, mampu mengambil keputusan, mengarahkan serta mewujudkan diri sendiri. Guru pembimbing hendaknya mampu mengarahkan segenap pelayanan bimbingan dan konseling yang diselenggarakannya bagi berkembangnya kemandirian konseli.<o:p></o:p></span></li>
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<li class="MsoNormal" style="color: black; mso-list: l13 level1 lfo12; tab-stops: list 36.0pt; text-align: justify;"><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; font-family: Arial, sans-serif; font-size: 9pt;">Asas Kekinian, yaitu asas bimbingan dan konseling yang menghendaki agar objek sasaran pelayanan bimbingan dan konseling ialah permasalahan konseli (konseli) dalam kondisinya sekarang. Pelayanan yang berkenaan dengan “masa depan atau kondisi masa lampau pun” dilihat dampak dan/atau kaitannya dengan kondisi yang ada dan apa yang diperbuat sekarang.<o:p></o:p></span></li>
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<li class="MsoNormal" style="color: black; mso-list: l16 level1 lfo13; tab-stops: list 36.0pt; text-align: justify;"><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; font-family: Arial, sans-serif; font-size: 9pt;">Asas Kedinamisan, yaitu asas bimbingan dan konseling yang menghendaki agar isi pelayanan terhadap sasaran pelayanan (konseli) yang sama kehendaknya selalu bergerak maju, tidak monoton, dan terus berkembang serta berkelanjutan sesuai dengan kebutuhan dan tahap perkembangannya dari waktu ke waktu.<o:p></o:p></span></li>
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<li class="MsoNormal" style="color: black; mso-list: l11 level1 lfo14; tab-stops: list 36.0pt; text-align: justify;"><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; font-family: Arial, sans-serif; font-size: 9pt;">Asas Keterpaduan, yaitu asas bimbingan dan konseling yang menghendaki agar berbagai pelayanan dan kegiatan bimbingan dan konseling, baik yang dilakukan oleh guru pembimbing maupun pihak lain, saling menunjang, harmonis, dan terpadu. Untuk ini kerja sama antara guru pembimbing dan pihak-pihak yang berperan dalam penyelenggaraan pelayanan bimbingan dan konseling perlu terus dikembangkan. Koordinasi segenap pelayanan/kegiatan bimbingan dan konseling itu harus dilaksanakan dengan sebaik-baiknya.<o:p></o:p></span></li>
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<li class="MsoNormal" style="color: black; mso-list: l3 level1 lfo15; tab-stops: list 36.0pt; text-align: justify;"><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; font-family: Arial, sans-serif; font-size: 9pt;">Asas Keharmonisan, yaitu asas bimbingan dan konseling yang menghendaki agar segenap pelayanan dan kegiatan bimbingan dan konseling didasarkan pada dan tidak boleh bertentangan dengan nilai dan norma yang ada, yaitu nilai dan norma agama, hukum dan peraturan, adat istiadat, ilmu pengetahuan, dan kebiasaan yang berlaku. Bukanlah pelayanan atau kegiatan bimbingan dan konseling yang dapat dipertanggungjawabkan apabila isi dan pelaksanaannya tidak berdasarkan nilai dan norma yang dimaksudkan itu. Lebih jauh, pelayanan dan kegiatan bimbingan dan konseling justru harus dapat meningkatkan kemampuan konseli (konseli) memahami, menghayati, dan mengamalkan nilai dan norma tersebut.<o:p></o:p></span></li>
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<li class="MsoNormal" style="color: black; mso-list: l14 level1 lfo16; tab-stops: list 36.0pt; text-align: justify;"><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; font-family: Arial, sans-serif; font-size: 9pt;">Asas Keahlian, yaitu asas bimbingan dan konseling yang menghendaki agar pelayanan dan kegiatan bimbingan dan konseling diselenggarakan atas dasar kaidah-kaidah profesional. Dalam hal ini, para pelaksana pelayanan dan kegiatan bimbingan dan konseling hendaklah tenaga yang benar-benar ahli dalam bidang bimbingan dan konseling. Keprofesionalan guru pembimbing harus terwujud baik dalam penyelenggaraan jenis-jenis pelayanan dan kegiatan dan konseling maupun dalam penegakan kode etik bimbingan dan konseling.<o:p></o:p></span></li>
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<li class="MsoNormal" style="color: black; mso-list: l2 level1 lfo17; tab-stops: list 36.0pt; text-align: justify;"><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; font-family: Arial, sans-serif; font-size: 9pt;">Asas Alih Tangan Kasus, yaitu asas bimbingan dan konseling yang menghendaki agar pihak-pihak yang tidak mampu menyelenggarakan pelayanan bimbingan dan konseling secara tepat dan tuntas atas suatu permasalahan konseli (konseli) mengalihtangankan permasalahan itu kepada pihak yang lebih ahli. Guru pembimbing dapat menerima alih tangan kasus dari orang tua, guru-guru lain, atau ahli lain ; dan demikian pula guru pembimbing dapat mengalihtangankan kasus kepada guru mata pelajaran/praktik dan lain-lain.<o:p></o:p></span></li>
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GUGUS 17 SLB Kab. Bekasihttp://www.blogger.com/profile/11825247209034689641noreply@blogger.com0tag:blogger.com,1999:blog-388750848148307268.post-74484626643696139752013-04-29T21:02:00.003-07:002013-04-29T21:02:53.441-07:00Struktur Gugus 17 SLB Kab. Bekasi<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-size: large;"><b><span id="fullpost">Susunan Pengurus GUGUS 17 SLB Kabupaten Bekasi </span></b></span><br />
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<span id="fullpost">1. <b> </b></span><span style="font-size: small;"><span style="color: black; font-family: Calibri;">STRUKTUR ORG.</span></span><span style="font-size: small;"><span style="color: black; font-family: Calibri;"> GUGUS 17 SLB KAB. BEKASI</span></span></div>
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<span style="font-size: small;"><span style="color: black; font-family: Calibri;">2. </span><span style="color: black; font-family: Calibri;">STRUKTUR ORG.</span></span><span style="color: black; font-family: Calibri;"><span style="font-size: small;"> </span>KKKS GUGUS 17 SLB KAB. BEKASI</span></div>
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<span style="color: black; font-family: Calibri;">3. </span><span style="font-size: small;"><span style="color: black; font-family: Calibri;">STRUKTUR ORG.</span></span><span style="font-size: small;"><span style="color: black; font-family: Calibri;"> K </span><span style="color: black; font-family: Calibri;">K</span><span style="color: black; font-family: Calibri;"> G </span><span style="color: black; font-family: Calibri;">GUGUS 17 SLB KAB. BEKASI</span></span></div>
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<span style="font-size: small;"><span style="color: black; font-family: Calibri;">Dan Struktur Orgns. Gugus adalah sbb : </span></span> </div>
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" /></div>
GUGUS 17 SLB Kab. Bekasihttp://www.blogger.com/profile/11825247209034689641noreply@blogger.com0tag:blogger.com,1999:blog-388750848148307268.post-59343235278692001602013-04-29T21:02:00.002-07:002013-04-29T21:02:29.532-07:00Rumus-rumus Pecahan<div dir="ltr" style="text-align: left;" trbidi="on">
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<b style="mso-bidi-font-weight: normal;"><span style="color: #231f20;">RUMUS-RUMUS PECAHAN</span></b><br />
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<span style="color: #231f20; font-size: 11pt;">1. Pecahan merupakan bilangan yang menggambarkan bagian dari keseluruhan.</span></div>
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<span style="color: #231f20; font-size: 11pt;">2. Pecahan senilai adalah pecahan-pecahan yang bernilai sama.</span></div>
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<span style="color: #231f20; font-size: 11pt;">3. Pecahan senilai diperoleh dengan cara mengalikan atau membagi pembilang dan penyebutnya dengan </span></div>
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<span style="color: #231f20; font-size: 11pt;"> bilangan yang sama.</span></div>
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<span style="color: #231f20; font-size: 11pt;">4. Suatu dapat disederhanakan dengan cara membagi pembilang dan penyebut pecahan tersebut dengan faktor </span></div>
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<span style="color: #231f20; font-size: 11pt;"> persekutuan terbesarnya.</span></div>
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<span style="color: #231f20; font-size: 11pt;">5. Jika penyebut kedua pecahan berbeda, untuk membandingkan pecahan tersebut, nyatakan menjadi pecahan </span></div>
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<span style="color: #231f20; font-size: 11pt;"> yang senilai, kemudian bandingkan pembilangnya.</span></div>
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<span style="color: #231f20; font-size: 11pt;">6. Pada garis bilangan, pecahan yang lebih besar berada di sebelah kanan, sedangkan pecahan yang lebih kecil </span></div>
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<span style="color: #231f20; font-size: 11pt;"> berada di sebelah kiri.</span></div>
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<span style="color: #231f20; font-size: 11pt;">7. Di antara dua pecahan yang berbeda selalu dapat ditemukan pecahan yang nilainya di antara dua pecahan </span></div>
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<span style="color: #231f20; font-size: 11pt;"> tersebut. </span></div>
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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="color: #231f20; font-size: 11pt;">8. Untuk mengubah bentuk pecahan ke bentuk persen dapat dilakukan dengan cara mengalikan pecahan </span></div>
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<span style="color: #231f20; font-size: 11pt;"> tersebut dengan 100%.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7-2OURk-RaQFpZrRYvNsE1wpJYsTwX0zf_7rsqWSrzARrxtN952mMkre6fOm8GC69dOAqPRC8yCgF9zxZ7L5nHiMc9F3iaDyDYVrWE5pqWvHRROV3nU-1SWKRqgmWYonEOF6NogKElTM/s1600/imgres.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7-2OURk-RaQFpZrRYvNsE1wpJYsTwX0zf_7rsqWSrzARrxtN952mMkre6fOm8GC69dOAqPRC8yCgF9zxZ7L5nHiMc9F3iaDyDYVrWE5pqWvHRROV3nU-1SWKRqgmWYonEOF6NogKElTM/s1600/imgres.jpg" /></a></div>
<span style="color: #231f20; font-size: 11pt;">9. Untuk menentukan hasil penjumlahan atau pengurangan dua pecahan, samakan penyebut kedua pecahan </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #231f20; font-size: 11pt;"> tersebut, yaitu dengan cara mencari KPK dari penyebut-penyebutnya, kemudian baru dijumlahkan atau </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #231f20; font-size: 11pt;"> dikurangkan pembilangnya.</span></div>
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<span style="color: #231f20; font-size: 11pt;">10. Untuk menentukan hasil perkalian dua pecahan dilakukan dengan cara mengalikan pembilang dengan </span></div>
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<span style="color: #231f20; font-size: 11pt;"> pembilang dan penyebut dengan penyebut.</span></div>
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<span style="color: #231f20; font-size: 11pt;">11. Invers perkalian dari pecahan </span><i><span style="color: black; font-size: 11pt;">p/q </span></i><span style="color: #231f20; font-size: 11pt;">adalah </span><i><span style="color: black; font-size: 11pt;">q/p</span></i></div>
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<span style="color: #231f20; font-size: 11pt;">12. Suatu bilangan jika dikalikan dengan invers perkaliannya hasilnya sama dengan 1.</span></div>
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<span style="color: #231f20; font-size: 11pt;">13. Penjumlahan dan pengurangan pecahan desimal dilakukan pada masing-masing nilai tempat dengan cara </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #231f20; font-size: 11pt;"> bersusun. Urutkan angka-angka ratusan, puluhan, satuan, persepuluhan, perseratusan dan seterusnya dalam </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #231f20; font-size: 11pt;"> satu kolom.</span></div>
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<span style="color: #231f20; font-size: 11pt;">14. Hasil kali bilangan desimal dengan bilangan desimal diperoleh dengan cara mengalikan bilangan tersebut </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #231f20; font-size: 11pt;"> seperti mengalikan bilangan bulat. Banyak desimal hasil kali bilangan-bilangan</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #231f20; font-size: 11pt;"> desimal diperoleh dengan menjumlahkan banyak tempat desimal dari pengali-pengalinya.</span></div>
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<br />
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<span style="color: #231f20; font-size: 11pt;"> <b>Download Rumus-rumus Pecahan</b> </span><img alt="" src="data:image/jpeg;base64,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" /> <b><a href="http://www.ziddu.com/download/10022244/RUMUSBILPECAHAN.doc.html" rel="nofollow">Rumus Bilangan Pecahan</a></b></div>
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GUGUS 17 SLB Kab. Bekasihttp://www.blogger.com/profile/11825247209034689641noreply@blogger.com0tag:blogger.com,1999:blog-388750848148307268.post-66979668266192515672013-04-29T20:51:00.000-07:002016-06-04T00:57:13.345-07:00Pelepasan Pengawas Wil IV Kab. Bekasi 2012<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="background-color: white; font-family: "arial" , sans-serif;"><span class="Apple-style-span" style="color: blue; font-size: large;">Asiknya Mendengaarkan Pencerahan dari Bpk Taska</span><span class="Apple-style-span" style="font-size: medium;"><o:p></o:p></span></span></b><br />
<b><span style="background-color: white; font-family: "arial" , sans-serif;"><span class="Apple-style-span" style="color: blue; font-size: large;">HariTerakhir Jabatan Pengawas Kab. Bekasi</span></span></b><br />
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<b><span style="background-color: white; color: black; font-family: "arial" , sans-serif;">Pelepasan Pengawas Wilayah IV Di Gugus XVII SLB KAb. Bekasi</span></b><br />
<b><span style="background-color: white; color: black; font-family: "arial" , sans-serif;">Tempat di Sekretarian Gugus ( SLB Ananda Mandiri )</span></b><br />
<b><span style="background-color: white; color: black; font-family: "arial" , sans-serif;">Pada tanggal 26 Januari 2012.</span></b><br />
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<b><span style="background-color: white; color: black; font-family: "arial" , sans-serif;">Selamat Jalan Bpk Taska Terimaksih selama ini telah memberikan Wejangan, Motifasi yang tak pernah henti-hentinya kepada kami. Semoga Bpk diberikan kelancaran, kesuksesan selalu, dan semoga di tempat binaan bapk yg baru lebih baik..</span></b><br />
<b><span style="background-color: white; color: black; font-family: "arial" , sans-serif;">amiiin Ya robb...............</span></b><br />
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GUGUS 17 SLB Kab. Bekasihttp://www.blogger.com/profile/11825247209034689641noreply@blogger.com0tag:blogger.com,1999:blog-388750848148307268.post-37368460558423636922011-10-04T06:08:00.001-07:002016-06-04T00:39:37.492-07:00Pengertian Bimbingan Konseling<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="background: white; color: #c00000; font-family: "arial" , "sans-serif"; font-size: 18.0pt;"><span style="color: #c00000; text-decoration: none;">Pengertian Bimbingan Konseling</span><o:p></o:p></span></b><br />
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<b style="text-align: justify;"><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Bimbingan Konseling,</span></b><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9pt; text-align: justify;"> </span><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9pt; text-align: justify;">Bimbingan adalah Proses pemberian bantuan (process of helping) kepada individu agar mampu memahami dan menerima diri dan lingkungannya, mengarahkan diri, dan menyesuaikan diri secara positif dan konstruktif terhadap tuntutan norma kehidupan ( agama dan budaya) sehingga men-capai kehidupan yang bermakna (berbahagia, baik secara personal maupun sosial)”</span></div>
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<b><span style="background: white; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Bimbingan dan Konseling,</span></b><i><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;"> </span></i><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">“Proses interaksi antara konselor dengan klien/konselee baik secara langsung (tatap muka) atau tidak langsung (melalui media : internet, atau telepon) dalam rangka mem-bantu klien agar dapat mengembangkan potensi dirinya atau memecahkan masalah yang dialaminya”.<o:p></o:p></span></div>
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<b><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Fungsi layanan Bimbingan dan Konseling</span></b><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;"><o:p></o:p></span></div>
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<span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Memahami Karakteristik/Potensi/Tugas-tugas perkembangan Peserta didik dan membantu mereka untuk memahaminya secara objektif/realistik<o:p></o:p></span></div>
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<span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Memberikan Layanan orien-tasi dan informasi mengenai berbagai aspek kehidupan yg patut dipahami peserta didik agar mereka tercegah dari masalah<o:p></o:p></span></div>
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<span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Memberikan Layanan Bimbingan untuk Membantu Peserta didik Mampu Mengembangkan potensi dirinya/Tugas-tugas perkembagannya<o:p></o:p></span></div>
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<span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Membantu para Peserta didik agar mereka dapat memecahkan masalah yang dihadapinya (pribadi,sosial, belajar,atau karir)<o:p></o:p></span></div>
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<b><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Jenis – jenis Bimbingan dan Konseling</span></b><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;"><o:p></o:p></span></div>
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<b><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Bimbingan akademik</span></b><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;"><o:p></o:p></span></div>
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<span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Bertujuan:<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Memiliki sikap dan kebiasaan belajar yang positif.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Memiliki</span><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;"> </span><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;"><span style="color: #736f6e; mso-bidi-font-size: 11.0pt;">motivasi</span></span><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;"> </span><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">yang tinggi untuk belajar sepanjang hayat<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Memiliki keterampilan belajar yang efektif.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Memiliki kesiapan mental dan kemampuan untuk menghadapi ujian.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Memiliki keterampilan membaca buku.<o:p></o:p></span></div>
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<b><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Bimbingan pribadi/social</span></b><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;"><o:p></o:p></span></div>
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<span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Bertujuan:<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Mengamalkan nilai-nilai keimanan dan ketaqwaan kepada Tuhan YME.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Memiliki pemahaman ttg irama kehidupan yg bersifat fluktuatif (antara anugrah dan musibah) dan mampu meresponnya dg positif.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Memiliki pemahaman dan penerimaan diri secara objektif dan konstruktif<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Memiliki sikap respek thd diri sendiri<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Dapat mengelola stress<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Mampu mengendalikan diri dari perbuatan yang diharamkan agama<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Memahami perasaan diri dan mampu mengekspresikannya secara wajar<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">8.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Memiliki kemampuan memecahkan masalh<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">9.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Memiliki rasa percaya diri<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">10.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Memiliki mental yang sehat<o:p></o:p></span></div>
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<b><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Bimbingan karier</span></b><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;"><o:p></o:p></span></div>
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<span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Bertujuan:<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Memiliki pemahaman tentang sekolah-sekolah lanjutan.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Memiliki pemahaman bahwa studi merupakan investasi untuk meraih masa depan.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Memiliki pemahaman tentang kaitan belajar dengan bekerja.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Memiliki pemahaman tentang minat dan kemampuan diri yang terkait dengan pekerjaan.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Memiliki kemampuan untuk membentuk identitas karir.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Memiliki sikap positif terhadap pekerjaan.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Memiliki sikap optimis dalam menghadapi masa depan.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">8.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Memiliki kemauan untuk meningkatkan kemampuan yang terkait dg pekerjaan.<o:p></o:p></span></div>
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<b><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Bimbingan keluarga</span></b><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;"><o:p></o:p></span></div>
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<span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Bertujuan:<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Memiliki sikap pemimpin dalam keluarga<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Mampu memberdayakan diri secara produktif<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Mampu menyesuaikan diri dengan norma yang ada dalam keluarga<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Mampu berpartisipasi aktif dalam mencapai kehidupan keluarga yang bahagia.<o:p></o:p></span></div>
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<b><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Tujuan diberikannya layanan Bimbingan dan Konseling</span></b><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Menghayati nilai-nilai agama sebagai pedoman dalam berperilaku<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Berperilaku atas dasar keputusan yang mempertimbangkan aspek-aspek nilai dan berani menghadapi resiko.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Memiliki kemampuan mengendalikan diri (self-control) dalam mengekspresikan emosi atau dalam memenuhi kebutuhan diri.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Mampu memecahkan masalah secara wajar dan objektif.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Memelihara nilai-nilai persahabatan dan keharmonisan dalamberinteraksi dengan orang lain.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Menjunjung tinggi nilai-nilai kodrati laki-laki atau perempuan sebagai dasar dalam kehidupan sosial<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Mengembangkan potensi diri melalui berbagai aktivitas yang positif<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">8.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Memperkaya strategi dan mencari peluang dalam berbagai tantangan kehidupan yang semakin kompetitif.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">9.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Mengembangkan dan memelihara penguasaan perilaku, nilai, dan kompetensi yang mendukung pilihan karir.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">10.<span style="font: 7.0pt "Times New Roman";"> </span></span><!--[endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Meyakini nilai-nilai yg terkandung dalam pernikahan dan berkeluarga sebagai upaya untuk menciptakan masyarakat yg bermartabat.<o:p></o:p></span></div>
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GUGUS 17 SLB Kab. Bekasihttp://www.blogger.com/profile/11825247209034689641noreply@blogger.com0tag:blogger.com,1999:blog-388750848148307268.post-28189776798058878552011-06-08T20:05:00.000-07:002016-06-04T00:35:21.474-07:00Serah Terima Jabatan Pengawas Wilayah IV 2012-2013<div dir="ltr" style="text-align: left;" trbidi="on">
<span id="fullpost">Awal Pergantian kepemimpinan Pengawas; dan perangkat Gugus 17 Kabupaten Bekasi </span><br />
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<span style="font-size: large;">Serah Terima Jabatan Pengawas Wilayah IV 2012-2013</span></div>
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Rangkuman Kegiatan SLB Kab. Bekasi <br />
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GUGUS 17 SLB Kab. Bekasihttp://www.blogger.com/profile/11825247209034689641noreply@blogger.com0tag:blogger.com,1999:blog-388750848148307268.post-87414888938032357682011-06-06T20:13:00.001-07:002011-06-07T20:18:41.073-07:00Struktur KKG Gugus 17<div dir="ltr" style="text-align: left;" trbidi="on"><span style="font-size: large;"><b><span id="fullpost">Susunan Pengurus GUGUS 17 SLB Kabupaten Bekasi </span></b></span><br />
<u><span id="fullpost">Terdiri dari :</span></u><br />
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; text-align: left; unicode-bidi: embed;"><span id="fullpost">1. <b> </b></span><span style="font-size: small;"><span style="color: black; font-family: Calibri;">STRUKTUR ORG.</span></span><span style="font-size: small;"><span style="color: black; font-family: Calibri;"> GUGUS 17 SLB KAB. BEKASI</span></span></div><div style="direction: ltr; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; text-align: left; unicode-bidi: embed;"><span style="font-size: small;"><span style="color: black; font-family: Calibri;">2. </span><span style="color: black; font-family: Calibri;">STRUKTUR ORG.</span></span><span style="color: black; font-family: Calibri;"><span style="font-size: small;"> </span>KKKS GUGUS 17 SLB KAB. BEKASI</span></div><div style="direction: ltr; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; text-align: left; unicode-bidi: embed;"><span style="color: black; font-family: Calibri;">3. </span><span style="font-size: small;"><span style="color: black; font-family: Calibri;">STRUKTUR ORG.</span></span><span style="font-size: small;"><span style="color: black; font-family: Calibri;"> K </span><span style="color: black; font-family: Calibri;">K</span><span style="color: black; font-family: Calibri;"> G </span><span style="color: black; font-family: Calibri;">GUGUS 17 SLB KAB. BEKASI</span></span></div><div style="direction: ltr; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; text-align: left; unicode-bidi: embed;"><br />
</div><div style="direction: ltr; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; text-align: left; unicode-bidi: embed;"><span style="font-size: small;"><span style="color: black; font-family: Calibri;">Dan Struktur Orgns. K K G adalah sbb : </span></span> </div><br />
<a href="data:image/png;base64,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" 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" width="400" /></a></div>GUGUS 17 SLB Kab. Bekasihttp://www.blogger.com/profile/11825247209034689641noreply@blogger.com0tag:blogger.com,1999:blog-388750848148307268.post-66829493179955740292011-06-06T20:09:00.000-07:002011-06-07T20:16:31.363-07:00Struktur KKKS Gugus 17<div dir="ltr" style="text-align: left;" trbidi="on"><span style="font-size: large;"><b><span id="fullpost">Susunan Pengurus GUGUS 17 SLB Kabupaten Bekasi </span></b></span><br />
<span id="fullpost">Terdiri dari :</span><br />
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; text-align: left; unicode-bidi: embed;"><span id="fullpost">1. <b> </b></span><span style="font-size: small;"><span style="color: black; font-family: Calibri;">STRUKTUR ORG.</span></span><span style="font-size: small;"><span style="color: black; font-family: Calibri;"> GUGUS 17 SLB KAB. BEKASI</span></span></div><div style="direction: ltr; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; text-align: left; unicode-bidi: embed;"><span style="font-size: small;"><span style="color: black; font-family: Calibri;">2. </span><span style="color: black; font-family: Calibri;">STRUKTUR ORG.</span></span><span style="color: black; font-family: Calibri;"><span style="font-size: small;"> </span>KKKS GUGUS 17 SLB KAB. BEKASI</span></div><div style="direction: ltr; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; text-align: left; unicode-bidi: embed;"><span style="color: black; font-family: Calibri;">3. </span><span style="font-size: small;"><span style="color: black; font-family: Calibri;">STRUKTUR ORG.</span></span><span style="font-size: small;"><span style="color: black; font-family: Calibri;"> K </span><span style="color: black; font-family: Calibri;">K</span><span style="color: black; font-family: Calibri;"> G </span><span style="color: black; font-family: Calibri;">GUGUS 17 SLB KAB. BEKASI</span></span></div><div style="direction: ltr; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; text-align: left; unicode-bidi: embed;"><br />
</div><div style="direction: ltr; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; text-align: left; unicode-bidi: embed;"><span style="font-size: small;"><span style="color: black; font-family: Calibri;">Dan Struktur Orgns. KKKS adalah sbb : </span></span></div><div style="direction: ltr; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; text-align: left; unicode-bidi: embed;"><span style="font-size: small;"><span style="color: black; font-family: Calibri;"> </span></span> </div><img alt="" height="320" 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" width="400" /></div>GUGUS 17 SLB Kab. Bekasihttp://www.blogger.com/profile/11825247209034689641noreply@blogger.com0tag:blogger.com,1999:blog-388750848148307268.post-26310306646494524272011-05-22T10:10:00.000-07:002011-05-22T10:10:15.725-07:00Membuat Patung dari Bubur Kertas<div dir="ltr" style="text-align: left;" trbidi="on"><h3 class="post-title">Membuat Patung dari Bubur Kertas</h3><div style="text-align: justify;">Lama tidak menulis di blog, kali ini saya sudah mendapat bahan tulisan yang akan diposting pada blog ini. Pada semester ini saya menempuh mata kuliah pendidikan keterampilan. Diampu oleh Ibu Siti Wahyuningsih, beliau adalah ketua program PGTK FKIP UNS. Beruntung kami mendapat dosen yang sabar dan ramah, sehingga kami menempuh mata kuliah ini dengan senang. Kelas kami kurang dari dua puluh mahasiswa karena sebagian teman yang lain sudah mengambil mata kuliah ini pada semester sebelumnya.</div><div style="text-align: justify;">Tugas pertama yang sudah kami kerjakan adalah membuat batik ikat. Dan tugas kedua adalah membuat patung yang terbuat dari bubur kertas. Tugas ini diberikan sekitar tiga minggu yang lalu, dan saat ini sudah selesai dan sudah dinilai. Saya akan berbagi pengalaman bagaimana cara membuat patung dari bubur kertas.</div><div style="text-align: justify;">Saya mendapat tugas membuat patung loro blonyo. Loro blonyo adalah patung sepasang laki-laki dan perempuan mengenakan pakaian jawa. Saya kebagian tugas membuat patung perempuan. Karena saya tidak tahu nama patung saya, maka saya sebut patung yang akan saya buat ini sebagai patung sinden gosip, he he.</div><div style="text-align: justify;">Baiklah yang pertama adalah kita harus tahu bentuk patung yang akan kita buat. Karena Ibu dosen kami baik hati maka beliau meminjami patung loro blonyo yang sudah jadi yang terbuat dari kayu. Saya mulai mengukur berapa panjang lebar dan tinggi patung tersebut, serta lekukan bodi dari patung sinden gosip. Agar tidak lupa ada baiknya ukurna tersebut ditulis di kertas sambil membuat coretan kerangka patung.</div><div class="imagecaptioneasy imagecaptioneasy_ne size-medium wp-image-468" style="width: 300px;"><img alt="Gambar(7)" class="alignnone size-medium wp-image-468" height="225" src="http://nofapgsd.student.fkip.uns.ac.id/files/2010/04/Gambar7-300x225.jpg" width="300" /><br />
Gambar(7)</div><div style="text-align: justify;"><i>gambar: patung loro blonyo</i></div><div style="text-align: justify;">Setelah itu kita mulai membuat kerangka patung. Saya membuat kerangka patung dari kawat. kawat disesuaikan dengan kebutuhan. Untuk membuat kerangka pokok agar patung berdiri tegak kita membutuhkan kawat yang ukuran besar, dapat dibeli di toko besi dengan harga delapan ribu per setengah kilo. Untuk membuat bagian tangan saya menggunakan kawat yang agak sedang ukurannya. Kemudian untuk merangkai / menyambung dapat mengguanakn kawat kecil atau biasa disebut kawat bendrat yang dapat dibeli seharga tiga ribu per gulung. Menyambung kawat hendaknya menggunakan tang, jangan memaksakan diri menggunakan tangan karena bisa melukai tangan anda. Tang dapat diperoleh dengan harga 17 ribu di supermarket.</div><div class="imagecaptioneasy imagecaptioneasy_ne size-medium wp-image-469" style="width: 225px;"><img alt="Gambar(12)" class="alignnone size-medium wp-image-469" height="300" src="http://nofapgsd.student.fkip.uns.ac.id/files/2010/04/Gambar12-225x300.jpg" width="225" /><br />
Gambar(12)</div><div class="imagecaptioneasy imagecaptioneasy_ght size-medium wp-image-470" style="width: 175px;"><img alt="Gambar(15)" class="alignright size-medium wp-image-470" height="300" src="http://nofapgsd.student.fkip.uns.ac.id/files/2010/04/Gambar15-123x300.jpg" width="175" /><br />
Gambar(15)</div><div style="text-align: justify;"><i>gambar: kerangka </i></div><div style="text-align: justify;">Pada kerangka bodi patung sebagai tempat melekatkan bubur kertas kita dapat menggunakan kawat kasa. Kawat kasa ini bervariasi harganya, yang saya gunakan seharga sembilan ribu per meter, ada juga yang terbuat dari alumunium yang umumnya digunakan untuk antena parabola harganya duapuluh ribu per meter.</div><div style="text-align: justify;">Jika kerangka sudah dibuat maka kita kemudian membuat bubur kertas. Saya mengguankan kertas koran untuk membuat bubur kertas, ada juga teman yang menggunakan kertas hvs. Teman saya yang menggunakan bubur kertas dari kertas hvs, bubur kertasnya terlihat lebih putih daripada yang mengguanakn kertas koran.</div><div style="text-align: justify;">Cara membuat bubur kertas adalah sebagai berikut. Rendam kertas koran selama satu malam. Esok paginya disobek kecil-kecil. Setelah itu kertas diblender. Cara memblender dengan mencampur kertas koran dan air, kemudian diblender. Saya memblender dengan blender yang cukup bagus, namun setelah beberapa kali digunakan blender akan panas dan mengeluarkan bau gosong. Sebaiknya blender diistirahatkan. Kemudian diulangi lagi setelah blender dingin.</div><div style="text-align: justify;">Setelah diblender kertas akan menjadi bubur, kemudian disaring untuk diambil buburnya. Setelah itu di campur dengan lem kanji. Cara membuat lem kanji adalah tepung kanji di rebus dengan air sampai mendidih. Setelah bubur kertas dicampur dengan lem, maka siap untuk ditempelkan pada kerangka.</div><div class="imagecaptioneasy imagecaptioneasy_ft size-medium wp-image-472" style="width: 230px;"><img alt="Gambar(19)" class="alignleft size-medium wp-image-472" height="178" src="http://nofapgsd.student.fkip.uns.ac.id/files/2010/04/Gambar19-300x225.jpg" width="230" /><br />
Gambar(19)</div><div style="text-align: justify;"><i>membuat lem kanji</i></div><div class="imagecaptioneasy imagecaptioneasy_ght size-medium wp-image-471" style="width: 236px;"><img alt="Gambar(16)" class="alignright size-medium wp-image-471" height="176" src="http://nofapgsd.student.fkip.uns.ac.id/files/2010/04/Gambar16-300x225.jpg" width="236" /><br />
Gambar(16)</div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"><i>membuat bubur kertas</i></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"><i><br />
</i></div><div style="text-align: justify;">Setelah bubur selesai dibuat kemudian ditempel ke kerangka sesuai model. Dalam menempel hendaknya sabar dan teliti, jangan tergesa-gesa.</div><div class="imagecaptioneasy imagecaptioneasy_ght size-medium wp-image-476" style="width: 183px;"><img alt="Gambar(26)" class="alignright size-medium wp-image-476" height="300" src="http://nofapgsd.student.fkip.uns.ac.id/files/2010/04/Gambar26-183x300.jpg" width="183" /><br />
Gambar(26)</div><div class="imagecaptioneasy imagecaptioneasy_ft size-medium wp-image-487" style="width: 235px;"><img alt="Gambar(21)" class="alignleft size-medium wp-image-487" height="212" src="http://nofapgsd.student.fkip.uns.ac.id/files/2010/04/Gambar213-300x225.jpg" width="235" /><br />
Gambar(21)</div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"><a href="http://nofapgsd.student.fkip.uns.ac.id/files/2010/04/Gambar121-173x300.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Gambar(121)" border="0" class="alignleft size-medium wp-image-477" height="200" src="http://nofapgsd.student.fkip.uns.ac.id/files/2010/04/Gambar121-173x300.jpg" width="115" /></a><i>menempel bubur kertas, diangin-anginkan</i></div><div style="text-align: justify;"></div><div style="text-align: justify;">Setelah selesai kemudian diangin-anginkan, jangan sampai terkena sinar matahari langsung karena akan membuat patung menjadi retak.</div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;">Setelah patung kering kemudian diberi warna. Saya membutuhkan waktu satu minggu untuk mengeringkan patung ini. Untuk bahan pewarna saya menggunakan bahan pewarna untuk sablon kertas. Harga pewarna cukup mahal per kaleng harganya antara tiga belas ribu sampai delapan belas ribu, dan harus dicampur dengan larutan EM3 dengan harga sembilan belas ribu per botol.</div><div style="text-align: justify;"></div><div class="imagecaptioneasy imagecaptioneasy_ft size-medium wp-image-477" style="width: 173px;"><br />
Gambar(121)</div><div class="imagecaptioneasy imagecaptioneasy_ght size-medium wp-image-478" style="width: 145px;"><br />
Gambar(123)</div><div style="text-align: justify;"><a href="http://nofapgsd.student.fkip.uns.ac.id/files/2010/04/Gambar123-145x300.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Gambar(123)" border="0" class="alignright size-medium wp-image-478" height="200" src="http://nofapgsd.student.fkip.uns.ac.id/files/2010/04/Gambar123-145x300.jpg" width="96" /></a><i>gambar: patung saya sedang dikeringkan</i></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;">Setelah selesai di beri warna kemudian patung di jemur agar kering. Setelah itu patung siap disajikan, he he. Maksudnya siap dinilai. Dan kali ini saya harus menerima kenyataan bahwa hasil karya saya mendapat nilai B, wah kenapa saya susah mendapat nilai A? hmm tanya kenapa.</div><div style="text-align: justify;"></div><div class="imagecaptioneasy imagecaptioneasy_nter size-medium wp-image-479" style="width: 357px;"><br />
Gambar(124)</div><div style="text-align: justify;"><a href="http://nofapgsd.student.fkip.uns.ac.id/files/2010/04/Gambar124-300x225.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Gambar(124)" border="0" class="aligncenter size-medium wp-image-479" height="149" src="http://nofapgsd.student.fkip.uns.ac.id/files/2010/04/Gambar124-300x225.jpg" width="200" /></a><i>gambar: patung milik bekti</i></div><div style="text-align: justify;">Kelebihan patung saya : menggunakan kerangka yang kuat dan dirancang dengan sungguh-sungguh sehingga tahan banting, tidak mudah penyok.</div><div style="text-align: justify;">Kelemahan patung saya : pewarnaan kurang bagus, ada bagian yang belum selesai, penempelan bubur kertas kurang rapi.</div></div>GUGUS 17 SLB Kab. Bekasihttp://www.blogger.com/profile/11825247209034689641noreply@blogger.com0tag:blogger.com,1999:blog-388750848148307268.post-62512704353454914342011-05-22T10:09:00.000-07:002011-05-22T10:09:29.820-07:00Kegagalan Membaca Pada Anak Tunagrahita<div dir="ltr" style="text-align: left;" trbidi="on"><br />
Kegagalan membaca pada anak tunagrahita sering dikaitkan dengan faktor kecerdasan yang rendah. Berbagai metode telah digunakan guru sebagai upaya ke arah itu, akan tetapi kegagalan kerap terjadi dan terus menjadi masalah.<br />
<a href="http://www.blogger.com/post-edit.g?blogID=388750848148307268&postID=6251270435345491434" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" height="200" 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" width="149" /></a>“Hasil penelitian menunjukkan, masih ada upaya dalam meningkatkan kemampuan membaca melalui model pembelajaran berbasis kesadaran linguistik dan persepsi visual untuk meningkatkan kemampuan membaca anak tunagrahita,” kata Endang Rochyadi saat mempertahan disertasi berjudul “Model Pembelajaran Berbasis Kesadaran Persepsi Visual Untuk Meningkatkan Kemampuan Membaca Anak Tunagrahita (Penelitian Dan Pengembangan Pada Anak Tunagrahita Di Sekolah Luar Biasa)”, di Sekolah Pascasarjana, Universitas Pendidikan Indonesia (UPI) Jln. Setiabudhi No. 229 Bandung, Senin (4/4/2011).<br />
Menurut pria kelahiran Tasikmalaya tanggal 18 Agustus 1956, penelitian tersebut diangkat atas banyak fakta dari kegagalan membaca yang bukan semata-mata dari masalah kecerdasan, melainkan adanya faktor lain yang turut mendukung terjadinya kegagalan dalam penguasaan prasayarat membaca. Beberapa studi melaporkan bahwa penguasaan kesadaran linguistik dan kesadaran persepsi merupakan prasayarat yang memiliki hubungan kuat terhadap kemampuan membaca seseorang.<br />
“Tujuan penelitian ini adalah terumuskannya model pembelajaran membaca yang cocok untuk meningkatkan kemampuan membaca anak tunagrahita. Penelitian ini didasarkan pada pandangan konstruktivistik-sosial Vygotsky yang meyakini bahwa intersaksi sosial merupakan wahana terjadinya perkembangan kognitif seseorang,” kata Endang Rochyadi.<br />
Dikemukakan, ada dua aspek perkembangan dari sudut pandang teori ini, yaitu perkembangan aktul dan potensial. Jarak antara keduanya itu disebut <i>zone of proximal development</i>. Prose belajar pada dasarnya merupakan interaksi-sosial antara anak dengan orang dewasa. Implikasinya, belajar membaca dapat didudukkan pada wilayah perkembangan itu melalui proses belajar termediasi (<i>mediated learning</i>).<br />
Penelitian ini menggunakan pendekatan <i>research and development </i>dengan subjek penelitian guru dan siswa tunagrahita di wilayah Priangan Timur. Alat pengumpul data adalah observasi, wawancara, dokumentasidan tes. Penelitian ini menghasilkan model pembelajarana membaca yang mempertimbangkan kesadaran linguistik dan kesadaran persepsi visual, untuk selanjutnya diberi nama “Model Pembelajaran Termediasi Dalam Membaca”.<br />
Temuan dari penelitian ini, kata Endang Rochyadi, antara lain (1) model ini secara signifikan efektif dalam meningkatkan kemampuan membaca anak tunagrahita dibandingkan model yang selama ini diterapkan di lapangan, baik pada uji terbatas, uji meluas maupun uji validasi model. (2) Faktor esensial dari kesadaran linguistik terhadap kemampuan membaca adalah kesadaran bunyi fonem dan sintaksis. Sementara faktor esensian dari kesadaran persepsi visual adalah diskriminasi dan visual memori.<br />
“Saran yang ingin saya sampaikan adalah model pembelajaran ini dikembangkan dalam tiga tahapan yang setiap tahapannya memiliki cara berbeda. Oleh karena itu dalam implementasinya menuntut adanya kompetensi guru melalui latihan atau sekurang-kurangnya mempelajari panduan,” ujar Endang Rochyadi.<br />
Untuk menyebarluaskan model ini diharapkan sekolah atau guru yang terlibat dalam pengembangan model ini dapat menyosialisasikan secara lebih luas ke sekolah atau guru di lingkungannya. Untuk peneliti lebih lanjut, disarankan kajiannya dikembangkan dan diperluas, baik subjek maupun aspek penguasaan keterampilan membacanya. Pada subjek penelitian disarankan untuk dicoba pada anak yang mengalami kesulitan belajar (<i>learnig disabilities</i>) atau lambat belajar <i>(slow learner)</i>.<br />
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" /></a>Endang Rochyadi lahir di Tasikmalaya tanggal 18 Agustus 1956. Putra terakhir dari enam saudara dari pasangan E. Syamsudin (Alm) dan Ganda Sumirah (Alm). Pada tahun 1984, ia menikah dengan Tati Sukaesih berasal dari Sumedang, yang berprofesi sebagai guru sekolah dasar. Endang menamatkan SD di Tasikmalaya pada tahun 1969, Sekolah Menengah Pertama (SMP Negeri 1) di tempat yang sama lulus pada tahun 1972 dan pada tahun 1975 menyelesaikan Pendidikan SMA Negeri 2 di Tasikmalaya.<br />
Pada Tahun 1976, ia melanjutkan pendidikan ke IKIP Bandung yang saat itu justru bertentangan dengan keinginan, terlebih ketika masuk ke jurusan<br />
<br />
Pendidikan Luar Biasa dengan spesialisasi pendidikan anak tunagrahita, dan sarjana mudanya diselesaikan pada tahun 1980 serta sarjana (S1) pada tahun 1983.<br />
Pada tahun 1985, Endang diangkat menjadi PNS di SGPLB sampai tahun 1996 dan sejak itu sampai sekarang bekerja di lingkungan FIP IKIP Bandung sebagai dosen di jurusan PLB. Pada tahun 1997, ia mendapat kesempatan melanjutkan pendidikan S2 di PPS UPI dengan mengambil program studi Pengembangan Kurikulum dan lulus pada tahun 1999.<br />
Selanjutnya pada tahun 2006 Endang diberi tugas tambahan (sebagai sekretaris) oleh ketua jurusan untuk merintis dan mengembangkan Laboratorium Pendidikan Luar Biasa, yang selanjutnya berkembang menjadi Pusat Pengembangan Anak. Pada tahun yang sama, ia dipercaya menjadi Ketua Pusat Layanan Mahasiswa Tunanetra bekerja sama dengan Yayasan Tunanetra Indonesia.<br />
<br />
<div style="text-align: center;"><i>(dikutip dari website UPI) </i></div></div>GUGUS 17 SLB Kab. Bekasihttp://www.blogger.com/profile/11825247209034689641noreply@blogger.com0tag:blogger.com,1999:blog-388750848148307268.post-20683396020655640682011-05-22T10:08:00.000-07:002011-05-22T10:08:36.278-07:00Deskripsi Anak Tunarungu<div dir="ltr" style="text-align: left;" trbidi="on"><table class="contentpaneopen"><tbody>
<tr><td class="contentheading" width="100%"><span style="font-size: xx-small;">Deskripsi Tunarungu </span></td> <td align="right" class="buttonheading" width="100%"><span style="font-size: xx-small;"><a href="http://www.pkplk-plb.org/index2.php?option=com_content&do_pdf=1&id=38" target="_blank" title="PDF"> <img align="middle" alt="PDF" border="0" name="PDF" src="http://www.pkplk-plb.org/templates/rhuk_solarflare_ii/images/pdf_button.png" /></a></span> </td> <td align="right" class="buttonheading" width="100%"><span style="font-size: xx-small;"><a href="http://www.pkplk-plb.org/index2.php?option=com_content&task=view&id=38&pop=1&page=0" target="_blank" title="Cetak"> <img align="middle" alt="Cetak" border="0" name="Cetak" src="http://www.pkplk-plb.org/templates/rhuk_solarflare_ii/images/printButton.png" /></a></span> </td> <td align="right" class="buttonheading" width="100%"><span style="font-size: xx-small;"><a href="http://www.pkplk-plb.org/index2.php?option=com_content&task=emailform&id=38&itemid=0" target="_blank" title="E-mail"> <img align="middle" alt="E-mail" border="0" name="E-mail" src="http://www.pkplk-plb.org/templates/rhuk_solarflare_ii/images/emailButton.png" /></a></span> </td> </tr>
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<tr> <td colspan="2" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; text-align: center;"><span style="font-size: xx-small;"><b><span style="font-family: "Times New Roman","serif";">INFORMASI PEHDIDIKAN ANAK TUNARUNGU</span></b></span></div><div align="center" class="MsoNormal" style="line-height: normal; text-align: center;"><span style="font-size: xx-small;"><b><span style="font-family: "Times New Roman","serif";">BAB I<br />
PENDAHULUAN</span></b></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";"> </span><b><span style="font-family: "Times New Roman","serif";">A. Karateristik</span></b></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><span style="font-family: "Times New Roman","serif";">1. Anak Tunarungu</span></b></span></div><div class="MsoNormal" style="line-height: normal;"><a href="http://www.blogger.com/post-edit.g?blogID=5956966719393487044&postID=2923785500114682194" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" height="200" 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" width="170" /></a><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Secara fisik, anak tunarungu tidak berbeda dengan anak dengar pada umumnya, sebab orang akan mengetahui bahwa anak menyandang ketunarunguan pada saat berbicara, mereka berbicara tanpa suara atau dengan suara yang kurang atau tidak jelas artikulasinya, atau bahkan tidak berbicara sama sekali, mereka hanya berisyarat.</span></span></div><table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="-moz-background-inline-policy: -moz-initial; background-attachment: scroll; background-color: #ffe599; background-image: none; background-position: 0% 50%; background-repeat: repeat; border-collapse: collapse; border: medium none; color: blue; width: 300px;"><tbody>
<tr> <td style="border: 1pt inset rgb(17, 17, 17); padding: 3pt; width: 100%;" width="100%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Anak tunarungu adalah anak yang mengalami gangguan pendengaran dan percakapan dengan derajat pendengaran yang berfariasi antara 27dB –40 dB dikatakan sangat ringan 41 dB – 55 dB dikatakan Ringan, 56 dB – 70 dB dikatakan Sedang, 71 dB – 90 dB dikatakan Berat, dan 91 ke atas dikatakan Tuli</span></span></div></td> </tr>
</tbody></table><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Dari ketidakmampuan anak tunarungu dalam berbicara, muncul pendapat umum yang berkembang, bahwa anak tunarungu ialah anak yang hanya tidak mampu mendengar sehingga tidak dapat berkomunikasi secara lisan dengan orang dengar. Karena pendapat itulah ketunarunguan dianggap ketunaan yang paling ringan dan kurang mengundang simpati, dibanding dengan ketunaan yang berat dan dapat mengakibatkan keterasingan dalam kehidupan sehari-hari.</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Batasan ketunarunguan tidak saja terbatas pada yang kehilangan pendengaran sangat berat, melainkan mencakup seluruh tingkat kehilangan pendengaran dari tingkat ringan, sedang, berat sampai sangat berat. Menurut Moores, definisi ketunarunguan ada dua kelompok.</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Pertama, seorang dikatakan tuli (deaf) apabila kehilangan kemampuan mendengar pada tingkat 70 dB Iso atau lebih, sehingga ia tidak dapat mengerti pembicaraan orang lain melalui pendengarannya baik dengan ataupun tanpa alat bantu mendengar.</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Kedua, seseorang dikatakan kurang dengar (hard of hearing) bila kehilangan pendengaran pada 35 dB Iso sehingga ia mengalami kesulitan untuk memahami pembicaraan orang lain melalui pendengarannya baik tanpa maupun dengan alat bantu mendengar.</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Heward & Orlansky memberikan batasan ketunarunguan sebagai berikut : <br />
Tuli (deaf) diartikan sebagai kerusakan yang menghambat seseorang untuk menerima rangsangan semua jenis bunyi dan sebagai suatu kondisi dimana suara-suara yang dapat dipahami, termasuk suara pembicaraan tidak mempunyai arti dan maksud-maksud kehidupan sehari-hari. Orang tuli tidak dapat menggunakan pendengarannya untuk dapat mengartikan pembicaraan, walaupun sebagian pembicaraan dapat diterima, baik tanpa maupun dengan alat bantu mendengar. </span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Kurang dengar (hard of hearing) adalah seseorang kehilangan pendengarannya secara nyata yang memerlukan penyesuaian-penyesuaian khusus, baik tuli maupun kurang mendengar dikatakan sebagai ganggunan pendengaran (hearing impaired).<br />
Dari berbagai batasan yang dikemukakan oleh beberapa pakar ketunarunguan, maka dapat disimpulkan bahwa ketunarunguan adalah suatu keadaan atau derajat kehilangan pendengaran yang meliputi seluruh gradasi ringan, sedang dan sangat berat yang dalam hal ini dikelompokkan ke dalam dua golongan besar yaitu tuli (lebih dari 90 dB) dan kurang dengar (kurang dari 90 dB), yang walaupun telah diberikan alat bantu mendengar tetap memerlukan pelayanan khsusus.</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><span style="font-family: "Times New Roman","serif";">2. Klasifikasi Tunarungu</span></b></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><i><span style="font-family: "Times New Roman","serif";">a. Berdasarkan tingkat kerusakan/kehilangan kemampuan mendengar percakapan/bicara orang digolongkan dalam 5 kelompok, yaitu</span></i></b></span></div><ol><li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Sangat ringan 27 – 40 dB</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Ringan 41 – 55 dB</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Sedang 56 – 70 dB</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Berat 71 – 90 dB</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Ekstrim 91 dB ke atas Tuli</span></span></li>
</ol><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><i><span style="font-family: "Times New Roman","serif";">b. Ketunarunguan berdasarkan tempat terjadinya kerusakan, dapat dibedakan atas</span></i></b></span></div><ol><li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Kerusakan pada bagian telinga luar dan tengah, sehingga menghambat bunyi-bunyian yang akan masuk ke dalam telinga disebut tuli konduktif.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Kerusakan telinga bagian dalam dan hubungan ke saraf otak yang menyebabkan tuli sensoris</span></span></li>
</ol><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><span style="font-family: "Times New Roman","serif";">3. Karakteristik Ketunarunguan</span></b></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Kognisi anak tunarungu antara lain adalah sebagai berikut:</span></span></div><ol><li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Kemampuan verbal (verbal IQ) anak tunarungu lebih rendah dibandingkan kemampuan verbal anak mendengar.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Namun performance IQ anak tunarungu sama dengan anak mendengar.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Daya ingat jangka pendek anak tunarungu lebih rendah daripada anak mendengar terutama pada informasi yang bersifat suksesif/berurutan.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Namun pada informasi serempak antara anak tunarungu dan anak mendengar tidak ada perbedaan.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Daya ingat jangka panjang hampir tak ada perbedaan, walaupun prestasi akhir biasanya tetap lebih rendah.</span></span></li>
</ol><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><span style="font-family: "Times New Roman","serif";">4. Lingkup Pengembangan Program Pendidikan bagi individu Tunarungu</span></b></span></div><ol><li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">TKLB/TKKh Tunarungu Tingkat Rendah : ditekankan pada pengembangan kemampuan senso-motorik, berbahasa dan kemampuan berkomunikasi khususnya berbicara dan berbahasa.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">SDLB/SDKh Tunarungu kelas tinggi ditekankan pada keterampilan senso-motorik, keterampilan berkomunikasi kemudian pengembangan kemampuan dasar di bidang akademik dan keterampilan sosial.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">SLTPLB/SMPKh Tunarungu ditekankan pada peningkatan keterampilan berkomunikasi dan keterampilan senso-motorik, keterampilan berkomunikasi dan keterampilan mengaplikasikan kemampuan dasar di bidang akademik dalam pemecahan masalah kehidupan sehari-hari, peningkatan keterampilan sosial dan dasar-dasar keterampilan vokasional.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">SMLB/SMAKh Tunarungu ditekankan pada pematangan keterampilan berkomunikasi, keterampilan menerapkan kemampuan dasar di bidang akademik yang mengerucut pada pengembangan kemampuan vokasional yang berguna sebagai pemenuhan kebutuhan hidup, dengan tidak menutup kemungkinan mempersiapkan siswa tunarungu melanjutkan pendidikannya kejenjang yang lebih tinggi.</span></span></li>
</ol><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><span style="font-family: "Times New Roman","serif";">B. Dasar Hukum</span></b></span></div><ol><li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Undang-Undang Republik Indonesia No. 20 tahun 2003 tentang Sistem Pendidikan Nasional.<br />
Bab IV pasal 5 ayat 2, 3 dan 4 serta bab VI pasal 32 ayat 1, 2 dan 3 menyatakan bahwa warga negara yang memiliki kelainan fisik, emosional, mental, intelektual, dan/atau sosial berhak memperoleh layanan pendidikan khusus. </span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Undang-undang No. 22 tahun 1999 dan Peraturan Pemerintah No. 25 tahun 2000 tentang Pemerintahan Daerah dan Pembagian Kewenangan Pusat dan Propinsi, mengatakan bahwa Pengelolaan Pendidikan Luar Biasa ada pada Dinas Pendidikan Propinsi.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Kepmendiknas No. 031/O/2002 tanggal 18 Maret 2002 tentang Organisasi dan Tata Kerja Depdiknas pasal 125 bahwa Direktorat Pendidikan Luar Biasa mempunyai tugas melaksanakan perumusan kebijakan, pemberian bimbingan dan evaluasi di bidang pendidikan luar biasa.</span></span></li>
</ol><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><span style="font-family: "Times New Roman","serif";">C. Tujuan</span></b></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Tujuan penyelenggaraan Layanan Pendidikan bagi Anak Tunarungu adalah sebagai berikut:</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><span style="font-family: "Times New Roman","serif";">1. Tujuan Umum</span></b></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Agar dapat mewujudkan penyelenggaraan pendidikan bagi anak yang berkebutuhan khusus, khususnya bagi anak Tunarungu seoptimal mungkin dan dapat melayani pendidikan bagi anak didik dengan segala kekurangan ataupun kelainan yang diderita sehingga anak-anak tersebut dapat menerima keadaan dirinya dan menyadari bahwa ketunaannya tidak menjadi hambatan untuk belajar dan bekerja, memiliki sifat dasar sebagai warga negara yang baik, sehat jasmani dan rohani, memiliki pengetahuan, keterampilan dan sikap yang diperlakukan untuk melanjutkan pelajaran, bekerja di masyarakat serta dapat menolong diri sendiri dan mengembangan diri sesuai dengan azas pendidikan seumur hidup. <br />
<br />
<b>2. Tujuan Khusus</b></span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Tujuan khusus Sekolah penyelengara pendidikan khusus (tunarungu) adalah:</span></span></div><ol><li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Turut melaksanakan pemerataan dan perluasan kesempatan memperoleh pendidikan bagi anak usia sekolah.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Peningkatan efisiensi dan efektifitas pendidikan bagi anak tunarungu di Indonesia.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Penyelenggaraan fasilitas pendidikan yang luwes dan relevan terhadap keperluan anak tunarungu.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Memiliki pengetahuan, kesadaran pengalaman dan keterampilan tentang isi bidang-bidang studi yang tercantum dalam kurikulum yang resmi.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Mengarahkan dan membina anak Tunarungu agar dapat menyesuaikan diri terhadap lingkungan sekitarnya.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Membantu dan membina anak Tunarungu agar memiliki keterampilan, keahlian, kejujuran, ataupun sumber pemnghasilan yangh sesuai denan jenis dan tingkat ketunaan yang disandangnya.</span></span></li>
</ol><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><span style="font-family: "Times New Roman","serif";">D. Penyelenggaraan Sekolah</span></b></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Sejalan dengan usaha Peningkatan Mutu Pendidikan dan pemerataan kesempatan beklajar bagi anak berkebutuhan khusus maka pemerintah senantiasa berusaha secara terus menerus memperhatikan perkembangan dan pertambahan Sekolah penyelenggara pendidikan khusus baik kualitatif maupun kuantitatif. Dalam menyelenggarakan pendidikan khusus untuk anak Tunanrungu perlu diperhatikan hal-hal sebagai berikut:</span></span></div><ol><li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Lokasi</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Bangunan/gedung</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Perabot</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Alat pendidikan khusus</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Alat peraga pendidikan</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Personil sekolah<br />
a. Tenaga kependidikan<br />
b. Tenaga Administrasi<br />
c. Tenaga ahli<br />
d. Tenaga kepustakaan</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Kurikulum</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Manajemen dan Administrasi</span></span></li>
</ol><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; text-align: center;"><span style="font-size: xx-small;"><b><span style="font-family: "Times New Roman","serif";">BAB II<br />
SARANA PRASARANA, KURIKULUM, DAN MANAJEMEN</span></b></span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><span style="font-family: "Times New Roman","serif";">A. Sarana Prasarana </span></b></span></div><div align="right"><table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="-moz-background-inline-policy: -moz-initial; background-attachment: scroll; background-color: white; background-image: none; background-position: 0% 50%; background-repeat: repeat; border-collapse: collapse; border: medium none; color: blue; width: 250px;"><tbody>
<tr> <td style="border: 1pt inset rgb(17, 17, 17); padding: 3pt; width: 100%;" width="100%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Sarana Prasarana adalah lingkungan fisik sekolah yang secara tidak langsung menunjang proses keterlaksanaan belajar mengajar di suatu sekolah, meliputi: jalan, saluran air, sanitasi, listrik, telpon.</span></span></div></td> </tr>
</tbody></table></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><span style="font-family: "Times New Roman","serif";">1. Sarana Fisik Sekolah</span></b></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Dalam membangun kampus pendidikan khusus untuk anak Tunarungu ada beberapa faktor yang harus diperhatikan antara lain:</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><i><span style="font-family: "Times New Roman","serif";">a. Karakteristik</span></i></b></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Faktor edukasi harus menjadi titik tolak perencanaan bentuk sekolah harus diciptakan dalam hubungan yang harmonis dengan tujuan yaitu untuk mengembangkan potensi anak tuna rungu semaksimal mungkin termasuk didalamnya beberapa persyaratan paedagogis yang bersifat umum dan khusus antara lain:</span></span></div><ol><li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Suasana yang tentram, tidak berdekatan dengan pasar atau bengkel, pabrik-pabrik. Suasana yang ramai dari hiruk pikuk dengan segala macam bunyian yang merusak telinga tidak menguntungkan anak-anak tuli apa lagi kalau anak tuli itu sedang mengadakan latihan mendengar dengan Hearing Aid.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Tanah yang disediakan selain untuk membangun juga cocok bagi latihan berkebun, beternak dan sebagainya.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Adanya fasilitas air, listrik yang dapat menjadi penunjang sarana pendidikan.</span></span></li>
</ol><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><i><span style="font-family: "Times New Roman","serif";">b. Keamanan dan transportasi</span></i></b></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Keamanan harus cukup terjamin, yaitu letak sekolah tidak ada dalam areal berbahaya (dekat gedung mesiu, sungai besar dan sebagainya). Untuk itu perlu diperhatikan hal-hal sebagai berikut:</span></span></div><ol><li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Letak sekolah harus strategis dalam arti sekolah dihubungkan dengan bagian-bagian lain oleh jalan yang baik dan yang cukup dilalui kendaraan umum. Sehingga memudahkan orangtua murid, dokter dan lainnya ke lokasi sekolah.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Agar sekolah benar-benar dapat menjadi tempat pengembangan potensi bagi anak penyandang tunarungu hendaknya memenuhi persyaratan sebagai berikut:</span></span></li>
</ol><div class="MsoNormal" style="line-height: normal; margin-left: 1in; text-indent: -0.25in;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">1.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: "Times New Roman","serif";">Tanah untuk sekolah harus memenuhi syarat-syarat kesehatan antara lain :<br />
(1). tidak dekat pembuangan sampah.<br />
(2). tanahnya mudah dikeringkan.<br />
(3) Pembuangan kotoran mudah dilaksanakan karena (saluran) riolringnya baik.</span></span></div><div class="MsoNormal" style="line-height: normal; margin-left: 1in; text-indent: -0.25in;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">2.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: "Times New Roman","serif";">Untuk sekolah pendidikan khusus Tunarungu dengan kapasitas 100 orang yang ideal diperlukan tanah seluas kurang lebih 20.000 m2 dan dipergunakan untuk :<br />
(1). komplek bangunan kurang lebih 10.000 m2<br />
(2). lapangan bermain olahraga, tempat parkir, kebun bunga/taman kurang lebih 5.000 m2<br />
(3). tanah untuk pertanian kurang lebih 5.000 m2</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Dengan fasilitas tanah seluas itu anak-anak dapat belajar dalam suasana aman dan tentram serta memberikan keluasaan bergerak yang optimal.</span></span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><span style="font-family: "Times New Roman","serif";">B. Bangunan-bangunan yang diperlukan di sekolah pendidikan khusus Tunarungu adalah sebagai berikut:</span></b></span></div><ol><li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Ruang belajar<br />
(a) ruang teori <br />
(b) ruang bina wicara<br />
(c) ruang laboratorium<br />
(d) ruang keterampilan putri<br />
(e) ruang keterampilan putra<br />
(f) ruang serba guna/kesenian<br />
(g) ruang latihan mendengar (ruang training 1 ruang)<br />
(h) ruang audiologi <br />
(i) ruang observasi</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Ruang penunjang<br />
(a) ruang perpustakaan<br />
(b) ruang bimbingan dan penyuluhan<br />
(c) ruang klinik ruang dokter anak, dokter THT dan psikolog<br />
(d) ruang UKS<br />
(e) ruang audiometer<br />
(f) ruang pameran<br />
(g) ruang kepala sekolah<br />
(h) ruang tata usaha<br />
(i) ruang guru<br />
(j) ruang ibadah<br />
(k) gudang<br />
(l) kamar mandi/WC murid<br />
(m) kamar mandi/WC guru<br />
(n) ruang koperasi/kantin<br />
(o) ruang tunggu/bangsal pertemuan<br />
(p) bangsal kendaraan<br />
(r) rumah penjaga <br />
(s) ruang latihan keterampilan<br />
- Menjahit, seni lukis, pekerjaan tangan, perbengkelan, dan koleksi hasil pekerjaan tangan<br />
(t) rumah kepala sekolah <br />
(u) rumah guru</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Asrama<br />
Sebaiknya asrama dibangun dengan sistem pavilyun penghuni dari pavilyun maksimal 10 orang termasuk satu orang penjaga. Untuk 100 orang anak diperlukan maksimal 12 pavilyun dengan fasilitas tersendiri tiap-tiap pavilyun terdiri dari :<br />
a) kamar untuk penjaga<br />
b) kamar tidur untuk anak-anak</span></span></li>
</ol><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><span style="font-family: "Times New Roman","serif";">C. Tata Letak Ruang</span></b></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><span style="font-family: "Times New Roman","serif";">1. Ruang-ruang di sekolah</span></b></span></div><ol><li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><i><span style="font-family: "Times New Roman","serif";">Ruang kelas biasa</span></i></b><span style="font-family: "Times New Roman","serif";">. Bangunan dan ruang kelas untuk anak tunarungu dan anak normal pada umumnya tidak berbeda dengan sekolah umum yaitu bangunan harus kokoh, udara harus cukup untuk anak dan selalu segar karena ventilasi yang sempurna, dinding dan lantai harus kering tidak boleh lembab, penerangan harus cukup dan cahaya dari luar hendaknya datang dari sebelah kiri anak. Persyaratan mengenai papan tulis dan bentuk bangku yang tidak membahayakan kesehatan anak.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><i><span style="font-family: "Times New Roman","serif";">Ruang latihan bicara dan ruang audiometri</span></i></b><span style="font-family: "Times New Roman","serif";"> sebaiknya agar tidak terganggu oleh anak-anak lain, pelajaran latihan bicara diberikan dalam suatu ruang khusus, cukup untuk 1 guru 2 anak dan alat-alat yang diperlukan. Jika ruangan latihan bicara sekaligus dipakai untuk latihan mendengar dengan menggunakan alat pembantu dengar, sebaiknya dinding ruang diberi atau berlapis dengan semacam gabus peredap suara.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><i><span style="font-family: "Times New Roman","serif";">Ruang Audiometri</span></i></b><span style="font-family: "Times New Roman","serif";">. Ruang untuk keperluan meneliti dan mengukur (sisa) pendengaran dengan audimeter, merupakan ruang khusus yang letaknya sejauh mungkin dari sumber kegaduhan. Ruang itu dibuat kedap suara; sedemikian sehingga seberapa boleh tidak ada suara dapat masuk. Dinding dibagian dalam sebaiknya terdiri atau dilapisi bahan peredap suara.</span></span></li>
</ol><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><span style="font-family: "Times New Roman","serif";">2. Perabot Sekolah</span></b></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Secara garis besar perabot yang diperlukan untuk Sekolah pendidikan khusus Tunarungu hampir sama dengan keperluan anak-anak normal, mereka memerlukan : meja, kursi, almari, papan tulis, peta-peta, buku tulis, buku pelajaran, alat olahraga dan lapangan olahraga normal, baik ukuran maupun syarat permainannya.<br />
Sarana pendidikan adalah alat atau salah satu komponen dalam proses belajar mengajar yang diganakan untuk memvisualkan, memperagakan dan mempraktekkan serta memperjelas konsep ide atau gagasan untuk membantu mempercepat daya serap terhadap mata pelajaran.</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><span style="font-family: "Times New Roman","serif";">3. Sarana Pendidikan</span></b></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><i><span style="font-family: "Times New Roman","serif";">a. Alat Pendidikan Khusus</span></i></b></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Berhubung dengan ketulian yang dideritanya, maka sangat diperlukan alat-alat bantu khusus meningkatkan potensinya, yang masih dapat diperbaiki dan dikembangkan terutama masalah komunikasi baik dengan menggunakan bahasa lisan maupun tulisan.</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Kebutuhan minimal alat kebutuhan khusus di Sekolah Luar Biasa untuk anak-anak tunarungu antara lain:</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">1) <i>Audiometer</i></span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Yaitu alat penelitian yang dapat mengukur segala aspek dari pendengaran seseorang. Dengan audiometer dapat dibuat sebuah audigram yang dapat memberitahukan angka dari sisa pendengaran anak.</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">2) <i>Alat bantu mendengar</i> (hearing aid)</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Dengan mempergunakan alat bantu dengar (hearing aid) perorangan dan alat bantu dengan (group hearing aid) kelompok, anak-anak tunarungu diberikan latihan mendengar. Latihan-latihan tersebut dapat diberikan secara individual atau secara kelompok.</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">3) <i>Cermin</i></span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Untuk memberikan cantoh-contoh ucapan dengan artikulasi yang baik diperlukan sebuah cermin. Dengan bantuan cermin kita dapat menyadarkan anak terhadap posisi bicara yang kurang tepat. Dengan bantuan cermin kita dapat mengucapkan beberapa contoh konsonan, vokal dan kata-kata atau kalimat dengan baik.</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">3) <i>Alat bantu wicara</i> (speech trainer)</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Speech trainer ialah sebuah alat elektronik terdiri dari amplifaer, head phone dan mickrophone. Gunanya untuk memberikan latihan bicara individual. Bagi yang masih mempunyai sisa pendengaran cukup banyak akan sangat membantu pembentukan ucapannya. Bagi yang sisa pendengarannya sedikit akan membantu dalam pembentukan suara dan irama.</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><i><span style="font-family: "Times New Roman","serif";">b. Alat Peraga</span></i></b></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Untuk memperkaya perbendaharaan bahasa anak hendaknya jangan dilupakan alat-alat peraga tradisional seperti:<br />
1) Miniatur binatang-binatang<br />
2) Miniatur manusia<br />
3) Gambar-gambar yang relevan<br />
4) Buku perpustakaan yang bergambar<br />
5) Alat-alat permainan anak</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Sesuai dengan kemampuan anak tunarungu dalam kurikulum lebih diutamakan mata pelajaran keterampilan yang menuju kearah irama. Untuk itu diperlukan alat-alat keterampilan untuk pria dan atau wanita antara lain sebagai berikut :<br />
1) Alat pertukangan<br />
2) Alat pertanian<br />
3) Alat perbengkelan<br />
4) Alat tenun<br />
5) Alat masak memasak<br />
6) Alat jahit menjahit<br />
7) Alat salon kecantikan<br />
8) Alat potong rambut (barber shop)<br />
9) Komputer</span></span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><span style="font-family: "Times New Roman","serif";">D. Kurikulum Pendidikan Khusus Anak Tunarungu</span></b></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Ketunarunguan yang berdampak kepada kemiskinan bahasa dan hambatan dalam berkomunikasi, dianggap menyulitkan orang lain termasuk dalam layanan pendidikannya. Hal ini dapat dibuktikan terutama di Indonesia, hingga kini layanan pendidikan bagi anak tunarungu sebagian besar bersifat segregatif, yaitu pelayanan pendidikan bagi anak-anak dengan kebutuhan khusus yang terpisah dari satuan pendidikan pada umumnya. Wujud dari pendidikan segregatif ini adalah yang lazim dikenal Sekolah Khusus (SKh).</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Sistem segregatif ini baik, jika hanya untuk kepentingan pembelajaran, namun jika sampai kepada layanan pendidikan, segregatif tentu saja akan merugikan anak. Mereka akan kehilangan haknya untuk belajar, bersosialisasi dan berkomunikasi dengan teman sebayanya yang mendengar. Sistem pendidikan segregatif (SKh) sangat tidak membantu perkembangan sosialitas peserta didik. Sehingga tetap sulit bagi anak khusus, khususnya anak tunarungu yang sudah tamat dari SKh untuk dapat diterima sebagai anggota masyarakat. Hal ini merupakan akibat dari adanya penyederhanaan strategi pembelajaran yang tidak memperhitungkan bahwa pergaulan antar peserta didik dalam komunitasnya merupakan bentuk proses pembelajaran natural yang seharusnya tidak boleh diabaikan.</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Berdasarkan karakteristik anak tunarungu, khususnya miskinnya bahasa yang disebabkan karena ketunarunguannya yang berakibat ia tidak mengalami masa pemerolehan bahasa seperti halnya anak dengar lainnya, maka dalam pengembangan kurikulum untuk anak tunarungu harus dilandasi pada kompetensi berbahasa dan komunikasi yang selanjutnya dapat diimplementasikan dalam pengajaran bahasa yang menggunakan pendekatan percakapan. Disinilah nampak metode ini sejalan dengan konsep Language Across the Curricullum atau kurikulum lintas bahasa, yang memiliki filosofi bahwa tujuan kurikulum akan dapat dicapai dahulu jika didahului dengan keterampilan dan penguasaan bahasa yang tinggi.</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Dengan demikian dapat disimpulkan bahwa dari Language Across the Curricullum itu adalah sebuah metode pembelajaran yang senantiasa disajikan melalui konteks kebahasaan melalui percakapan, yang tahapannya dari mulai penguasaan bahasa, aturan bahasa, hingga ke pengetahuan umum.<br />
Untuk itu perlu dikembangkan satu model kurikulum bagi anak dengan gangguan pendengaran yang berbasiskan Kompetensi Berbahasa dan Komunikasi untuk menuju kecakapan hidup. </span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Kurikulum yang berlaku di pendidikan khusus untuk anak tunarungu masih menggunakan Kurikulum 1994, sedangkan wacana yang berkembang sekarang ini kurikulum yang berbasis kompetensi sehingga mengarah pada skill dan keterampilan masing-masing peserta didik sesuai dengan kekhususannya. Secara proporsional kurikulum pada SMPKh menitikberatkan pada program keterampilan 42% dan SMAKh menitikberatkan pada program keterampilan 62%. Pelaksanaannya di lapangan sangat dipengaruhi oleh faktor lingkungan di mana sekolah tersebut berada dan hal ini pun masih harus disesuaikan dengan keberadaan situasi dan kondisi lingkungan daerah masing-masing. Sebagai contoh:</span></span></div><ol><li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Sekolah yang berada di lingkungan pantai, maka kurikulum muatan lokalnya antara lain pengolahan hasil laut, atau keterampilan yang menunjang perangkat nelayan, misalnya merajut jaring, jala dan sebagainya;</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Sedangkan untuk sekolah yang berada pada daerah pegunungan atau dataran rendah dapat menerapkan keterampilan pertanian, perikanan darat, keterampilan menganyam dan sebagainya.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Sekolah yang berada di perkotaan dapat menerapkan keterampilan otomotif, percetakan, sablon, mengukir atau membatik. <br />
Kurikulum Sekolah Luar Biasa 1994 yang memuat tentang Landasan Program dan Pengembangan; Garis-garis Besar Program Pengajaran (GBPP); Tentang Pedoman Pelaksanakan, sedangkan Kurikulum yang telah diberlakukan pada tahun 2003 adalah Kurikulum Berbasis Kompetensi (KBK), yang mencakup satuan pendidikan TKLB, SDLB, SLTPLB, dan SMLB memberikan kesempatan bagi anak-anak berkebutuhan khusus untuk mengembangkan kompetensinya seoptimal dan setinggi mungkin dan untuk mendapatkan pekerjaan yang berguna agar dapat hidup mandiri di masyarakat dan dapat bersaing di era global. Kurikulum ini memungkinkan siswa dapat belajar atau mempelajari sesuai dengan bakat dan minat serta program keterampilan yang ditawarkan pada lembaga pendidikan khusus, dengan komposisi perbandingan antara teori dan praktik cukup proporsional.</span></span></li>
</ol><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><span style="font-family: "Times New Roman","serif";">C. Manajemen</span></b></span></div><div align="right" style="background-color: white; color: blue;"><table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="-moz-background-inline-policy: -moz-initial; background-attachment: scroll; background-image: none; background-position: 0% 50%; background-repeat: repeat; border-collapse: collapse; border: medium none; width: 200px;"><tbody>
<tr> <td style="border: 1pt inset rgb(17, 17, 17); padding: 3pt; text-align: left; width: 100%;" width="100%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Manajemen pada lembaga pendidikan khusus di era sekarang ini lebih menitikberatkan pada aspek pengelolaan yang mengarah pada kemandirian sekolah dan sebuah bentuk atau wujud keterlaksanaan otonomi sekolah</span></span></div></td> </tr>
</tbody></table></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Sebagai individu yang merupakan sesama warganegara, anak tunarungu juga memiliki hak yang sama dalam memperoleh layanan pendidikan. Itu merupakan satu hal yang bersifat kodrati, alami dan manusiawi. Oleh sebab itu tak dapat dipungkiri lagi bahwa pendidikan merupakan salah satu hak dasar bagi setiap individu manusia, termasuk didalamnya anak tunarungu.</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Namun demikian, upaya untuk menempatkan anak tunarungu sejajar dengan anak yang mendengar adalah bukanlah hal yang mudah. Pertanyaannya adalah, strategi apakah yang dapat memberikan kemampuan komunikasi dan berbahasa yang cukup sehingga anak tunarungu memiliki kecukupan bahasa untuk belajar bidang-bidang studi lainnya, serta bersosialisasi dengan guru dan teman sebayanya di sekolah maupun di luar sekolah ? Untuk menentukan strategi yang sesuai terhadap layanan pendidikan anak tunarungu tidak lepas dari beberapa faktor manajemen pengelolaan pendidikan bagi anak tunarungu sebagai berikut: </span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><span style="font-family: "Times New Roman","serif";">1. Manajemen Berbasis Sekolah</span></b></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Di era desentralisasi ini seluruh sektor termasuk sektor pendidikan dituntut untuk ber “otonomi”, antara lain Direktorat Jenderal Pendidikan Dasar dan Menengah dalam mengelola pendidikan luar biasa sudah saatnya menyerahkan sebagian kewenangan pengelolaannya kepada daerah dan masyarakat lingkungan sekolah. Salah satu kebijakan yang menyangkut otonomi pendidikan luar biasa, pemerintah dalam hal ini Direktorat Jenderal Pendidikan Dasar dan Menengah adalah konsep Manajemen Berbasis Sekolah (MBS). Pada awal tahun 2000 Direktorat Jenderal Pendidikan Dasar dan Menengah telah memperkenalkan dan mensosialisasikan konsep manajemen berbasis sekolah, sebagai konsekuensi logis terhadap diberlakukannya UU No. 22 tahun 1999 tentang Pemerintahan Daerah dan PP No. 25 tahun 2000, tentang Kewenangan Pemerintah dan Kewenangan Propinsi sebagai daerah otonom.</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Manajemen Berbasis Sekolah bertujuan untuk memandirikan atau memberdayakan sekolah melalui pemberian kewenangan (otonomi) kepada sekolah dan mendorong sekolah untuk melakukan pengambilan keputusan secara partisipatif. Lebih rincinya Manajemen Berbasis Sekolah bertujuan untuk:</span></span></div><ol><li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Meningkatkan peranserta warga sekolah dan masyarakat dalam penyelenggaraan pendidikan melalui pengambilan keputusan bersama;</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Meningkatkan tanggungjawab sekolah terhadap orangtua, mayarakat, pemerintah dan mutu sekolahnya;</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Meningkatkan kompetisi yang sehat antar sekolah tentang mutu pendidikan yang akan dicapai;</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Memberikan pertanggungjawaban tentang mutu pendidikan kepada pemerintah, orangtua peserta didik, dan masyarakat;</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Memberikan kesempatan kepada sekolah untuk menyusun kurikulum muatan lokal, sedangkan kurikulum inti dan evaluasi berada pada kewenangan pusat dan pengembangannya disesuaikan dengan daerah dan sekolah masing-masing.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Memberikan kesempatan untuk menjalin hubungan kerjasama kepada sekolah baik dengan perorangan, masyarakat, lembaga dan dunia usaha yang tidak mengikat.</span></span></li>
</ol><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Manajemen berbasis sekolah sudah mulai dirintis Direktorat Pendidikan Luar Biasa lebih awal. Wujud nyata dari ide School Base Management itu dapat kita lihat mulai dari enrolment-assessment awal, penempatan siswa pada kelas-kelas yang sesuai dengan kemampuan yang dimiliki, pembuatan Individual Educational Program (IEP) oleh guru dalam mengajar yang selalu melibatkan orang tua murid, guru, tenaga ahli, dan para spesialis yang membidangi, sehingga anak betul-betul dapat dilayani secara profesional. Hubungan guru dengan orangtua dan masyarakat selalu dijaga kelangsungannya sehingga permasalahan yang timbul dapat diatasi bersama secara holistik.</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><span style="font-family: "Times New Roman","serif";">2. Ketenagaan</span></b></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><i><span style="font-family: "Times New Roman","serif";">a. Tenaga Kependidikan</span></i></b></span></div><ol><li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Kepala Sekolah bertugas dan bertanggung jawab memimpin/manajemen dari terselenggaranya program pendidikan pada sekolah luar biasa yang dibinanya.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Guru Bidang Keterampilan bertugas mengembangkan bakat dan minat anak, yang berhubungan dengan kemampuan kerja mereka juga menyusun program latihan kerja yang diperlukan, sehingga anak menjadi kreatif dan produktif.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Guru Kelas bertugas melaksanakan program pengajaran di kelas mungkin dengan mengindahkan pentingnya pelayanan individual pada anak.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Guru Latihan Bicara, Semua guru untuk anak tunarungu harus mempunyai keahlian untuk memberi latihan bicara, latihan bicara secara klasikal dapat diberikan setiap hari di kelas. Sedangkan untuk latihan individual di ruang latihan bicara diberikan oleh guru khusus latihan.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Ahli Bina Wicara bertugas mencari sebab-sebab kesukaran bicara atau kelainan bicara yang bersumber pada kesukaran-kesukaran psikologis.<br />
Misalnya kelainan emosi (takut, malu, tertekan, rasa rendah diri, tidak percaya pada kemampuan diri, merasa diperlakukan kurang adil, kurang diperhatikan, kurang kasih sayang) serta memberikan terapinya dengan program yang matang. Jika kesukaran bicara anak disebabkan oleh kelainan organis, ia dapat memberikan saran untuk mengatasi kelainan tersebut pada orangtua yang bertanggung jawab sebagai wali.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Guru mata pelajaran yang lain sama dengan guru mata pelajaran pada sekolah normal lainnya seperti : guru agama, guru olahraga, kesenian dan lainnya sama dengan sekolah normal.</span></span></li>
</ol><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><i><span style="font-family: "Times New Roman","serif";">b. Tenaga Ahli</span></i></b></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Ahli-ahli yang diperlukan antara lain:</span></span></div><ol><li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Dokter THT (Dokter spesial telinga hidung dan tenggorokan) ia bertugas mengevaluasi hidung, tenggorokan dan telinga, untuk menetapkan apakah organ-organ tersebut berfungsi normal, apakah terjadi pembesaran tonsil, terjadi infeksi dan apakah ada kelainan pada organ pendengaran tersebut.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Audiometris bertugas memeriksa derajat sisa pendengaran anak, memeriksa anak mendengar dengan kondisi hawa atau dengan kondisi tulang, ia juga menentukan sisa pendengaran pada telinga kiri dan kanan serta menentukan <br />
jenis alat</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Psikolog menentukan tingkat kecerdasan anak, menentukan kalainan-kelainan psikologis lainnya yang berpengaruh negatif pada diri anak misalnya perkembangan kepribadian anak, kemampuan ingatan anak, kemajuannya di sekolah, tingkah laku anak, keadaan emosinya dan sebagainya.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Pekerja Sosial bertugas mengumpulkan data terutama yang berhubungan dengan latar belakang sosial anak problem-problem yang terjadi hubungan antar keluarga, latar belakang ekonomi keluarganya, sikap sosial anak, orangtua dan masyarakat sekitar.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Orto Pedagogik atau seorang ahli pendidikan anak luar biasa bertugas dan berwenang menentukan jenis program pendidikan untuk setiap kelompok anak tunarungu. Bimbingan dan Penyuluhan selama anak mengikuti pendidikan di sekolah perlu diselenggarakan bimbingan dan penyuluhan yang positif dalam berbagai keaktifan hidup mereka. Bimbingan dan penyuluhan tersebut bertujuan memberikan kemampuan kepada anak supaya dapat menyelesaikan dan memecahkan persoalan-persoalan yang dihadapi mereka dalam bermacam-macam situasi bimbingan dan penyuluhan yang diperlukan antara lain:<br />
• Bimbingan dan penyuluhan dalam pendidikan<br />
• Bimbingan dan penyuluhan dalam kejuruan/kerja<br />
• Bimbingan dan penyuluhan dalam segi sosial/kemasyarakatan<br />
• Bimbingan dan penyuluhan dalam segi pribadi<br />
• Bimbingan dan penyuluhan dalam segi kesehatan</span></span></li>
</ol><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><i><span style="font-family: "Times New Roman","serif";">c. Tenaga Administrasi dan Tenaga lainnya</span></i></b></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Selain guru pada sekolah luar biasa diperlukan juga pegawai yang tidak kalah pentingnya dalam upaya terselenggaranya program penyelenggaraan suatu sekolah diantaranya :<br />
1) Tata Usaha Sekolah dan staf<br />
2) Pesuruh sekolah<br />
3) Penjaga sekolah<br />
4) Tukang kebun<br />
5) Sopir</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><i><span style="font-family: "Times New Roman","serif";">d. Tenaga Asrama</span></i></b></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Bagi Sekolah Luar Biasa yang menyelenggarakan asrama diperlukan tenaga asrama sebagai berikut :<br />
1) Kepala Asrama<br />
2) Pembimbing anak<br />
3) Juru masak<br />
4) Pelayan<br />
5) Sopir Asrama</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Sedikit banyak meraka turut mempunyai andil dalam mensukseskan kemampuan menghayati suka duka anak-anak luar biasa bagian tunarungu dan mempunyai dedikasi untuk membantu anak-anak tunarungu secara wajar dengan penuh pengertian dan rasa cinta kasih yang mendalam.</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Pegawai-pegawai SLB bagian tunarungu harus bekerjasama dan dapat membantu staf, guru, dan dapat menciptakan suasana dan situasi yang menguntungkan untuk berlangsungnya Pendidikan Luar Biasa tersebut.</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><b><span style="font-family: "Times New Roman","serif";">3. Administrasi dan Keuangan Sekolah</span></b></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Administrasi sekolah berpedoman pada administrasi yang dibakukan oleh Departemen Pendidikan Nasional Direktorat Jenderal Pendidikan Dasar dan Menengah Direktorat Pendidikan Luar Biasa meliputi, Administrasi Program Pengajaran, Kemuridan, Kepegawaian, Keuangan dan Perlengkapan Barang. Administrasi sekolah di era otonomi ini menggunakan prinsip <i>School Based Management</i> yang menempatkan kewenangan pengelolaan sekolah sebagai satu entitas sistem, dalam format ini kepala sekolah dan guru-guru sebagai kelompok profesional, bermitra dengan pihak-pihak yang berkepentingan lainnya, dianggap memiliki kapasitas untuk memahami kekuatan, kelemahan, peluang dan tantangan yang dihadapi sekolah dalam upaya mengembangkan program-program sekolah yang diinginkan sesuai dengan visi dan misi sekolah.</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Prinsip perencanaan pengadministrasian, penganggaran sampai dengan penggunaan dan pertanggungjawaban dapat dilakukan bersama antara stake holders sekolah dengan masyarakat dalam hal ini dewan sekolah/komite sekolah.</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Fungsi dasar suatu administrasi sekolah adalah sebagai suatu bentuk perencanaan, pencatatan, penginventarisasian, pengendalian, dan analisis kebutuhan barang dana/keuangan. Sebagai contoh dalam penyusunan anggaran berangkat dari rencana kegiatan atau program yang telah disusun dan kemudian diperhitungkan berapa biaya yang diperlukan untuk melaksanakan kegiatan tersebut, bukan dari jumlah dana yang tersedia dan bagaimana dana tersebut dihabiskan. Dengan rancangan yang demikian fungsi anggaran sebagai alat pengendalian kegiatan akan dapat diefektifkan.</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Langkah-langkah penyusunan anggaran yang dilakukan dan direncanakan bersama masyarakat meliputi:</span></span></div><ol><li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Menginventarisasi rencana kegiatan yang akan dilaksanakan.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Menyusun rencana berdasar skala prioritas pelaksanaannya.</span></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Menentukan program kerja dan rincian program.<br />
1) Menetapkan kebutuhan untuk pelaksanaan rincian program.<br />
2) Menghitung dana yang dibutuhkan.<br />
3) Menentukan sumber dana untuk membiayai rencana.</span></span></li>
</ol><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Berbagai rencana yang dituangkan ke dalam Rencana dan Program Tahunan sekolah pada dasarnya untuk merealisasikan program sekolah, oleh karena itu anggaran yang diperlukan juga tercakup dalam Rencana Anggaran dan Pendapatan Belanja Sekolah (APBS). Prinsip efisiensi harus diterapkan dalam penyusunan rencana anggaran setiap program sekolah. Pada anggaran yang disusun perlu dijelaskan, apakah rencana program yang akan dilaksanakan merupakan hal yang baru atau merupakan kelanjutan atas kegiatan yang telah dilaksanakan dalam periode sebelumnya, dengan menyebutkan sumber dana sebelumnya.</span></span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; text-align: center;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";"><br />
<b>BAB III<br />
PENUTUP</b></span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Sebagai salah satu usaha mewujudkan peningkatan mutu pendidikan dan pemerataan kesempatan belajar bagi anak berkebutuhan khusus tunarungu serta usaha mewujudkan kesejahteraan bagi anak, khususnya anak tunarungu, maka pemerintah senantiasa berusaha merealisasikan cita-cita tersebut antara lain dengan menyusun buku tentang informasi pelayanan pendidikan sesuai dengan jenis kelainan yang disandang oleh peserta didik.</span></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-size: xx-small;"><span style="font-family: "Times New Roman","serif";">Penyusunan buku untuk anak tunarungu ini diharapkan dapat menjadi bahan informasi dan menjadi pedoman bagi pemerintah khususnya bagi para pembina dan penyelenggara pendidikan khusus pada umumnya.</span></span></div><div class="MsoNormal"><br />
</div></td></tr>
</tbody></table></div>GUGUS 17 SLB Kab. Bekasihttp://www.blogger.com/profile/11825247209034689641noreply@blogger.com0tag:blogger.com,1999:blog-388750848148307268.post-34332089403891463122011-05-08T19:22:00.000-07:002011-05-08T19:34:06.467-07:00Rumus - rumus Bilangan Bulat<div dir="ltr" style="text-align: left;" trbidi="on"><br />
<div align="center" class="MsoNormal" style="mso-layout-grid-align: none; text-align: center; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span style="color: #231f20;">RUMUS-RUMUS BILANGAN BULAT</span></b></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><br />
</div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">1. Bilangan bulat terdiri dari bilangan bulat negatif, nol, dan bilangan bulat positif.</span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">2. Sifat-sifat penjumlahan pada bilangan bulat:</span></div><div class="MsoNormal" style="margin-left: .5in; mso-layout-grid-align: none; tab-stops: -.5in; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">a. Sifat tertutup</span></div><div class="MsoNormal" style="margin-left: 1.0in; mso-layout-grid-align: none; tab-stops: -.5in; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">Untuk setiap bilangan bulat <i>a </i>dan <i>b</i>, berlaku <i>a </i>+ <i>b </i>= <i>c </i>dengan <i>c </i>juga bilangan bulat.</span></div><div class="MsoNormal" style="margin-left: .5in; mso-layout-grid-align: none; tab-stops: -.5in; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">b. Sifat komutatif</span></div><div class="MsoNormal" style="margin-left: .5in; mso-layout-grid-align: none; tab-stops: -.5in; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;"> Untuk setiap bilangan bulat <i>a </i>dan <i>b</i>, selalu berlaku <i>a </i>+ <i>b </i>= <i>b </i>+ <i>a</i>.</span></div><div class="MsoNormal" style="margin-left: .5in; mso-layout-grid-align: none; tab-stops: -.5in; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">c. Sifat asosiatif</span></div><div class="MsoNormal" style="margin-left: .5in; mso-layout-grid-align: none; tab-stops: -.5in; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;"> Untuk setiap bilangan bulat <i>a</i>, <i>b</i>, dan <i>c </i>selalu berlaku (<i>a </i>+ <i>b</i>) + <i>c </i>= <i>a </i>+ (<i>b </i>+ <i>c</i>).</span></div><div class="MsoNormal" style="margin-left: .5in; mso-layout-grid-align: none; tab-stops: -.5in; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">d. Mempunyai unsur identitas</span></div><div class="MsoNormal" style="margin-left: 1.0in; mso-layout-grid-align: none; tab-stops: -.5in; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">Untuk sebarang bilangan bulat <i>a</i>, selalu berlaku <i>a </i>+ 0 = 0 + <i>a</i>. Bilangan nol (0) merupakan unsur identitas pada penjumlahan.</span></div><div class="MsoNormal" style="margin-left: .5in; mso-layout-grid-align: none; tab-stops: -.5in; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">e. Mempunyai invers</span></div><div class="MsoNormal" style="margin-left: 1.0in; mso-layout-grid-align: none; tab-stops: -.5in; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">Untuk setiap bilangan bulat <i>a</i>, selalu berlaku <i>a </i>+ (–<i>a</i>) = (–<i>a</i>) + <i>a </i>= 0. Invers dari <i>a </i>adalah –<i>a</i>, sedangkan invers dari –<i>a </i>adalah <i>a</i>.</span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">3. Jika <i>a </i>dan <i>b </i>bilangan bulat maka berlaku <i>a </i>– <i>b </i>= <i>a </i>+ (–<i>b</i>).</span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">4. Operasi pengurangan pada bilangan bulat berlaku sifat tertutup.</span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">5. Jika <i>p </i>dan <i>q </i>bilangan bulat maka</span></div><div class="MsoNormal" style="margin-left: .5in; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">a. <i>p x</i></span><span style="color: black; font-family: Symbol; font-size: 10.5pt;"> </span><i><span style="color: #231f20; font-size: 11pt;">q </span></i><span style="color: #231f20; font-size: 11pt;">= <i>pq;</i></span></div><div class="MsoNormal" style="margin-left: .5in; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">b. (–<i>p</i>) x <i>q </i>= –(<i>p x</i></span><span style="color: black; font-family: Symbol; font-size: 10.5pt;"> </span><i><span style="color: #231f20; font-size: 11pt;">q</span></i><span style="color: #231f20; font-size: 11pt;">) = –<i>pq;</i></span></div><div class="MsoNormal" style="margin-left: .5in; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">c. <i>p x </i>(–<i>q</i>) = –(<i>p x </i></span><span style="color: black; font-family: Symbol; font-size: 10.5pt;"> </span><i><span style="color: #231f20; font-size: 11pt;">q</span></i><span style="color: #231f20; font-size: 11pt;">) = –<i>pq;</i></span></div><div class="MsoNormal" style="margin-left: .5in; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">d. (–<i>p</i>) x</span><span style="color: black; font-family: Symbol; font-size: 10.5pt;"> </span><span style="color: #231f20; font-size: 11pt;">(–<i>q</i>) = <i>p x </i></span><span style="color: black; font-family: Symbol; font-size: 10.5pt;"> </span><i><span style="color: #231f20; font-size: 11pt;">q </span></i><span style="color: #231f20; font-size: 11pt;">= <i>pq.</i></span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">6. Untuk setiap <i>p</i>, <i>q</i>, dan <i>r </i>bilangan bulat berlaku sifat</span></div><div class="MsoNormal" style="margin-left: .5in; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">a. tertutup terhadap operasi perkalian;</span></div><div class="MsoNormal" style="margin-left: .5in; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">b. komutatif: <i>p x q </i>= <i>q x p</i>;</span></div><div class="MsoNormal" style="margin-left: .5in; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">c. asosiatif: (<i>p x q</i>) x <i>r </i>= <i>p x </i>(<i>q x </i></span><span style="color: black; font-family: Symbol; font-size: 10.5pt;"> </span><i><span style="color: #231f20; font-size: 11pt;">r</span></i><span style="color: #231f20; font-size: 11pt;">);</span></div><div class="MsoNormal" style="margin-left: .5in; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">d. distributif perkalian terhadap penjumlahan: <i>p x (q </i>+ <i>r</i>) = (<i>p x q</i>) + (<i>p x </i></span><span style="color: black; font-family: Symbol; font-size: 10.5pt;"> </span><i><span style="color: #231f20; font-size: 11pt;">r</span></i><span style="color: #231f20; font-size: 11pt;">);</span></div><div class="MsoNormal" style="margin-left: .5in; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">e. distributif perkalian terhadap pengurangan: <i>p x</i></span><span style="color: black; font-family: Symbol; font-size: 10.5pt;"> </span><span style="color: #231f20; font-size: 11pt;">(<i>q </i>– <i>r</i>) = (<i>p x q</i>) – (<i>p x</i></span><span style="color: black; font-family: Symbol; font-size: 10.5pt;"> </span><i><span style="color: #231f20; font-size: 11pt;">r</span></i><span style="color: #231f20; font-size: 11pt;">).</span></div><div class="MsoNormal" style="margin-left: .5in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -.5in;"><span style="color: #231f20; font-size: 11pt;">7. Unsur identitas pada perkalian adalah 1, sehingga untuk setiap bilangan bulat <i>p </i>berlaku <i>p x </i>1 = 1 x <i>p </i>= <i>p</i>.</span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">8. Pembagian merupakan operasi kebalikan dari perkalian.</span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">9. Pada operasi pembagian bilangan bulat tidak bersifat tertutup.</span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">10. Apabila dalam suatu operasi hitung campuran bilangan bulat tidak terdapat tanda kurung, pengerjaannya </span><br />
<span style="color: #231f20; font-size: 11pt;"> berdasarkan sifat-sifat operasi hitung berikut.</span></div><div class="MsoNormal" style="margin-left: .5in; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">a. Operasi penjumlahan (+) dan pengurangan (–) <i>sama kuat</i>, artinya operasi yang terletak di sebelah kiri dikerjakan terlebih dahulu.</span></div><div class="MsoNormal" style="margin-left: .5in; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">b. Operasi perkalian ( </span><span style="color: #231f20; font-family: Symbol; font-size: 10.5pt;">�� </span><span style="color: #231f20; font-size: 11pt;">) dan pembagian (:) <i>sama kuat</i>, artinya operasi yang terletak di sebelah kiri dikerjakan terlebih dahulu.</span></div><div class="MsoNormal" style="margin-left: .5in; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: #231f20; font-size: 11pt;">c. Operasi perkalian ( </span><span style="color: #231f20; font-family: Symbol; font-size: 10.5pt;">�� </span><span style="color: #231f20; font-size: 11pt;">) dan pembagian (:) <i>lebih kuat </i>daripada operasi penjumlahan (+) dan pengurangan (–), artinya operasi perkalian (</span><span style="color: #231f20; font-family: Symbol; font-size: 10.5pt;">�� </span><span style="color: #231f20; font-size: 11pt;">) dan pembagian (:) dikerjakan terlebih dahulu daripada operasi penjumlahan (+) dan pengurangan (–).</span></div><div class="MsoNormal" style="margin-left: 0.5in; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin-left: 0.5in; text-align: justify;"><b><span style="font-size: small;"><span style="color: #231f20;">Link Download Rumus - rumus Bilangan Bulat </span></span></b>Matematika Kelas VII</div><div class="MsoNormal" style="margin-left: 0.5in; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin-left: 0.5in; text-align: justify;"></div><a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" src="data:image/jpeg;base64,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" /></a><span style="font-size: small;"><b> </b></span><span style="font-size: small;"><b> </b></span><b><span style="font-size: small;"><a href="http://www.ziddu.com/download/10022154/RUMUSBILBULAT.doc.html" rel="nofollow">Rumus Bilangan Bulat (27.0 Kb)</a></span></b><a href="http://www.ziddu.com/download/10022154/RUMUSBILBULAT.doc.html" rel="nofollow"> </a><br />
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