tag:blogger.com,1999:blog-69158967944930749552024-03-14T01:26:45.812+07:00Berbagi Ilmu Berbagi CeritaAku Wariskan Ilmu dan Cerita Ini Kepadamu,
Ambillah Ilmunya Pahamilah Ceritanya
Dan Ajarkanlah Kepada Orang-orang Tercinta.
Hak Cipta Milik Allah SWT.Cak Nurilhttp://www.blogger.com/profile/10089150055324210811noreply@blogger.comBlogger35125tag:blogger.com,1999:blog-6915896794493074955.post-36089076986499593672012-07-07T18:53:00.000+07:002012-07-07T18:53:34.678+07:00Walter Isaacson Berkata Tentang Wartawan<div dir="ltr" style="text-align: left;" trbidi="on">
Kekuatan wartawan terletak pada pelaporan, berkisah, bertutur dalam ragam sastra. Dalam proses internalisasi di perusahaan, kekuatan dan sosok setiap wartawan memperkuat kepercayaan masyarakat. Bila wartawan tidak mempunyai ini semuanya....bersiap-siaplah sayonara.</div>Cak Nurilhttp://www.blogger.com/profile/10089150055324210811noreply@blogger.com0tag:blogger.com,1999:blog-6915896794493074955.post-63227623734146218582012-02-08T23:05:00.000+07:002012-02-08T23:06:41.297+07:00Kalau Dia Jodohku<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ya
Tuhan… kalau dia jodohku, dekatkanlah. Kalau dia bukan jodohku, Jauhkanlah.
(edisi wajar)</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ya Tuhan… kalau dia jodohku,
dekatkanlah. Kalau dia bukan jodohku, Tolong dibantu yak! Bimsalabim jadi apa
prok 3x! (edisi Pak Tarno)</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ya Tuhan… kalau dia jodohku,
dekatkanlah. Kalau dia bukan jodohku, tolong dicek lagi ! Mungkin salah baca.
(edisi ngotot)</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ya Tuhan… kalau dia jodohku,
dekatkanlah. Kalau dia bukan jodohku, TER LA LU… (edisi Bung Rhoma)</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ya Tuhan… kalau dia jodohku,
dekatkanlah. Kalau dia bukan jodohku, tolong isi pulsa mama yaaaa. (edisi
penipu)</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ya Tuhan… kalau dia jodohku,
dekatkanlah. Kalau dia bukan jodohku, temennya lucu juga. (edisi nawar)</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ya Tuhan… kalau dia jodohku,
dekatkanlah. Kalau dia bukan jodohku, pecahkan saja gelasnya biar ramai. (edisi
Rangga)</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ya Tuhan… kalau dia jodohku,
dekatkanlah. Kalau dia bukan jodohku, ya sudahlah… (edisi Bondan)</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">ya Tuhan.. jika dia jodohku,
dekatkanlah. ..kalau dia bukan jodohku . .Dari dulu beginilah cinta, , sungguh
deritanya tiada akhir (Edisi Pat Kay)</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ya Tuhan… kalau dia jodohku,
lindungilah dia! Jangan sampai dia tertukar ato hilang. (edisi sendal saat
Shalat Jumat)</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ya Tuhan… kalau dia jodohku,
dekatkanlah. Kalau dia bukan jodohku, Prikitiew…(Edisi Sule)</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ya Tuhan… kalau dia jodohku,
dekatkanlah. Kalau dia bukan jodohku APAAN TUUH !!! (versi Jaja Miharja)</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ya Tuhan kalo dia jodohku maka
dekatkanlah , jika bukan biar hujan menghapus jejakmu (versi peterpan)</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ya Tuhan… kalau dia jodohku,
dekatkanlah. Kalau dia bukan jodohku, Kami menuntut perubahan..!!! (edisi
mahasiswa demo)</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ya Tuhan… kalau dia jodohku,
dekatkanlah. kalau dia bukan jodohku, berarti kena zonk! (edisi super deal)</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ya Tuhan… kalau dia
jodohku,dekatkanlah…klo bukan jodohku,yang lain pasti ketinggalan (edisi iklan
yamaha)</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ya Tuhan… kalau dia jodohku, maka
dekatkanlah. Kalau dia bukan jodohku, aduuuuh… ga gini2 juga kaleeeee… (versi
sketsa )</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ya Tuhan… kalau dia jodohku,
dekatkanlah. Karena aku ingin menjadi yang halal bagimu… (edisi Ayat-ayat cinta
)</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ya Tuhan… kalau dia jodohku,
dekatkanlah. Kalau dia bukan jodohku, SALAH GUE?!! SALAH TEMEN-TEMEN GUE?!!
(edisi AADC)</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ya Tuhan..kalau dia (miss...) jodohku.Terimakasih ya Allah terimakasih sekali cz mbaknya cantik banget,pinter,lugu,sholihah lagi... (edisi Man Ying)</span></div>
<div class="MsoNormal">
<br /></div>
</div>Cak Nurilhttp://www.blogger.com/profile/10089150055324210811noreply@blogger.com0tag:blogger.com,1999:blog-6915896794493074955.post-17792833294223781122012-01-30T10:00:00.000+07:002012-01-30T10:12:49.865+07:00Tahukan Ibumu Sering Membohongimu Karena Cintanya Kepadamu?????<div dir="ltr" style="text-align: left;" trbidi="on">
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ini, makna sesungguhnya dari kebohongan ini justru dapat membuka mata kita dan
terbebas dari penderitaan, ibarat sebuah energi yang mampu mendorong mekarnya
sekuntum bunga yang paling indah di dunia. Itulah Kebohongan orang tua pada
anaknya. Apa bukti bahwa mereka suka berbohong pada anaknya?</span></div>
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</div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
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yang miskin. Bahkan untuk makan saja, seringkali kekurangan. Ketika makan, sang
Orang Tua sering memberikan porsi nasinya untuk Andi. Sambil memindahkan nasi
ke mangkuk Andi, Orang Tua berkata : “Makanlah nak, aku tidak lapar”.
KEBOHONGAN Orang Tua YANG PERTAMA</span></div>
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</div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Ketika Andi mulai tumbuh dewasa,
Orang Tua yang gigih sering meluangkan waktu senggangnya untuk pergi memancing
di kolam dekat rumah, Orang Tua berharap dari ikan hasil pancingan, ia bisa
memberikan sedikit makanan bergizi untuk petumbuhan. Sepulang memancing, Orang
Tua memasak sup ikan yang segar dan mengundang selera. Sewaktu Andi memakan sup
ikan itu, Orang Tua duduk disampingnya dan memakan sisa daging ikan yang masih
menempel di tulang yang merupakan bekas sisa tulang ikan yang Andi makan. Andi
melihat Orang Tua seperti itu, hatinya tersentuh juga, lalu menggunakan sendok
dan memberikannya kepada Orang Tua’nya. Tetapi sang Orang Tua dengan cepat
menolaknya, ia berkata : “Makanlah nak, aku tidak suka makan ikan” . KEBOHONGAN
Orang Tua YANG KEDUA</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Sekarang Andi sudah masuk SMP, demi
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hasil tempelannya itu membuahkan sedikit uang untuk menutupi kebutuhan hidup.
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masih bertumpu pada lilin kecil dan dengan gigihnya melanjutkan pekerjaanny
menempel kotak korek api. Andi berkata :”Ibu/bapak, tidurlah, udah malam, besok
pagi ibu/bapak masih harus kerja.” Orang Tua tersenyum dan berkata :”Cepatlah
tidur nak, aku tidak capek”. KEBOHONGAN Orang Tua YANG KETIGA</span></div>
<div style="text-align: justify;">
</div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Ketika ujian tiba, Orang Tua meminta
cuti kerja supaya dapat menemani Andi pergi ujian. Ketika hari sudah siang,
terik matahari mulai menyinari, Orang Tua yang tegar dan gigih menunggu Andi di
bawah terik matahari selama beberapa jam. Ketika bunyi lonceng berbunyi,
menandakan ujian sudah selesai. Orang Tua dengan segera menyambut Andi dan
menuangkan teh yang sudah disiapkan dalam botol yang dingin untuknya. Teh yang
begitu kental tidak dapat dibandingkan dengan kasih sayang yang jauh lebih
kental. Melihat Orang Tua yang dibanjiri peluh, Andi segera memberikan gelasnya
untuk Orang Tuanya sambil menyuruhnya minum. Orang Tua berkata :”Minumlah nak,
aku tidak haus!”. KEBOHONGAN Orang Tua YANG KEEMPAT</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Setelah kepergian sang ayah tercinta
karena sakit, ibu yang malang harus merangkap sebagai seorang ayah dan juga
ibu. Dengan berpegang pada pekerjaan dia yang dulu, dia harus membiayai
kebutuhan hidup sendiri. Kehidupan keluarga pun semakin susah dan susah. Tiada
hari tanpa penderitaan. Melihat kondisi keluarga yang semakin parah, ada
seorang paman yang baik hati yang tinggal di dekat rumah Andi pun membantu ibu
baik masalah besar maupun masalah kecil. Tetangga yang ada di sebelah rumah
melihat kehidupan keluarga Andi yang begitu sengsara, seringkali menasehati ibu
Andi untuk menikah lagi. Tetapi Orang Tua yang memang keras kepala tidak
mengindahkan nasehat mereka, ibu berkata : “Saya tidak butuh cinta”. KEBOHONGAN
Orang Tua YANG KELIMA</span></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Setelah Andi dan abangnya semua
sudah tamat dari sekolah dan bekerja, ibu yang sudah tua sudah waktunya
pensiun. Tetapi ibu tidak mau, ia rela untuk pergi ke pasar setiap pagi untuk
jualan sedikit sayur untuk memenuhi kebutuhan hidupnya. Abang Andi yang bekerja
di luar kota sering mengirimkan sedikit uang untuk membantu memenuhi kebutuhan
ibu, tetapi ibu bersikukuh tidak mau menerima uang tersebut. Malahan mengirim
balik uang tersebut. Ibu berkata : “Saya punya duit” . KEBOHONGAN Orang Tua
YANG KEENAM</span></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Setelah lulus dari S1, Andi pun
melanjutkan studi ke S2 dan kemudian memperoleh gelar master di sebuah
universitas ternama di Amerika berkat sebuah beasiswa di sebuah perusahaan.
Akhirnya Andi pun bekerja di perusahaan itu. Dengan gaji yang lumayan tinggi,
Andi bermaksud membawa ibunya untuk menikmati hidup di Amerika. Tetapi ibu yang
baik hati, bermaksud tidak mau merepotkan anaknya, ia berkata kepada Andi “Aku
tidak terbiasa”. KEBOHONGAN Orang Tua YANG KETUJUH</span></div>
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<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Setelah memasuki usianya yang tua,
ibu terkena penyakit kanker lambung, harus dirawat di rumah sakit, Andi yang
berada jauh di seberang samudra atlantik langsung segera pulang untuk menjenguk
ibunda tercinta. Andi melihat ibu yang terbaring lemah di ranjangnya setelah
menjalani operasi. Ibu yang keliatan sangat tua, menatap Andi dengan penuh
kerinduan. Walaupun senyum yang tersebar di wajahnya terkesan agak kaku karena
sakit yang ditahannya. Terlihat dengan jelas betapa penyakit itu menjamahi
tubuh ibu Andi sehingga ibunya terlihat lemah dan kurus kering. Andi sambil
menatap ibunya sambil berlinang air mata. Hatinya perih, sakit sekali melihat
ibunya dalam kondisi seperti ini. Tetapi ibu dengan tegarnya berkata : “Jangan
menangis anakku, Aku tidak kesakitan” .KEBOHONGAN Orang Tua YANG KEDELAPAN.</span></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Setelah mengucapkan kebohongannya
yang kedelapan, ibu Andi tercinta menutup matanya untuk yang terakhir kali.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Saudaraku yang baik hatinya,Pertanyaanku hanya satu teruntuk kalian semuanya.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Apa yang sudah kita lakukan untuk mereka untuk membahagiakan hatinya?????</span></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
</div>Cak Nurilhttp://www.blogger.com/profile/10089150055324210811noreply@blogger.com0tag:blogger.com,1999:blog-6915896794493074955.post-80650426663448191252012-01-24T22:27:00.001+07:002012-01-24T22:27:32.568+07:00Pesan Permadani Lantai Untuk Kita<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
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<div class="MsoNormal" style="text-align: justify;">
Muhammad Nuril Hakim ( Man Ying)</div>
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<br /></div>
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<br /></div>
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" /> </div>
<div class="MsoNormal" style="text-align: justify;">
</div>
<div>
</div>
<div class="MsoNormal" style="text-align: justify;">
Sebuah cerita dari seorang sahabatku </div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
Inilah sebuah cerita dari seorang sahabatku yang sedang
merenungkan tentang kunci sukses dalam hidup ini.</div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
Usai bangun tidur.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
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</div>
<div class="MsoNormal" style="text-align: justify;">
Jendela kamar tidur bilang “ Lihatlah dunia diluar”</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
Langit-langit di kamar berpesan “Bercita-citalah setinggi
mungkin”</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
Jam dinding berdetak “ Setiap menit itu berharga”</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
Cermin berkata “ Berkacalah sebelum bertindak”</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
Kalender meja berbisik “ Jangan Menunda sampai besok”</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
Pintu berteriak “Dorong yang keras dan pergilah”</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
Tapi aku terhentak dengan sangat ketika sang permadani
lantai berpesan kepadaku “Jangan lupa bersujud dan berdoa”</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Demikianlah sebuah cerita dari seorang sahabatku untuk diriku.kuceritakan kembali ceritanya kepadamu dan aku berpesan untukmu sampaikalah ceritaku ini teruntuk orang-orang terkasih dan tersayang dalam hidupmu. </div>
</div>Cak Nurilhttp://www.blogger.com/profile/10089150055324210811noreply@blogger.com0tag:blogger.com,1999:blog-6915896794493074955.post-60499039884124721292012-01-11T16:00:00.000+07:002019-07-27T00:19:00.990+07:00Semuanya Diluar Dugaan Manusia<div dir="ltr" style="text-align: left;" trbidi="on">
Sebagian orang ada yang bekerja keras tidak kenal waktu,semuanya di gilas dalam hayalan.<br />
Hidup kaya raya adalah segalanya.macam kebutuhan sebagai pemuas.<br />
Sampai ajal menjemputnya ternyata kerja kerasnya tak terbatas.<br />
<br />
Sebagian yang lain hidup biasa-biasa saja.<br />
Dalam benaknya tak ada angan-angan jadi orang kaya. <br />
Segalanya dilakukan sesuuai kodrat manusia.sampai ajal menjemputnya.<br />
Ternyata ..keturunanya hanya berebut harta bendanya.<br />
<br />
Sebagian orang yang segalanya tercukupi.bermaksud anaknya menjadi jebolan perguruan tinggi. <br />
Dalam benaknya mengkhayal punya anak sarjana dan kiai. <br />
Sebelum dapat menikmatipun,ia telah mati.<br />
<br />
Sebagian orang dengan segala kekurangan,hidup terseok-seok.<br />
Jangankan makan enak,penghasilanya hanya cukup untuk makan <br />
Dalam benaknya tak sempat berangan-angan <br />
Tapi semuanya menjadi sarjana dan kiai yang menyenangkan.<br />
<br />
<br />
<br />
<br />
<br />
<br /></div>
Cak Nurilhttp://www.blogger.com/profile/10089150055324210811noreply@blogger.com2tag:blogger.com,1999:blog-6915896794493074955.post-45410682110502695442012-01-07T14:09:00.002+07:002012-01-07T14:22:01.131+07:00Sebaik Apapun Dirimu Hormatilah Mereka Jika Kau Tak Melalkukan Sesuatu<div dir="ltr" style="text-align: left;" trbidi="on">
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" 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<h6 class="uiStreamMessage" data-ft="{"type":1}" style="text-align: justify;">
<span style="font-size: small;"><span class="messageBody" data-ft="{"type":3}"><span>Sebaik apapun diri anda hormatilah mereka jikalau engkau tidak melakukan sesuatu.hormatilah..hargailah.</span><wbr></wbr><span class="word_break"></span>..jangan mencela.belum tentu engkau sendiri bisa melakukan semuanya itu.coba bayangkan bagaimana rasanya perasaan anda,disaat hasil kerja keras anda hanya mendapat cacian dan makian dari teman sejawat anda????yang mana sebenarnya ia punya tanggung jawab yang sama namun tidak memberikan kontribusinya. bagaimanakah peraasan anda???mulai sekarang...belajarlah untuk lebih menghargai orang lain.perlu anda ketahui megkritisi dengan menuduh atau mencela itu sudah sangat jauh berbeda.thaks a lot my friend</span></span></h6>
<span class="uiStreamFooter"><span class="UIActionLinks UIActionLinks_bottom" data-ft="{"type":"20"}"><button class="like_link stat_elem as_link" data-ft="{"type":23}" name="unlike" title="Berhenti menyukai item ini" type="submit"><span class="default_message"></span></button></span></span></div>Cak Nurilhttp://www.blogger.com/profile/10089150055324210811noreply@blogger.com0tag:blogger.com,1999:blog-6915896794493074955.post-50386218069950296032012-01-03T16:35:00.000+07:002012-01-03T16:35:08.229+07:00Tatap Masa Depan<div dir="ltr" style="text-align: left;" trbidi="on">
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" 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<tr><td class="tr-caption" style="text-align: center;">Add caption</td></tr>
</tbody></table>
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Tidak sulit menghadapi orang yang bersifat keras.</div>
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Tetapi harus sangat berhati-hati terhadap orang yang berpura-pura baik.</div>
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Semoga damai ada dihati kita,yang sudah paham akan kehidupan dan tak lagi mempertanyakan</div>
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Melainkan dengan tanpa pamrih menerima dan menjalankanya. </div>
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Apa yang paling kurang pada orang miskin????? </div>
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Yang paling kurang pada orang miskin adalah ambisi untuk menjadi orang kaya. </div>
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Ide Untuk berhasil,pilihan terhadap peruntungan,memahami terhadap setiap kesempatan dan keberanian serta tindakan untuk merobah nasib. </div>
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Ingin mencapai kesuksesan perlu adanya teman </div>
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Ingin mencapai sukses yang besar perlu adanya musuh. </div>
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<br /></div>Cak Nurilhttp://www.blogger.com/profile/10089150055324210811noreply@blogger.com0tag:blogger.com,1999:blog-6915896794493074955.post-90467557004127411702011-12-29T14:52:00.000+07:002011-12-29T15:10:15.418+07:00SELAMAT MENYAMBUT HATI YANG BARU<div dir="ltr" style="text-align: left;" trbidi="on">
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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Add caption</td></tr>
</tbody></table>
<br />
Akhir tahun membawa banyak hal<br />
Misalnya : Tahun mendatang akan jauh lebih baik<br />
Tapi ternyata....<br />
Setelah datang ternyata juga sama<br />
Tak ada perubahan<br />
Tak ada kemajuan<br />
Tak ada perkembangan<br />
Semuanya masih tetap itu-itu saja<br />
<br />
Perubahan hanyalah sebuah angan-angan<br />
Kemajuan hanya sebuah harapan <br />
Sedangkan perkembangan....<br />
Hanya sekedar penghias mimpi yang sampai kini tak pernah kesampain<br />
<br />
<br />
Mungkin hanya perasaan-perasaan kita yang berubah <br />
Barangkali ....memang disitulah makna tahun baru dikepala kita sekarang<br />
<br />
Tak ada yang berubah<br />
Kalaupun ada... <br />
Mungkin hanya tokek dan cicak yang berganti<br />
Mereka bergantipun karena mati<br />
Yang lainya seperti abadi<br />
<br />
Sehingga Timbul pertanyaan-pertanyaan <br />
Apakah tahun baru benar-benar berganti ??????<br />
Ataukah hanya berulang kembali<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="" height="255" 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" 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SELAMAT MENYAMBUT HATI YANG BARU</div>
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<br /></div>Cak Nurilhttp://www.blogger.com/profile/10089150055324210811noreply@blogger.com0tag:blogger.com,1999:blog-6915896794493074955.post-17900375519875091972011-12-27T15:30:00.001+07:002011-12-27T15:30:34.670+07:00Tahun Baru 2012 tak ada seminggu lagi. akankan ramalan kiamat setahun dua tahun yang menghebohkan itu benar-benar terjadi????<div dir="ltr" style="text-align: left;" trbidi="on">
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" 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Ramalan kiamat 2012 dulu gempar sekali di telinga kita.</div>
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Banyak paranormal indonesia ataupun mancanegara yang mengartikan awal tahun 2012 dengan berbagai macam tafsir ataupun cerita.</div>
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Sampai-sampai karena hebohnya ada seorang produses film yang rela merogoh kocek tebal-tebal guna untuk membuat film yang kurang lebih gambaran hari kiamat esok.</div>
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Pertanyaan saya hanya satu??????</div>
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Masih percayakan anda dengan ramalan-ramalan setahun dua tahun yang lalu yang mengehebohkan dunia itu??????</div>
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Kita tunggu 4 hari lagi.untuk membuktikan ramalan-ramalan menghebohkan itu.</div>
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Namun penulis pribadi hanya bisa tersenyum kecil menanggapi ramalan-ramalan koyol itu.</div>
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Kiamat masih lama....</div>
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Masih ada waktu...</div>
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Ayo bertobat sama-sama. </div>
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</div>Cak Nurilhttp://www.blogger.com/profile/10089150055324210811noreply@blogger.com0tag:blogger.com,1999:blog-6915896794493074955.post-5971599469334330802011-12-23T05:46:00.003+07:002011-12-23T05:49:48.638+07:00Hari Ibu Telah Berlalu...Hari bapak Tanggal Berapa ya?????<div dir="ltr" style="text-align: left;" trbidi="on">
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" 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<span style="font-size: small;">22 Desember Telah berlalu,Peringatan hari ibu baru saja diperingati.</span></div>
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<span style="font-size: small;">Berbagai macam bentuk acara di selengarakan di berbagai pelosok nusantara.</span></div>
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<span style="font-size: small;">Di sekolah-sekolah,di perusahaan-perusaan di instansi-instansi dan sebagainya.</span></div>
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<span style="font-size: small;">Yang menjadi pertayaan saya hanya satu?????</span></div>
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<span style="font-size: small;">Menggapa hari bapak tidak ada?????</span><img alt="" height="200" 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" width="200" /></div>
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<span style="font-size: small;">Apakah bapak-bapak masih tidak pantas mempunyai hari spesial seperti hari ibu?????</span></div>
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<span style="font-size: small;">Apakah memang sampai segitunya???sehingga bapak-bapak tidak mempunyai hari nasional seperti hari ibu.</span></div>
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<span style="font-size: small;">Dan kaluapun ada...Sepantasnya ditaruh dihari apa????bulan apa???</span></div>
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<span style="font-size: small;">Apakah Desember seperti bulan kelahiran saya?????hehehehe</span></div>
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<span style="font-size: small;">Bagaima kalu menurut anda????</span></div>
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<span style="font-size: small;"> Untuk bapak-bapak di seluruh nusantara.</span><br />
<span style="font-size: small;">Jangan khawatir jangan kecewa karena harimu bukan hanya setiap tanggal 22 Desember saja.</span><br />
<span style="font-size: small;">Setiap hari ada hari spesial buat anda.</span></div>
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<span style="font-size: small;">Tetap semangat bapak-bapak di seluruh nusantara.jadilah sseorang pemimpin yang baik yang bisa mengayomi keluaraga dengan penuh kasih sayang dan cinta </span></div>
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<tr><td style="text-align: center;"><img alt="" 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" 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</div>Cak Nurilhttp://www.blogger.com/profile/10089150055324210811noreply@blogger.com0tag:blogger.com,1999:blog-6915896794493074955.post-41708949968742314862011-12-22T22:06:00.001+07:002011-12-22T23:19:28.620+07:00Dasar - dasar Jurnalistik<div dir="ltr" style="text-align: left;" trbidi="on">
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" 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<tr><td class="tr-caption" style="text-align: center;">Add caption</td></tr>
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<b><span lang="IN" style="font-size: 12pt;"> </span></b></div>
<b><span lang="IN" style="font-size: 12pt;">Oleh: Muhammad Nuril Khakim</span></b></div>
<div class="MsoNormal" style="line-height: normal;">
<span lang="IN" style="font-size: 12pt;">Pesatnya kemajuan media informasi
dewasa ini cukup memberikan kemajuan yang signifikan. Media cetak maupun
elektronik pun saling bersaing kecepatan sehingga tidak ayal bila si pemburu
berita dituntut kreativitasnya dalam penyampaian informasi. Penguasaan dasar-dasar
pengetahuan jurnalistik merupakan modal yang amat penting manakala kita terjun
di dunia ini. Keberadaan media tidak lagi sebatas penyampai informasi yang
aktual kepada masyarakat, tapi media juga mempunyai tanggung jawab yang berat
dalam menampilkan fakta-fakta untuk selalu bertindak objektif dalam setiap
pemberitaannya. </span></div>
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<b><span lang="IN" style="font-size: 12pt;">Apa Itu Jurnalistik? </span></b></div>
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<span lang="IN" style="font-size: 12pt;">Menurut Kris Budiman, jurnalistik
(journalistiek, Belanda) bisa dibatasi secara singkat sebagai kegiatan
penyiapan, penulisan, penyuntingan, dan penyampaian berita kepada khalayak
melalui saluran media tertentu. Jurnalistik mencakup kegiatan dari peliputan
sampai kepada penyebarannya kepada masyarakat. Sebelumnya, jurnalistik dalam
pengertian sempit disebut juga dengan publikasi secara cetak. Dewasa ini pengertian
tersebut tidak hanya sebatas melalui media cetak seperti surat kabar, majalah,
dsb., namun meluas menjadi media elektronik seperti radio atau televisi.
Berdasarkan media yang digunakan meliputi jurnalistik cetak (print journalism),
elektronik (electronic journalism). Akhir-akhir ini juga telah berkembang
jurnalistik secara tersambung (online journalism). </span></div>
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" /><span lang="IN" style="font-size: 12pt;"> </span></div>
<span lang="IN" style="font-size: 12pt;">Jurnalistik atau jurnalisme, menurut
Luwi Ishwara (2005), mempunyai ciri-ciri yang penting untuk kita perhatikan. </span></div>
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<b><span lang="IN" style="font-size: 12pt;">a. Skeptis </span></b><span lang="IN" style="font-size: 12pt;"></span></div>
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<span lang="IN" style="font-size: 12pt;">Skeptis adalah sikap untuk selalu
mempertanyakan segala sesuatu, meragukan apa yang diterima, dan mewaspadai
segala kepastian agar tidak mudah tertipu. Inti dari skeptis adalah keraguan.
Media janganlah puas dengan permukaan sebuah peristiwa serta enggan untuk
mengingatkan kekurangan yang ada di dalam masyarakat. Wartawan haruslah terjun
ke lapangan, berjuang, serta menggali hal-hal yang eksklusif. </span></div>
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<b><span lang="IN" style="font-size: 12pt;">b. Bertindak (action) </span></b><span lang="IN" style="font-size: 12pt;"></span></div>
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<span lang="IN" style="font-size: 12pt;">Wartawan tidak menunggu sampai
peristiwa itu muncul, tetapi ia akan mencari dan mengamati dengan ketajaman
naluri seorang wartawan. </span></div>
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<b><span lang="IN" style="font-size: 12pt;">c. Berubah </span></b><span lang="IN" style="font-size: 12pt;"></span></div>
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<span lang="IN" style="font-size: 12pt;">Perubahan merupakan hukum utama
jurnalisme. Media bukan lagi sebagai penyalur informasi, tapi fasilitator,
penyaring dan pemberi makna dari sebuah informasi. </span></div>
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<b><span lang="IN" style="font-size: 12pt;">d. Seni dan Profesi </span></b><span lang="IN" style="font-size: 12pt;"></span></div>
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<span lang="IN" style="font-size: 12pt;">Wartawan melihat dengan mata yang
segar pada setiap peristiwa untuk menangkap aspek-aspek yang unik.</span></div>
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<span lang="IN" style="font-size: 12pt;"> </span></div>
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<b><span lang="IN" style="font-size: 12pt;">e. Peran Pers </span></b><span lang="IN" style="font-size: 12pt;"></span></div>
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<span lang="IN" style="font-size: 12pt;">Pers sebagai pelapor, bertindak
sebagai mata dan telinga publik, melaporkan peristiwa-peristiwa di luar
pengetahuan masyarakat dengan netral dan tanpa prasangka. Selain itu, pers juga
harus berperan sebagai interpreter, wakil publik, peran jaga, dan pembuat
kebijaksanaan serta advokasi. </span><br />
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<b><span lang="IN" style="font-size: 12pt;">Berita </span></b><span lang="IN" style="font-size: 12pt;"></span></div>
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<span lang="IN" style="font-size: 12pt;">Ketika membahas mengenai
jurnalistik, pikiran kita tentu akan langsung tertuju pada kata
"berita" atau "news". Lalu apa itu berita? Berita (news)
berdasarkan batasan dari Kris Budiman adalah laporan mengenai suatu peristiwa
atau kejadian yang terbaru (aktual); laporan mengenai fakta-fakta yang aktual,
menarik perhatian, dinilai penting, atau luar biasa. "News" sendiri
mengandung pengertian yang penting, yaitu dari kata "new" yang
artinya adalah "baru". Jadi, berita harus mempunyai nilai kebaruan
atau selalu mengedepankan aktualitas. Dari kata "news" sendiri, kita
bisa menjabarkannya dengan "north", "east",
"west", dan "south". Bahwa si pencari berita dalam
mendapatkan informasi harus dari keempat sumber arah mata angin tersebut. </span></div>
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<span lang="IN" style="font-size: 12pt;">Selanjutnya berdasarkan jenisnya,
Kris Budiman membedakannya menjadi "straight news" yang berisi
laporan peristiwa politik, ekonomi, masalah sosial, dan kriminalitas, sering
disebut sebagai berita keras (hard news). Sementara "straight news"
tentang hal-hal semisal olahraga, kesenian, hiburan, hobi, elektronika, dsb.,
dikategorikan sebagai berita ringan atau lunak (soft news). Di samping itu,
dikenal juga jenis berita yang dinamakan "feature" atau berita kisah.
Jenis ini lebih bersifat naratif, berkisah mengenai aspek-aspek insani (human
interest). Sebuah "feature" tidak terlalu terikat pada nilai-nilai
berita dan faktualitas. Ada lagi yang dinamakan berita investigatif
(investigative news), berupa hasil penyelidikan seorang atau satu tim wartawan
secara lengkap dan mendalam dalam pelaporannya. </span></div>
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<b><span lang="IN" style="font-size: 12pt;">Nilai Berita </span></b><span lang="IN" style="font-size: 12pt;"></span></div>
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<span lang="IN" style="font-size: 12pt;">Sebuah berita jika disajikan
haruslah memuat nilai berita di dalamnya. Nilai berita itu mencakup beberapa
hal, seperti berikut. </span></div>
<ol start="1" type="1">
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" style="margin-left: auto; margin-right: auto;" width="200" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Add caption</td></tr>
</tbody></table>
<li class="MsoNormal" style="line-height: normal; mso-list: l17 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">Objektif: berdasarkan fakta, tidak memihak. </span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l17 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">Aktual: terbaru, belum "basi". </span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l17 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">Luar biasa: besar, aneh, janggal, tidak umum.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l17 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">Penting: pengaruh atau dampaknya bagi orang
banyak; menyangkut orang penting/terkenal. </span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l17 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">Jarak: familiaritas, kedekatan (geografis,
kultural, psikologis).</span></li>
</ol>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="IN" style="font-size: 12pt;">Lima nilai berita di atas menurut
Kris Budiman sudah dianggap cukup dalam menyusun berita. Namun, Masri Sareb
Putra dalam bukunya "Teknik Menulis Berita dan Feature", malah
memberikan dua belas nilai berita dalam menulis berita (2006: 33).</span><br />
<span lang="IN" style="font-size: 12pt;"> Dua belas
hal tersebut di antaranya adalah: </span></div>
<ol start="1" type="1">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><img alt="" height="240" 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" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Add caption</td></tr>
</tbody></table>
<li class="MsoNormal" style="line-height: normal; mso-list: l19 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">sesuatu yang unik, </span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l19 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">sesuatu yang luar biasa, </span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l19 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">sesuatu yang langka,</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l19 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">sesuatu yang dialami/dilakukan/menimpa orang
(tokoh) penting, </span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l19 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">menyangkut keinginan publik, </span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l19 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">yang tersembunyi, </span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l19 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">sesuatu yang sulit untuk dimasuki,</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l19 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">sesuatu yang belum banyak/umum diketahui,</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l19 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">pemikiran dari tokoh penting, </span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l19 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">komentar/ucapan dari tokoh penting,</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l19 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">kelakuan/kehidupan tokoh penting, dan </span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l19 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">hal lain yang luar biasa. </span></li>
</ol>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="IN" style="font-size: 12pt;">Dalam kenyataannya, tidak semua
nilai itu akan kita pakai dalam sebuah penulisan berita. Hal terpenting adalah
adanya aktualitas dan pengedepanan objektivitas yang terlihat dalam isi
tersebut. </span><br />
</div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span lang="IN" style="font-size: 12pt;">Anatomi Berita dan Unsur-Unsur </span></b><span lang="IN" style="font-size: 12pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="IN" style="font-size: 12pt;">Seperti tubuh kita, berita juga
mempunyai bagian-bagian, di antaranya adalah sebagai berikut. </span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal; mso-list: l9 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">Judul atau kepala berita (headline). </span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l9 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">Baris tanggal (dateline). </span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l9 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">Teras berita (lead atau intro). </span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l9 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">Tubuh berita (body).</span></li>
</ol>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="IN" style="font-size: 12pt;">Bagian-bagian di atas tersusun
secara terpadu dalam sebuah berita. Susunan yang paling sering didengar ialah
susunan piramida terbalik. Metode ini lebih menonjolkan inti berita saja. Atau
dengan kata lain, lebih menekankan hal-hal yang umum dahulu baru ke hal yang
khusus. Tujuannya adalah untuk memudahkan atau mempercepat pembaca dalam
mengetahui apa yang diberitakan; juga untuk memudahkan para redaktur memotong
bagian tidak/kurang penting yang terletak di bagian paling bawah dari tubuh
berita (Budiman 2005) . Dengan selalu mengedepankan unsur-unsur yang berupa
fakta di tiap bagiannya, terutama pada tubuh berita. Dengan senantiasa
meminimalkan aspek nonfaktual yang pada kecenderuangan akan menjadi sebuah
opini. </span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="IN" style="font-size: 12pt;">Untuk itu, sebuah berita harus
memuat "fakta" yang di dalamnya terkandung unsur-unsur 5W + 1H. Hal
ini senada dengan apa yang dimaksudkan oleh Lasswell, salah seorang pakar
komunikasi (Masri Sareb 2006: 38). </span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">Who - siapa yang terlibat di dalamnya?</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">What - apa yang terjadi di dalam suatu peristiwa?
</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">Where - di mana terjadinya peristiwa itu?</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">Why - mengapa peristiwa itu terjadi?</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">When - kapan terjadinya? </span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">How - bagaimana terjadinya?</span></li>
</ol>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="IN" style="font-size: 12pt;">Tidak hanya sebatas berita, bentuk
jurnalistik lain, khususnya dalam media cetak, adalah berupa opini. Bentuk
opini ini dapat berupa tajuk rencana (editorial), artikel opini atau kolom
(column), pojok dan surat pembaca. </span><br />
</div>
<div class="MsoNormal" style="line-height: normal;">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Add caption</td></tr>
</tbody></table>
<div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;">
</div>
</div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span lang="IN" style="font-size: 12pt;">Sumber Berita </span></b><span lang="IN" style="font-size: 12pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="IN" style="font-size: 12pt;">Hal penting lain yang dibutuhkan
dalam sebuah proses jurnalistik adalah pada sumber berita. Ada beberapa
petunjuk yang dapat membantu pengumpulan informasi, sebagaimana diungkapkan
oleh Eugene J. Webb dan Jerry R. Salancik (Luwi Iswara 2005: 67) berikut ini. </span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal; mso-list: l11 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">Observasi langsung dan tidak langsung dari
situasi berita. </span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l11 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">Proses wawancara. </span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l11 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">Pencarian atau penelitian bahan-bahan melalui
dokumen publik. </span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l11 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;">Partisipasi dalam peristiwa.</span></li>
</ol>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="IN" style="font-size: 12pt;">Kiranya tulisan singkat tentang
dasar-dasar jurnalistik di atas akan lebih membantu kita saat mengerjakan
proses kreatif kita dalam penulisan jurnalistik. </span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span lang="IN" style="font-size: 12pt;">Sumber bacaan:</span></b><span lang="IN" style="font-size: 12pt;"> </span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="IN" style="font-size: 12pt;">Budiman, Kris. 2005.
"Dasar-Dasar Jurnalistik: Makalah yang disampaikan dalam Pelatihan
Jurnalistik -- Info Jawa 12-15 Desember 2005. Dalam www.infojawa.org. </span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="IN" style="font-size: 12pt;">Ishwara, Luwi. 2005.
"Catatan-Catatan Jurnalisme Dasar". Jakarta: Penerbit Buku Kompas. </span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="IN" style="font-size: 12pt;">Putra, R. Masri Sareb. 2006.
"Teknik Menulis Berita dan Feature". Jakarta: Indeks.</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span lang="IN"><a href="http://pelitaku.sabda.org/catatan_dari_sebuah_klub_menulis" title="Go to previous page"><span style="font-size: 12pt;">‹ Catatan dari Sebuah Klub Menulis</span></a></span><span lang="IN" style="font-size: 12pt;"> </span><span lang="IN"><a href="http://pelitaku.sabda.org/serba_serbi_dunia_penulisan" title="Go to parent page"><span style="font-size: 12pt;">ke atas</span></a></span><span lang="IN" style="font-size: 12pt;"> </span><span lang="IN"><a href="http://pelitaku.sabda.org/dasar_dasar_penulisan_cerita_anak_anak_0" title="Go to next page"><span style="font-size: 12pt;">Dasar-Dasar Penulisan Cerita
Anak-Anak ›</span></a></span><span lang="IN" style="font-size: 12pt;"> </span></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l12 level1 lfo6; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="IN" style="font-size: 12pt;"> </span></li>
</ul>
</div>Cak Nurilhttp://www.blogger.com/profile/10089150055324210811noreply@blogger.com0tag:blogger.com,1999:blog-6915896794493074955.post-57946243075437747552011-12-22T14:45:00.001+07:002011-12-22T15:21:35.827+07:00Happy Mother Day<div dir="ltr" style="text-align: left;" trbidi="on">
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" 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<tr><td class="tr-caption" style="text-align: center;">Add caption</td></tr>
</tbody></table>
</span></h6>
<div style="text-align: center;">
<span class="messageBody" data-ft="{"type":3}"></span><br />
<div class="text_exposed_root text_exposed" id="id_4ef2df35dc3994095125013" style="color: lime;">
<span class="messageBody" data-ft="{"type":3}" style="font-size: small;">22 Desember 2011</span></div>
<span class="messageBody" data-ft="{"type":3}" style="color: lime; font-size: small;">
</span><div class="text_exposed_root text_exposed" id="id_4ef2df35dc3994095125013" style="color: lime;">
<span class="messageBody" data-ft="{"type":3}" style="font-size: small;"> Selamat Hari Ibu. </span></div>
<span class="messageBody" data-ft="{"type":3}" style="color: lime; font-size: small;">
</span><div class="text_exposed_root text_exposed" id="id_4ef2df35dc3994095125013" style="color: lime;">
<span class="messageBody" data-ft="{"type":3}" style="font-size: small;"> Ibu ...Kau Istri Ayahku. </span></div>
<span class="messageBody" data-ft="{"type":3}" style="color: lime; font-size: small;">
</span><div class="text_exposed_root text_exposed" id="id_4ef2df35dc3994095125013" style="color: lime;">
<span class="messageBody" data-ft="{"type":3}" style="font-size: small;"><span class="text_exposed_show"> </span></span></div>
<span class="messageBody" data-ft="{"type":3}" style="color: lime; font-size: small;">
</span><div class="text_exposed_root text_exposed" id="id_4ef2df35dc3994095125013" style="color: lime;">
<span class="messageBody" data-ft="{"type":3}" style="font-size: small;"><span class="text_exposed_show"> Ibu...Kau Kakak Pamanku.</span></span></div>
<span class="messageBody" data-ft="{"type":3}" style="color: lime; font-size: small;">
</span><div class="text_exposed_root text_exposed" id="id_4ef2df35dc3994095125013" style="color: lime;">
<span class="messageBody" data-ft="{"type":3}" style="font-size: small;"><span class="text_exposed_show"> </span></span></div>
<span class="messageBody" data-ft="{"type":3}" style="color: lime; font-size: small;">
</span><div class="text_exposed_root text_exposed" id="id_4ef2df35dc3994095125013" style="color: lime;">
<span class="messageBody" data-ft="{"type":3}" style="font-size: small;"><span class="text_exposed_show"> Ibu...Kau Adik Pak Deq </span></span></div>
<span class="messageBody" data-ft="{"type":3}" style="color: lime; font-size: small;">
</span><div class="text_exposed_root text_exposed" id="id_4ef2df35dc3994095125013" style="color: lime;">
<span class="messageBody" data-ft="{"type":3}" style="font-size: small;"><span class="text_exposed_show"> </span></span></div>
<span class="messageBody" data-ft="{"type":3}" style="color: lime; font-size: small;">
</span><div class="text_exposed_root text_exposed" id="id_4ef2df35dc3994095125013" style="color: lime;">
<span class="messageBody" data-ft="{"type":3}" style="font-size: small;"><span class="text_exposed_show"> Ibu...Kau Anak Nenekku.</span></span></div>
<span class="messageBody" data-ft="{"type":3}" style="color: lime; font-size: small;">
</span><div class="text_exposed_root text_exposed" id="id_4ef2df35dc3994095125013" style="color: lime;">
<span class="messageBody" data-ft="{"type":3}" style="font-size: small;"><span class="text_exposed_show"> </span></span></div>
<span class="messageBody" data-ft="{"type":3}" style="color: lime; font-size: small;">
</span><div class="text_exposed_root text_exposed" id="id_4ef2df35dc3994095125013" style="color: lime;">
<span class="messageBody" data-ft="{"type":3}" style="font-size: small;"><span class="text_exposed_show"> Ibu..Kau Ibu Saudara-saudaraq.</span></span></div>
<span class="messageBody" data-ft="{"type":3}" style="color: lime; font-size: small;">
</span><div class="text_exposed_root text_exposed" id="id_4ef2df35dc3994095125013" style="color: lime;">
<span class="messageBody" data-ft="{"type":3}" style="font-size: small;"><span class="text_exposed_show"> </span></span></div>
<span class="messageBody" data-ft="{"type":3}" style="color: lime; font-size: small;">
</span><div class="text_exposed_root text_exposed" id="id_4ef2df35dc3994095125013" style="color: lime;">
<span class="messageBody" data-ft="{"type":3}" style="font-size: small;"><span class="text_exposed_show"> Maafkan aku Ibu</span></span></div>
<span class="messageBody" data-ft="{"type":3}" style="color: lime; font-size: small;">
</span><div class="text_exposed_root text_exposed" id="id_4ef2df35dc3994095125013" style="color: lime;">
<span class="messageBody" data-ft="{"type":3}" style="font-size: small;"><span class="text_exposed_show"> </span></span></div>
<span class="messageBody" data-ft="{"type":3}" style="color: lime; font-size: small;">
</span><div class="text_exposed_root text_exposed" id="id_4ef2df35dc3994095125013" style="color: lime;">
<span class="messageBody" data-ft="{"type":3}" style="font-size: small;"><span class="text_exposed_show"> Anakmu ini belum bisa memberikanmu apa-apa.</span></span></div>
<span class="messageBody" data-ft="{"type":3}" style="color: lime; font-size: small;">
</span><div style="color: lime;">
</div>
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</div>Cak Nurilhttp://www.blogger.com/profile/10089150055324210811noreply@blogger.com0tag:blogger.com,1999:blog-6915896794493074955.post-89799384058890098942011-12-21T10:51:00.000+07:002011-12-21T11:06:07.428+07:003 Team Menurut Man Ying<div dir="ltr" style="text-align: left;" trbidi="on">
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" 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<br />
Susahnya Bekerja Team Yang Dipenuhi Orang-orang yang Pandai<br />
Pekerjaan Gak Selesai-selesai karena semua Team menyepelekan pekerjaan<br />
<br />
Susahnya Bekerja Team Yang Dipenuhi Orang-orang yang kurang pandai.<br />
Pekerjaan Gak selesai-selesai karena dari Team tidak ada yang di andalkan.<br />
<br />
Susahnya Bekerja Team Yang Sama Rata (Yang Pandai ada dan yang kurang pandai juga ada)<br />
Pekerjaan berjalan lancar tapi kurang maksimal.<br />
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Tapi percayalah ...<br />
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Kumpulan orang-orang pandai akan menjadi Team yang maha hebat dari ketiga macam team ini.<br />
Bila semua anggota mau bekerja. lebih - lebih bisa mengurangi banyak bicaranya.<br />
Karena fakta dari surveyku membuktikan<br />
Bahwasanya orang yang banyak bicaranya dan banyak komentarnya<br />
Dialah yang paling malas segalanya.<br />
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Tapi Bangkitlah...<br />
Jangan berputus asa,tetap semangat ...!!!!<br />
Kumpulan orang-orang yang kurang pandai bukan halangan untuk tidak berprestasi dan mengukir sejarah.<br />
Manusia dihargai bukan karena isi otak dan lincah bicaranya.<br />
Manusia dihargai dan di puji karena Bhakti dan Bukti.<br />
<br />
Sama rata bukanlah halangan.<br />
Percayalah...!!!!<br />
Sama rata inilah Team yang paling ideal.<br />
Yang pandai bisa belajar dari yang kurang pandai.<br />
Yang kurang pandai bisa mengambil ilmu dari yang lebih pandai.<br />
<br />
Bekerjalah....!!!!<br />
Berusahalah...!!!<br />
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<br /></div>Cak Nurilhttp://www.blogger.com/profile/10089150055324210811noreply@blogger.com0tag:blogger.com,1999:blog-6915896794493074955.post-16407168812948372222011-12-19T17:33:00.000+07:002012-01-03T13:24:31.508+07:00Saya Muhammad NU<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="font-size: x-large;"><span class="messageBody" data-ft="{"type":3}"><span style="color: blue;">Kamu Bilang Aku "Muhammadiyah"</span></span></span></b></div>
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<span style="font-size: x-large;"><span class="messageBody" data-ft="{"type":3}"> </span></span><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="" height="214" 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style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Add caption</td></tr>
</tbody></table>
<span style="font-size: x-large;"><span class="messageBody" data-ft="{"type":3}"><br /><span style="color: lime;"></span></span></span></h6>
<div style="text-align: center;">
<div style="text-align: center;">
<b><span style="font-size: x-large;"><span class="messageBody" data-ft="{"type":3}"><span style="color: lime;">Dia Bilang Aku "NU"</span></span></span></b></div>
<span style="font-size: x-large;"><span class="messageBody" data-ft="{"type":3}"></span></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
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" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Add caption</td></tr>
</tbody></table>
<h6 class="uiStreamMessage" data-ft="{"type":1}" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-large;"><span class="messageBody" data-ft="{"type":3}"></span></span></h6>
<h6 class="uiStreamMessage" data-ft="{"type":1}" style="font-family: Arial,Helvetica,sans-serif; text-align: center;">
<span style="font-size: x-large;"><span class="messageBody" data-ft="{"type":3}">Aku Bilang "Saya <span style="color: blue;">Muhammad</span> <span style="color: lime;">NU</span>"</span></span></h6>
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<tr><td style="text-align: center;"><img alt="" height="320" 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" 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<span class="uiStreamFooter"><span class="UIActionLinks UIActionLinks_bottom" data-ft="{"type":"20"}"><button class="like_link stat_elem as_link" data-ft="{"type":22}" name="like" title="Suka item ini" type="submit"><span class="default_message"></span></button></span></span><span class="uiStreamFooter"><span class="UIActionLinks UIActionLinks_bottom" data-ft="{"type":"20"}"><button class="like_link stat_elem as_link" data-ft="{"type":22}" name="like" title="Suka item ini" type="submit"><span class="default_message"></span></button></span></span></div>Cak Nurilhttp://www.blogger.com/profile/10089150055324210811noreply@blogger.com0tag:blogger.com,1999:blog-6915896794493074955.post-41820923133261715282011-12-17T09:28:00.001+07:002011-12-17T09:28:35.676+07:00Tahukah anda..Siapakah Bos KFC itu ??????<div dir="ltr" style="text-align: left;" trbidi="on">
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" 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<tr><td class="tr-caption" style="text-align: center;">Add caption</td></tr>
</tbody></table>
<br />
Bos KFC……….!!!!!!!!<br />
Kolonel Harland Sanders, lahir pada tanggal 9 September 1890. Mulai aktif
dalam mewaralabakan (franchise) bisnis ayamnya pada usia 65 tahun. Saat ini,
usahanya yang dikenal dengan Kentucky Fried Chicken atau KFC® telah tumbuh
menjadi salah satu yang terbesar dalam sistem makanan siap saji di dunia. Sosok
Kolonel Sanders, pionir dalam restoran siap saji menjadi simbol dari semangat
kewirausahaan.<br />
Lebih dari satu miliar ayam goreng hasil resep Kolonel dinikmati setiap
tahunnya. Dan itu tidak hanya di Amerika Utara. Bahkan tersedia hampir di 80
negara di seluruh dunia.<br />
Pada umur 6 tahun, ayahnya meninggal dunia. Ibunya sudah tidak bisa bekerja
lagi, dan Harland muda sudah harus menjaga adik laki-lakinya yang baru berumur
3 tahun dan suster bayinya. Dengan kondisi ini ia harus memasak untuk
keluarganya. Pada umur 7 tahun ia sudah pandai memasak di beberapa tempat
memasak. Pada usia 10 tahun ia mendapatkan pekerjaan pertamanya didekat
pertanian dengan gaji 2 dolar sebulan. Ketika berumur 12 tahun ibunya kembali
menikah dan ia meninggal rumah tempat tinggalnya dekat Henryville, Ind., untuk
mendapatkan pekerjaan di pertanian di daerah Greenwood, Ind. Dia berganti-ganti
pekerjaan selama beberapa tahun, pertama sebagai tukang parkir pada usia 15 tahun
di New Albany, Ind., dan kemudian sebagai pada usia 16 tahun menjadi tentara
yang dikirim selama 6 bulan di kuba.<br />
Setelah itu ia menjadi petugas pemadam kebakaran, belajar ilmu hukum melalui
korespondensi, praktik dalam pengadilan, asuransi, operator kapal feri, penjual
ban, dan operator bengkel. Pada usia 40 tahun Kolonel mulai memasak untuk orang
yang yang bepergian yang singgah di bengkelnya di Corbin, Ia belum punya
restoran pada saat itu, tetapi ia menyajikan makanannya pada meja makannya di
ruang makan di bengkelnya.<br />
Semakin banyak orang yang datang ke tempatnya untuk makan, akhirnya ia pindah
ke seberang jalan dekat penginapan dan restoran yang kapasitasnya 142 orang.
Selama hampir 9 tahun ia menggunakan resep yang dibuatnya dengan teknik dasar memasak
hingga saat ini.<br />
Citra Sander semakin baik. Gubernur Ruby Laffoon memberi penghargaan Kentucky
Colonel pada tahun 1935 atas kontribusinya bagi Negara bagian cuisine. Dan pada
tahun 1939, Keberadaannya pertama kali terdaftar di Duncan Hines “Adventures in
Good Eating.”<br />
Pada awal tahun 1950 jalan raya baru antar negara bagian direncanakan
melewati kota Corbin. Melihat akan berakhir bisnisnya, Kolonel menutup
restorannya. Setelah membayar sejumlah uang, ia mendapatkan tunjangan sosial
hari tuanya sebesar $105.<br />
Percaya diri dengan kualitas ayam gorengnya, Kolonel meyakinkan dirinya
untuk membuka usaha waralaba yang dimulai tahun 1952. Ia pergi jauh
menyeberangi Negara bagian dengan mobil dari satu restoran ke restoran lainnya,
memasak sejumlah ayam untuk pemilik restoran dan karyawannya. Jika reaksi yang
terlihat bagus, ia menawarkan perjanjian untuk mendapatkan pembayaran dari
setiap ayam yang laku terjual. Pada tahun 1964, Kolonel Sanders mempunyai lebih
dari 600 outlet waralaba untuk ayam gorengnya di seluruh Amerika dan Kanada.
Pada tahun itu, ia menjual bunga dari pembayarannya untuk perusahaan Amerika
sebanyak 2 juta dolar kepada sejumlah grup investor termasuk John Y. Brown Jr.,
yang kemudian menjadi Gubernur Kentucky dari tahun 1980 sampai 1984. Kolonel
mengingatkan untuk menjadikan terbuka perusahaannya bagi publik. Pada tahun
1976, sebuan survey independen memberi peringkat kedua dunia sebagai selebriti
yang terkenal di dunia.<br />
Dibawah pemilik baru, perusahaan Kentucky Fried Chicken tumbuh dengan cepat.
Kemudian menjadi perusahaan terbuka pada 17 Maret 1966, dan terdaftar pada New
York Stock Exchange pada 16 Januari 1969. Lebih dari 3,500 waralaba dan
restoran yang dimiliki perusahaan beroperasi hampir di seluruh dunia ketika
Heublein Inc. mengakusisi perusahaan KFC pada 18 Juli 1971 seharga $285
million.<br />
Kentucky Fried Chicken menjadi anak perusahaan dari R.J. Reynolds
Industries, Inc. (sekarang RJR Nabisco, Inc.), semenjak Heublein Inc.
diakuisisi oleh Reynolds pada tahun 1982. KFC diakuisisi pada Oktober 1986 dari
RJR Nabisco, Inc. oleh PepsiCo, Inc., seharga kurang lebih 840 juta dolar.<br />
Pada Januari 1997, PepsiCo, Inc. mengumumkan spin-off restoran cepat sajinya
— KFC, Taco Bell dan Pizza Hut – menjadi perusahaan restoran independen, Tricon
Global Restorans, Inc. Pada Mei 2002, perusahaan mengumumkan menerima
persetujuan pemilik saham untuk merubah nama perusahaan menjadi Yum! Brands,
Inc. Perusahaan, yang dimiliki oleh A&W All-American Food Restorans, KFC,
Long John Silvers, Pizza Hut dan Taco Bell restorans, adalah perusahaan
restoran terbesar di dunia dalam kategori unit system dengan jumlah mendekati
32,500 di lebih dari 100 negara dan wilayah.<br />
Sampai akhirnya ia terserang penyakit leukemia pada tahun 1980 di usia 90
tahun, Kolonel telah melakukan perjalanan 250,000 mil dalam satu tahun
kunjungan restoran KFC mengelilingi dunia.<br />
Dan itu semua dilakukan oleh seorang laki-laki berusia 65 tahun yang
menggunakan uang jaminan sosialnya untuk memulai usaha.<br />
Impian untuk sukses tidak harus impian masa kecil, bisa juga saat usia sudah
senja.<br />
Inilah kegigihan Kolonel Sanders pendiri waralaba ayam goreng terkenal KFC.
Dia memulainya di usia 66 tahun, pensiunan angkatan darat dari negara adidaya,
tidak memiliki uang sepeser pun kecuali dari tunjangan hari tuanya, yang
semakin menipis. Dia memiliki keahlian dalam memasak, dia tawarkan resep
masakannya ke lebih dari 1.000 restoran di negaranya. Akhirnya restoran yang
ke-1008, menerima resepnya tersebut dan kini kita dapat menikmatinya di
Indonesia, Kentucky Fried Chicken.<br />
<div class="MsoNormal">
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</div>Cak Nurilhttp://www.blogger.com/profile/10089150055324210811noreply@blogger.com0tag:blogger.com,1999:blog-6915896794493074955.post-83636716781012348282011-12-14T12:56:00.000+07:002011-12-14T12:56:13.950+07:00Tertawa dan Serius<div dir="ltr" style="text-align: left;" trbidi="on">
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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Add caption</td></tr>
</tbody></table>
<br />
Hidup Jangan Dibuat Serius Terus.<br />
Hidup Jangan Dibuat Tertawa Menerus.<br />
Harus Ada Tawa Setelah Serius.<br />
Harus Ada Serius Setelah Tertawa.<br />
Nikmatilah Hidup.<br />
Hiduplah Dengan Nikmat.<br />
Terus Menerus <br />
<br />
<br />
<br />
<br />
<br />
<br /></div>Cak Nurilhttp://www.blogger.com/profile/10089150055324210811noreply@blogger.com0tag:blogger.com,1999:blog-6915896794493074955.post-68188835244616983042011-12-04T11:33:00.001+07:002011-12-07T09:24:36.996+07:00Bangkai Tikus di Jalanan Yang Menganggu Pemandangan<div dir="ltr" style="text-align: left;" trbidi="on">
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<tr><td style="text-align: center;"><img alt="" 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style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Add caption</td></tr>
</tbody></table>
<div class="MsoNormal">
Kebersihan di sepanjang jalan kota dari tahun ke tahun
alahmdulilah semakin di galakkan.mulai dari penertiban para pedagang kaki
lima,penataan taman kota penambahan taman disetiap titik kota, dll.namun
sepertinya masih ada satu yang mengganjal….!!!!! Di sepanjang jalan kota
mengapa kok masih saja dibiarkan masarakat umum membuang bangkai tikus,ular dan sebagainya di
tengah-tengah jalan raya dengah harapan bangkai tersebut terlindas oleh
kendaraan yang sengaja lalu lalang.jujur diri pribadi saya merasa risih dengan
hal itu semua.dan mungkin juga hal seperti itu juga tidak senada dengan program
kebersihan yang digalakkan selama ini.maka dari itu saya berharap kepada
masyarakat umum tuk mencari solusi yang lebih baik dari
kebiasaan-kebisaan-kebiasaan yang sudah ada.dan saya juga menghimbau kepada
petugas dinas lingkungan hidup dan kebersihan untuk mencari terobosan-terobosan
baru agar hal jorok dan kumuh tersebut
tidak lagi terjadi.</div>
<div class="MsoNormal">
Bersih lingkungan kita…</div>
<div class="MsoNormal">
Bersih Hidup kita…</div>
<div class="MsoNormal">
Bersih hati kita…Amiin</div>
</div>Cak Nurilhttp://www.blogger.com/profile/10089150055324210811noreply@blogger.com0tag:blogger.com,1999:blog-6915896794493074955.post-25489658091897811392011-11-30T07:22:00.001+07:002011-11-30T07:29:33.433+07:00APA PRIORITAS DALAM HIDUP ANDA????????<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
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" 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<tr><td class="tr-caption" style="text-align: center;">Add caption</td></tr>
</tbody></table>
<div style="line-height: 150%; text-align: justify;">
<span style="mso-no-proof: yes;"></span>Seorang pakar menajemen waktu
tengah berbicara kepada suatu kelas mahasiswa bisnis muda dan ambisius. Untuk
menyampaikan suatu pokok pikiran, dia menggunakan ilustrasi yang tak akan
pernah mereka lupakan. Sambil berdiri di depan kelompok itu, dia berujar,” ok,
waktu untuk kuis”. Dia mengeluarkan sebuah botol bermulut lebar berukuran 1
galon, dan meletakkannya di atas meja didepannya. Lalu dia mengeluarkan
kira-kira 12 batu sebasar kepalan tangan dan dengan hati-hati memasukkannya
sekaligus ke dalam botol.<br />
Ketika botol itu terisi sampai ke atas dan tidak ada batu lagi yang bisa masuk
ke dalamnya, dia bertanya, “apakah botol ini penuh?” setiap orang dalam kelas
itu menjawab “ya”. Kemudian dia bertanya, “benarkah?” dia mengulurkan tangannya
ke bawah meja dan mengeluarkan seember kerikil ke dalam botol dan mengocok
botol itu, menyebabkan butiran-butiran kerikil bekerja sendiri turun masuk ke
dalam sela-sela diantara batu-batu besar itu.<br />
Lalu dia bertanya pada kelompok mahasiswa itu sekali lagi, “apakah botol ini
penuh?” saat itu perhatian seluruh kelas terpusat padanya, “mungkin tidak”,
jawab salah seorang dari mereka. “bagus !” jawabnya. Dia mengulurkan tangannya
ke bawah meja dan mengeluarkan seember pasir. Dia mulai menumpahkan pasirnya ke
dalam botol, dan pasir itu memenuhi semua ruang yang tersisisa siantara
batu-batu dan kerikil itu. Sekali lagi dia mengajukan pertanyaan: “apakah botol
ini penuh?”.<br />
“tidaaaaak!” teriak seluruh kelas. Sekali lagi katanya, “bagus!” lalu dia
mengambil sekendi air dan mulai menuangkannya ke dalam sampai botol itu terisi
hingga ke tepi mulut botol.<br />
Kemudian dia memandang kelas itu dan bertanya, “Apa maksud dari ilustrasi ini?”
seorang mahasiswa yang rajin dan bersemangat mengankat tangan dan katanya,
“Mkasudnya adalah, seberapapun penuhnya jadwal anda, jika anda mencoba dengan
sungguh-sungguh keras, anda selalu bisa memasukkan beberapa hal ke dalamnya”.<br />
“Bukan”, jawab si pembicara, “bukan itu maksudnya, kebenaran yang diajarkan
ilustrasi tadi kepada kita adalah; kalau anda tidak memasukkan batu-batu yang
besar lebih dulu, anda tak akan pernah membuat semuanya masuk.”<br />
Apakah “batu-batu besar itu” dalam hidup anda? Proyek yang ingin anda
selesaikan? Waktu dengan orang-orang yang anda cintai? Iman anda, pendidikan
anda, keuangan anda? Suatu perkara? Mengajar atau menasihati orang lain?
Ingatlah untuk memasukkan batu-batu besar itu lebih dulu, atau anda tak akan
pernah membuat semuanya masuk.<br />
Maka, nanti malam, atau pagi hari ketika anda merefleksikan cerita pendek ini,
tanyakan pada diri anda sendiri pertanyaan ini: apakah “batu-batu besar” itu
dalam hidup atau bisnis saya? Lalu masukkan itu lebih dulu ke dalam “botol”
anda.</div>
<div>
</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
</div>Cak Nurilhttp://www.blogger.com/profile/10089150055324210811noreply@blogger.com0tag:blogger.com,1999:blog-6915896794493074955.post-1696803627938711212011-11-29T10:47:00.001+07:002011-11-29T11:18:49.462+07:00Sejarah Penamaan Bulan Bulan Hijriyah<div dir="ltr" style="text-align: left;" trbidi="on">
<div id="post_message_1432178">
<div align="center">
<img alt="" border="0" height="240" src="http://www.eramuslim.com/fckfiles/image/tahukah-anda/0monthsinislam.jpg" width="320" /></div>
<br />
Kalender Islam menggunakan peredaran bulan sebagai acuannya, berbeda
dengan kalender biasa (kalender Masehi) yang menggunakan peredaran
matahari.<br />
<br />
Penetapan kalender Hijriyah dilakukan pada jaman
Khalifah Umar bin Khatab, yang menetapkan peristiwa hijrahnya Rasulullah
saw dari Mekah ke Madinah.<br />
<br />
Kalender Hijriyah juga terdiri dari
12 bulan, dengan jumlah hari berkisar 29 – 30 hari. Penetapan 12 bulan
ini sesuai dengan firman Allah Subhana Wata’ala: ”Sesungguhnya bilangan
bulan pada sisi Allah ialah dua belas bulan, dalam ketetapan Allah di
waktu Dia menciptakan langit dan bumi, di antaranya empat bulan haram.
Itulah (ketetapan) agama yang lurus, maka janganlah kamu menganiaya diri
kamu dalam bulan yang empat itu, dan perangilah kaum musyrikin itu
semuanya sebagaimana mereka pun memerangi kamu semuanya; dan ketahuilah
bahwasanya Allah beserta orang-orang yang bertakwa.” (QS : At
Taubah(9):36).<br />
<br />
Sebelumnya, orang arab pra-kerasulan Rasulullah
Muhammad SAW telah menggunakan bulan-bulan dalam kalender hijriyah ini.
Hanya saja mereka tidak menetapkan ini tahun berapa, tetapi tahun apa.
Misalnya saja kita mengetahui bahwa kelahiran Rasulullah SAW adalah di
tahun gajah.<br />
<br />
Abu Musa Al-Asyári sebagai salah satu gubernur di
zaman Khalifah Umar r.a. menulis surat kepada Amirul Mukminin yang
isinya menanyakan surat-surat dari khalifah yang tidak ada tahunnya,
hanya tanggal dan bulan saja, sehingga membingungkan. Khalifah Umar lalu
mengumpulkan beberapa sahabat senior waktu itu. Mereka adalah Utsman
bin Affan r.a., Ali bin Abi Thalib r.a., Abdurrahman bin Auf r.a., Sa’ad
bin Abi Waqqas r.a., Zubair bin Awwam r.a., dan Thalhan bin Ubaidillah
r.a. Mereka bermusyawarah mengenai kalender Islam. Ada yang mengusulkan
berdasarkan milad Rasulullah saw. Ada juga yang mengusulkan berdasarkan
pengangkatan Muhammad saw menjadi Rasul. Dan yang diterima adalah usul
dari Ali bin Abi Thalib r.a. yaitu berdasarkan momentum hijrah
Rasulullah SAW dari Makkah ke Yatstrib (Madinah).<br />
<br />
Maka semuanya
setuju dengan usulan Ali r.a. dan ditetapkan bahwa tahun pertama dalam
kalender Islam adalah pada masa hijrahnya Rasulullah saw.<br />
<br />
Sedangkan
nama-nama bulan dalam kalender hijriyah ini diambil dari nama-nama
bulan yang telah ada dan berlaku di masa itu di bangsa Arab.<br />
<br />
Orang
Arab memberi nama bulan-bulan mereka dengan melihat keadaan alam dan
masyarakat pada masa-masa tertentu sepanjang tahun. Misalnya bulan
Ramadhan, dinamai demikian karena pada bulan Ramadhan waktu itu udara
sangat panas seperti membakar kulit rasanya. Berikut adalah arti
nama-nama bulan dalam Islam:<br />
<br />
MUHARRAM, artinya: yang diharamkan
atau yang menjadi pantangan. Penamaan Muharram, sebab pada bulan itu
dilarang menumpahkan darah atau berperang. Larangan tesebut berlaku
sampai masa awal Islam.<br />
<br />
SHAFAR, artinya: kosong. Penamaan Shafar,
karena pada bulan itu semua orang laki-laki Arab dahulu pergi
meninggalkan rumah untuk merantau, berniaga dan berperang, sehingga
pemukiman mereka kosong dari orang laki-laki.<br />
<br />
RABI’ULAWAL,
artinya: berasal dari kata rabi’ (menetap) dan awal (pertama). Maksudnya
masa kembalinya kaum laki-laki yang telah meninqgalkan rumah atau
merantau. Jadi awal menetapnya kaum laki-laki di rumah. Pada bulan ini
banyak peristiwa bersejarah bagi umat Islam, antara lain: Nabi Muhammad
saw lahir, diangkat menjadi Rasul, melakukan hijrah, dan wafat pada
bulan ini juga.<br />
<br />
RABIU’ULAKHIR, artinya: masa menetapnya kaum laki-laki untuk terakhir atau penghabisan.<br />
<br />
JUMADILAWAL
nama bulan kelima. Berasal dari kata jumadi (kering) dan awal
(pertama). Penamaan Jumadil Awal, karena bulan ini merupakan awal musim
kemarau, di mana mulai terjadi kekeringan.<br />
<br />
JUMADILAKHIR, artinya: musim kemarau yang penghabisan.<br />
<br />
RAJAB,
artinya: mulia. Penamaan Rajab, karena bangsa Arab tempo dulu sangat
memuliakan bulan ini, antara lain dengan melarang berperang.<br />
<br />
SYA’BAN,
artinya: berkelompok. Penamaan Sya’ban karena orang-orang Arab pada
bulan ini lazimnya berkelompok mencari nafkah. Peristiwa penting bagi
umat Islam yang terjadi pada bulan ini adalah perpindahan kiblat dari
Baitul Muqaddas ke Ka’bah (Baitullah).<br />
<br />
RAMADHAN, artinya: sangat
panas. Bulan Ramadhan merupakan satu-satunya bulan yang tersebut dalam
Al-Quran, Satu bulan yang memiliki keutamaan, kesucian, dan aneka
keistimewaan. Hal itu dikarenakan peristiwa-peristiwa peting seperti:
Allah menurunkan ayat-ayat Al-Quran pertama kali, ada malam Lailatul
Qadar, yakni malam yang sangat tinggi nilainya, karena para malaikat
turun untuk memberkati orang-orang beriman yang sedang beribadah, bulan
ini ditetapkan sebagai waktu ibadah puasa wajib, pada bulan ini kaurn
muslimin dapat rnenaklukan kaum musyrik dalarn perang Badar Kubra dan
pada bulan ini juga Nabi Muhammad saw berhasil mengambil alih kota Mekah
dan mengakhiri penyembahan berhala yang dilakukan oleh kaum musyrik.<br />
<br />
SYAWWAL,
artinya: kebahagiaan. Maksudnya kembalinya manusia ke dalam fitrah
(kesucian) karena usai menunaikan ibadah puasa dan membayar zakat serta
saling bermaaf-maafan. Itulah yang mernbahagiakan.<br />
<br />
DZULQAIDAH,
berasal dari kata dzul (pemilik) dan qa’dah (duduk). Penamaan
Dzulqaidah, karena bulan itu merupakan waktu istirahat bagi kaum
laki-laki Arab dahulu. Mereka menikmatmnya dengan duduk-duduk di rumah.<br />
<br />
DZULHIJJAH
artinya: yang menunaikan haji. Penamaan Dzulhijjah, sebab pada bulan
ini umat Islam sejak Nabi Adam as. menunaikan ibadah haji.</div>
<div id="post_message_1432178">
</div>
<div id="post_message_1432178">
http://forum.vivanews.com/sejarah-dan-budaya/106835-arti-nama-nama-bulan-hijriyah.html</div>
</div>Cak Nurilhttp://www.blogger.com/profile/10089150055324210811noreply@blogger.com0tag:blogger.com,1999:blog-6915896794493074955.post-27334648295343187252011-11-26T05:03:00.001+07:002011-11-26T06:44:41.629+07:00Model Model Pembelajaran Inovatif<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="font-family: "Arial","sans-serif"; font-size: 16pt;">Model Pembelajaran Inovatif (1)</span></b></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; vertical-align: baseline;">
<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";">Posted
on </span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><a href="http://akhmadsudrajat.wordpress.com/2008/01/19/model-pembelajaran-inovatif/" title="11:59"><span style="color: windowtext; mso-bidi-font-size: 11.0pt;">19
Januari 2008</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> by <a href="http://akhmadsudrajat.wordpress.com/author/akhmadsudrajat/" title="Lihat semua yang ditulis oleh AKHMAD SUDRAJAT"><span style="color: windowtext;">AKHMAD
SUDRAJAT</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">A.</span></b><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> <b>Model Examples Non Examples</b></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Contoh dapat dari Kasus/Gambar yang
Relevan dengan Kompetensi Dasar</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Langkah-langkah
:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l14 level1 lfo1; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru mempersiapkan
gambar-gambar sesuai dengan tujuan pembelajaran</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l14 level1 lfo1; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru menempelkan
gambar di papan atau ditayangkan melalui OHP/In Focus</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l14 level1 lfo1; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru memberi petunjuk
dan memberi kesempatan pada siswa untuk memperhatikan/menganalisa gambar</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l14 level1 lfo1; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Melalui diskusi
kelompok 2-3 orang siswa, hasil diskusi dari analisa gambar tersebut dicatat
pada kertas</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l14 level1 lfo1; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Tiap kelompok diberi
kesempatan membacakan hasil diskusinya</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l14 level1 lfo1; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Mulai dari
komentar/hasil diskusi siswa, guru mulai menjelaskan materi sesuai tujuan yang
ingin dicapai</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l14 level1 lfo1; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Kesimpulan</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">B.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> <b>Picture And Picture</b></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Langkah-langkah
:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l7 level1 lfo2; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
menyampaikan kompetensi yang ingin dicapai</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l7 level1 lfo2; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Menyajikan
materi sebagai pengantar</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l7 level1 lfo2; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
menunjukkan/memperlihatkan gambar-gambar kegiatan berkaitan dengan materi</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l7 level1 lfo2; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
menunjuk/memanggil siswa secara bergantian memasang/mengurutkan gambar-gambar
menjadi urutan yang logis</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l7 level1 lfo2; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
menanyakan alasan/dasar pemikiran urutan gambar tersebut</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l7 level1 lfo2; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Dari
alasan/urutan gambar tersebut guru memulai menamkan konsep/materi sesuai dengan
kompetensi yang ingin dicapai</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l7 level1 lfo2; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Kesimpulan/rangkuman</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">C.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> </span><b><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Numbered Heads
Together</span></b><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Langkah-langkah
:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l11 level1 lfo3; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Siswa
dibagi dalam kelompok, setiap siswa dalam setiap kelompok mendapat nomor</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l11 level1 lfo3; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
memberikan tugas dan masing-masing kelompok mengerjakannya</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l11 level1 lfo3; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Kelompok
mendiskusikan jawaban yang benar dan memastikan tiap anggota kelompok dapat
mengerjakannya/mengetahui jawabannya</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l11 level1 lfo3; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
memanggil salah satu nomor siswa dengan nomor yang dipanggil melaporkan hasil
kerjasama mereka</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l11 level1 lfo3; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Tanggapan
dari teman yang lain, kemudian guru menunjuk nomor yang lain</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l11 level1 lfo3; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Kesimpulan</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> <b>Cooperative Script</b></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Metode belajar dimana siswa bekerja
berpasangan dan bergantian secara lisan mengikhtisarkan, bagian-bagian dari
materi yang dipelajari</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Langkah-langkah
:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l20 level1 lfo4; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
membagi siswa untuk berpasangan</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l20 level1 lfo4; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
membagikan wacana/materi tiap siswa untuk dibaca dan membuat ringkasan</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l20 level1 lfo4; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
dan siswa menetapkan siapa yang pertama berperan sebagai pembicara dan siapa
yang berperan sebagai pendengar</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l20 level1 lfo4; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Pembicara
membacakan ringkasannya selengkap mungkin, dengan memasukkan ide-ide pokok
dalam ringkasannya. Sementara pendengar : (a) Menyimak/mengoreksi/menunjukkan
ide-ide pokok yang kurang lengkap; (b) Membantu mengingat/menghafal ide-ide
pokok dengan menghubungkan materi sebelumnya atau dengan materi lainnya</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l20 level1 lfo4; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Bertukar
peran, semula sebagai pembicara ditukar menjadi pendengar dan sebaliknya. Serta
lakukan seperti diatas.</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Kesimpulan
Siswa bersama-sama dengan guru</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Penutup</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">E.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> <b>Kepala Bernomor Struktur</b></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Langkah-langkah
:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l16 level1 lfo5; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Siswa
dibagi dalam kelompok, setiap siswa dalam setiap kelompok mendapat nomor</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l16 level1 lfo5; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Penugasan
diberikan kepada setiap siswa berdasarkan nomorkan terhadap tugas yang
berangkai. Misalnya : siswa nomor satu bertugas mencatat soal. Siswa nomor dua
mengerjakan soal dan siswa nomor tiga melaporkan hasil pekerjaan dan seterusnya</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Jika
perlu, guru bisa menyuruh kerja sama antar kelompok. Siswa disuruh keluar dari
kelompoknya dan bergabung bersama beberapa siswa bernomor sama dari kelompok
lain. Dalam kesempatan ini siswa dengan tugas yang sama bisa saling membantu
atau mencocokkan hasil kerja sama mereka</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Laporkan
hasil dan tanggapan dari kelompok yang lain</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Kesimpulan</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">F. Student
Teams-Achievement Divisions (Stad)/Tim Siswa Kelompok Prestasi (Slavin, 1995)</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Langkah-langkah
:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l22 level1 lfo6; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Membentuk
kelompok yang anggotanya = 4 orang secara heterogen (campuran menurut prestasi,
jenis kelamin, suku, dll)</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
menyajikan pelajaran</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
memberi tugas kepada kelompok untuk dikerjakan oleh anggota-anggota kelompok.
Anggotanya tahu menjelaskan pada anggota lainnya sampai semua anggota dalam
kelompok itu mengerti.</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
memberi kuis/pertanyaan kepada seluruh siswa. Pada saat menjawab kuis tidak
boleh saling membantu</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l22 level1 lfo6; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Memberi
evaluasi</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l22 level1 lfo6; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Kesimpulan</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">G.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> <b>Jigsaw (Model Tim Ahli)/(Aronson, Blaney, Stephen,
Sikes, And Snapp, 1978)</b></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Langkah-langkah
:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l2 level1 lfo7; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Siswa
dikelompokkan ke dalam 4 anggota tim</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Tiap
orang dalam tim diberi bagian materi yang berbeda</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l2 level1 lfo7; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Tiap
orang dalam tim diberi bagian materi yang ditugaskan</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l2 level1 lfo7; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Anggota
dari tim yang berbeda yang telah mempelajari bagian/sub bab yang sama bertemu
dalam kelompok baru (kelompok ahli) untuk mendiskusikan sub bab mereka</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l2 level1 lfo7; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Setelah
selesai diskusi sebagai tim ahli tiap anggota kembali ke kelompok asal dan
bergantian mengajar teman satu tim mereka tentang sub bab yang mereka kuasai
dan tiap anggota lainnya mendengarkan dengan sungguh-sungguh</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l2 level1 lfo7; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Tiap
tim ahli mempresentasikan hasil diskusi</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l2 level1 lfo7; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
memberi evaluasi</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l2 level1 lfo7; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Penutup</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">H.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> </span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Problem Based Introductuon (PBI)/(Pembelajaran Berdasarkan
Masalah)</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Langkah-langkah
:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l9 level1 lfo8; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
menjelaskan tujuan pembelajaran. Menjelaskan logistik yang dibutuhkan.
Memotivasi siswa terlibat dalam aktivitas pemecahan masalah yang dipilih.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l9 level1 lfo8; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
membantu siswa mendefinisikan dan mengorganisasikan tugas belajar yang
berhubungan dengan masalah tersebut (menetapkan topik, tugas, jadwal, dll.)</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l9 level1 lfo8; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
mendorong siswa untuk mengumpulkan informasi yang sesuai, eksperimen untuk
mendapatkan penjelasan dan pemecahan masalah, pengumpulan data, hipotesis,
pemecahan masalah.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l9 level1 lfo8; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
membantu siswa dalam merencanakan menyiapkan karya yang sesuai seperti laporan
dan membantu mereka berbagi tugas dengan temannya</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l9 level1 lfo8; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
membantu siswa untuk melakukan refleksi atau evaluasi terhadap penyelidikan
mereka dan proses-proses yang mereka gunakan</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">I.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> </span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Artikulasi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Langkah-langkah
:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l15 level1 lfo9; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Menyampaikan
tujuan pembelajaran yang ingin dicapai</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l15 level1 lfo9; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
menyajikan materi sebagaimana biasa</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l15 level1 lfo9; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Untuk
mengetahui daya serap siswa, bentuklah kelompok berpasangan dua orang</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l15 level1 lfo9; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Suruhlan
seorang dari pasangan itu menceritakan materi yang baru diterima dari guru dan
pasangannya mendengar sambil membuat catatan-catatan kecil, kemudian berganti
peran. Begitu juga kelompok lainnya</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l15 level1 lfo9; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Suruh
siswa secara bergiliran/diacak menyampaikan hasil wawancaranya dengan teman
pasangannya. Sampai sebagian siswa sudah menyampaikan hasil wawancaranya</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l15 level1 lfo9; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
mengulangi/menjelaskan kembali materi yang sekiranya belum dipahami siswa</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l15 level1 lfo9; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Kesimpulan/penutup</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><a href="http://akhmadsudrajat.wordpress.com/" target="_blank"><b><span style="color: windowtext;">J.</span></b><span style="color: windowtext; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; text-decoration: none; text-underline: none;"> </span><b><span style="color: windowtext;">Mind Mapping</span></b></a></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Sangat baik digunakan untuk
pengetahuan awal siswa atau untuk menemukan alternatif jawaban</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Langkah-langkah
:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo10; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
menyampaikan kompetensi yang ingin dicapai</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo10; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
mengemukakan konsep/permasalahan yang akan ditanggapi oleh siswa/sebaiknya
permasalahan yang mempunyai alternatif jawaban</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo10; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Membentuk
kelompok yang anggotanya 2-3 orang</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo10; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Tiap
kelompok menginventarisasi/mencatat alternatif jawaban hasil diskusi</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo10; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Tiap
kelompok (atau diacak kelompok tertentu) membaca hasil diskusinya dan guru
mencatat di papan dan mengelompokkan sesuai kebutuhan guru</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo10; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Dari
data-data di papan siswa diminta membuat kesimpulan atau guru memberi bandingan
sesuai konsep yang disediakan guru</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">K.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> <b>Make – A Match (Mencari Pasangan) (Lorna Curran,
1994)</b></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Langkah-langkah
:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l5 level1 lfo11; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
menyiapkan beberapa kartu yang berisi beberapa konsep atau topik yang cocok
untuk sesi review, sebaliknya satu bagian kartu soal dan bagian lainnya kartu
jawaban</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l5 level1 lfo11; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Setiap
siswa mendapat satu buah kartu</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l5 level1 lfo11; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Tiap
siswa memikirkan jawaban/soal dari kartu yang dipegang</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l5 level1 lfo11; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Setiap
siswa mencari pasangan yang mempunyai kartu yang cocok dengan kartunya (soal
jawaban)</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l5 level1 lfo11; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Setiap
siswa yang dapat mencocokkan kartunya sebelum batas waktu diberi poin</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l5 level1 lfo11; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Setelah
satu babak kartu dikocok lagi agar tiap siswa mendapat kartu yang berbeda dari
sebelumnya</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l5 level1 lfo11; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Demikian
seterusnya</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l5 level1 lfo11; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Kesimpulan/penutup</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">L.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> </span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Think Pair And Share (Frank Lyman, 1985)</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Langkah-langkah
:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l18 level1 lfo12; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
menyampaikan inti materi dan kompetensi yang ingin dicapai</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l18 level1 lfo12; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Siswa
diminta untuk berfikir tentang materi/permasalahan yang disampaikan guru</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l18 level1 lfo12; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Siswa
diminta berpasangan dengan teman sebelahnya (kelompok 2 orang) dan mengutarakan
hasil pemikiran masing-masing</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l18 level1 lfo12; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
memimpin pleno kecil diskusi, tiap kelompok mengemukakan hasil diskusinya</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l18 level1 lfo12; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Berawal
dari kegiatan tersebutmengarahkan pembicaraan pada pokok permasalahan dan
menambah materi yang belum diuangkapkan para siswa</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l18 level1 lfo12; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
memberi kesimpulan</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l18 level1 lfo12; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Penutup</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">M.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> </span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Debat</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Langkah-langkah
:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l19 level1 lfo13; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
membagi 2 kelompok peserta debat yang satu pro dan yg lainnya kontra</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l19 level1 lfo13; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
memberikan tugas untuk membaca materiyang akan didebatkan oleh kedua kelompok
diatas</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l19 level1 lfo13; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Setelah
selesai membaca materi. Guru menunjuk salah satu anggotanya kelompok pro untuk
berbicara saat itu ditanggapi atau dibalas oleh kelompok kontra demikian
seterusnya sampai sebagian besar siswa bisa mengemukakan pendapatnya.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l19 level1 lfo13; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Sementara
siswa menyampaikan gagasannya guru menulis guru menulis inti/ide-ide dari
setiap pembicaraan di papan tulis. Sampai sejumlah ide yang diharapkan guru
terpenuhi</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l19 level1 lfo13; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
menambahkan konsep/ide yang belum terungkap</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l19 level1 lfo13; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Dari
data-data di papan tersebut, guru mengajak siswa membuat kesimpulan/rangkuman
yang mengacu pada topik yang ingin dicapai.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Sumber : Bahan Pelatihan LPMP Jawa
Barat</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 15.6pt; mso-outline-level: 1; vertical-align: baseline;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 18.0pt;">Cooperative Learning-Teknik Jigsaw</span></b></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; vertical-align: baseline;">
<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";">Posted
on </span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><a href="http://akhmadsudrajat.wordpress.com/2008/07/31/cooperative-learning-teknik-jigsaw/" title="12:47"><span style="color: windowtext; mso-bidi-font-size: 11.0pt;">31 Juli
2008</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> by <a href="http://akhmadsudrajat.wordpress.com/author/akhmadsudrajat/" title="Lihat semua yang ditulis oleh AKHMAD SUDRAJAT"><span style="color: windowtext;">AKHMAD
SUDRAJAT</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Oleh :</span><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";"> <b>Novi
Emildadiany*))</b></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center; vertical-align: baseline;">
<b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">=========================</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center; vertical-align: baseline;">
<b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">BAB
I PENDAHULUAN</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Pendidikan
merupakan suatu aspek kehidupan yang sangat mendasar bagi pembangunan bangsa
suatu negara. Dalam penyelenggaraan pendidikan di sekolah yang melibatkan guru
sebagai pendidik dan siswa sebagai peserta didik, diwujudkan dengan adanya
interaksi belajar mengajar atau proses pembelajaran.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";"> <span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0in; padding: 0in;">Dalam konteks penyelenggaraan ini, guru dengan sadar merencanakan
kegiatan pengajarannya secara sistematis dan berpedoman pada seperangkatn
aturan dan rencana tentang pendidikan yang dikemas dalam bentuk kurikulum.</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Kurikulum secara berkelanjutan
disempurnakan untuk meningkatkan mutu pendidikan dan berorientasi pada kemajuan
sistem pendidikan nasional, tampaknya belum dapat direalisasikan secara
maksimal. Salah satu masalah yang dihadapi dalam dunia pendidikan di Indonesia
adalah lemahnya proses pembelajaran.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Berdasarkan pengamatan riil di
lapangan, proses pembelajaran di sekolah dewasa ini kurang meningkatkan
kreativitas siswa, terutama dalam pembelajaran ekonomi. Masih banyak tenaga
pendidik yang menggunakan metode konvensional secara monoton dalam kegiatan
pembelajaran di kelas, sehingga suasana belajar terkesan kaku dan didominasi
oleh sang guru.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Proses pembelajaran yang
dilakukan oleh banyak tenaga pendidik saat ini cenderung pada pencapaian target
materi kurikulum, lebih mementingkan pada penghafalan konsep bukan pada
pemahaman. Hal ini dapat dilihat dari kegiatan pembelajaran di dalam kelas yang
selalu didominasi oleh guru. Dalam penyampaian materi, biasanya guru
menggunakan metode ceramah, dimana siswa hanya duduk, mencatat, dan
mendengarkan apa yang disampaikannya dan sedikit peluang bagi siswa untuk
bertanya. Dengan demikian, suasana pembelajaran menjadi tidak kondusif sehingga
siswa menjadi pasif.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Upaya peningkatan prestasi
belajar siswa tidak terlepas dari berbagai faktor yang mempengaruhinya. Dalam
hal ini, diperlukan guru kreatif yang dapat membuat pembelajaran menjadi lebih
menarik dan disukai oleh peserta didik. Suasana kelas perlu direncanakan dan
dibangun sedemikian rupa dengan menggunakan model pembelajaran yang tepat agar
siswa dapat memperoleh kesempatan untuk berinteraksi satu sama lain sehingga
pada gilirannya dapat diperoleh prestasi belajar yang optimal.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Proses pembelajaran dalam
Kurikulum Tingkat Satuan Pendidikan (KTSP) menuntut adanya partisipasi aktif
dari seluruh siswa. Jadi, kegiatan belajar berpusat pada siswa, guru sebagai
motivator dan fasilitator di dalamnya agar suasana kelas lebih hidup.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Pembelajaran kooperatif
terutama teknik Jigsaw dianggap cocok diterapkan dalam pendidikan di Indonesia
karena sesuai dengan budaya bangsa Indonesia yang menjunjung tinggi nilai
gotong royong.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Berdasarkan uraian di atas,
penulis tertarik untuk menyusun makalah dengan judul “Penerapan Model
Pembelajaran Cooperative Learning Teknik Jigsaw dalam Pembelajaran”.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">===========================</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">BAB
II PENERAPAN MODEL COOPERATIVE LEARNING TEKNIK JIGSAW</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">A.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> </span><b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">Pembelajaran
Cooperative Learning</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Undang-undang Sistem Pendidikan
Nasional Nomor 20 tahun 2003 menyatakan bahwa pembelajaran adalah proses
interaksi peserta didik dengan pendidik dan sumber belajar pada suatu lingkungan
belajar. Dalam pembelajaran, guru harus memahami hakikat materi pelajaran yang
diajarkannya dan memahami berbagai model pembelajaran yang dapat merangsang
kemampuan siswa untuk belajar dengan perencanaan pengajaran yang matang oleh
guru.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Model pembelajaran Cooperative
Learning merupakan salah satu model pembelajaran yang mendukung pembelajaran
kontekstual. Sistem pengajaran Cooperative Learning dapat didefinisikan sebagai
sistem kerja/ belajar kelompok yang terstruktur. Yang termasuk di dalam
struktur ini adalah lima unsur pokok (Johnson & Johnson, 1993), yaitu
saling ketergantungan positif, tanggung jawab individual, interaksi personal,
keahlian bekerja sama, dan proses kelompok.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Falsafah yang mendasari
pembelajaran Cooperative Learning (pembelajaran gotong royong) dalam pendidikan
adalah “homo homini socius” yang menekankan bahwa manusia adalah makhluk
sosial.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Cooperative Learning adalah
suatu strategi belajar mengajar yang menekankan pada sikap atau perilaku
bersama dalam bekerja atau membantu di antara sesama dalam struktur kerjasama
yang teratur dalam kelompok, yang terdiri dari dua orang atau lebih.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Pembelajaran kooperatif adalah
salah satu bentuk pembelajaran yang berdasarkan faham konstruktivis.
Pembelajaran kooperatif merupakan strategi belajar dengan sejumlah siswa
sebagai anggota kelompok kecil yang tingkat kemampuannya berbeda. Dalam
menyelesaikan tugas kelompoknya, setiap siswa anggota kelompok harus saling
bekerja sama dan saling membantu untuk memahami materi pelajaran. Dalam
pembelajaran kooperatif, belajar dikatakan belum selesai jika salah satu teman
dalam kelompok belum menguasai bahan pelajaran.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Menurut Anita Lie dalam bukunya
“Cooperative Learning”, bahwa model pembelajaran Cooperative Learning tidak
sama dengan sekadar belajar kelompok, tetapi ada unsur-unsur dasar yang
membedakannya dengan pembagian kelompok yang dilakukan asal-asalan. Roger dan
David Johnson mengatakan bahwa tidak semua kerja kelompok bisa dianggap
Cooperative Learning, untuk itu harus diterapkan lima unsur model pembelajaran
gotong royong yaitu :</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">1.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> </span><b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">Saling
ketergantungan positif.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Keberhasilan suatu karya sangat
bergantung pada usaha setiap anggotanya. Untuk menciptakan kelompok kerja yang
efektif, pengajar perlu menyusun tugas sedemikian rupa sehingga setiap anggota
kelompok harus menyelesaikan tugasnya sendiri agar yang lain dapat mencapai
tujuan mereka.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">2.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> </span><b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">Tanggung
jawab perseorangan.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Jika tugas dan pola penilaian
dibuat menurut prosedur model pembelajaran Cooperative Learning, setiap siswa
akan merasa bertanggung jawab untuk melakukan yang terbaik. Pengajar yang
efektif dalam model pembelajaran Cooperative Learning membuat persiapan dan
menyusun tugas sedemikian rupa sehingga masing-masing anggota kelompok harus
melaksanakan tanggung jawabnya sendiri agar tugas selanjutnya dalam kelompok
bisa dilaksanakan.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">3.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> </span><b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">Tatap
muka.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Dalam pembelajaran Cooperative
Learning setiap kelompok harus diberikan kesempatan untuk bertatap muka dan
berdiskusi. Kegiatan interaksi ini akan memberikan para pembelajar untuk
membentuk sinergi yang menguntungkan semua anggota. Inti dari sinergi ini
adalah menghargai perbedaan, memanfaatkan kelebihan, dan mengisi kekurangan.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">4.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> </span><b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">Komunikasi
antar anggota.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Unsur ini menghendaki agar para
pembelajar dibekali dengan berbagai keterampilan berkomunikasi, karena
keberhasilan suatu kelompok juga bergantung pada kesediaan para anggotanya
untuk saling mendengarkan dan kemampuan mereka untuk mengutarakan pendapat
mereka. Keterampilan berkomunikasi dalam kelompok juga merupakan proses
panjang. Namun, proses ini merupakan proses yang sangat bermanfaat dan perlu
ditempuh untuk memperkaya pengalaman belajar dan pembinaan perkembangan mental
dan emosional para siswa.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">5.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> </span><b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">Evaluasi
proses kelompok.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Pengajar perlu menjadwalkan
waktu khusus bagi kelompok untuk mengevaluasi proses kerja kelompok dan hasil
kerja sama mereka agar selanjutnya bisa bekerja sama dengan lebih efektif.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Urutan langkah-langkah perilaku
guru menurut model pembelajaran kooperatif yang diuraikan oleh Arends (1997)
adalah sebagaimana terlihat pada table berikut ini</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Tabel
Sintaks Pembelajaran Kooperatif</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"><img alt="Teknik Jigsaw1" border="0" height="228" src="file:///C:/Users/NURIL/AppData/Local/Temp/msohtmlclip1/01/clip_image002.jpg" width="400" /></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">B.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> </span><b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">Tujuan
Pembelajaran Cooperative Learning</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Tujuan pembelajaran kooperatif
berbeda dengan kelompok konvensional yang menerapkan sistem kompetisi, di mana
keberhasilan individu diorientasikan pada kegagalan orang lain. Sedangkan
tujuan dari pembelajaran kooperatif adalah menciptakan situasi di mana
keberhasilan individu ditentukan atau dipengaruhi oleh keberhasilan kelompoknya
(Slavin, 1994).</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Model pembelajaran kooperatif
dikembangkan untuk mencapai setidak-tidaknya tiga tujuan pembelajaran penting
yang dirangkum oleh Ibrahim, et al. (2000), yaitu:</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">1.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> </span><b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">Hasil belajar akademik</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Dalam belajar kooperatif
meskipun mencakup beragam tujuan sosial, juga memperbaiki prestasi siswa atau
tugas-tugas akademis penting lainnya. Beberapa ahli berpendapat bahwa model ini
unggul dalam membantu siswa memahami konsep-konsep sulit. Para pengembang model
ini telah menunjukkan bahwa model struktur penghargaan kooperatif telah dapat
meningkatkan nilai siswa pada belajar akademik dan perubahan norma yang
berhubungan dengan hasil belajar. Di samping mengubah norma yang berhubungan
dengan hasil belajar, pembelajaran kooperatif dapat memberi keuntungan baik
pada siswa kelompok bawah maupun kelompok atas yang bekerja bersama
menyelesaikan tugas-tugas akademik.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">2.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> </span><b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">Penerimaan terhadap perbedaan
individu</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Tujuan lain model pembelajaran
kooperatif adalah penerimaan secara luas dari orang-orang yang berbeda
berdasarkan ras, budaya, kelas sosial, kemampuan, dan ketidakmampuannya.
Pembelajaran kooperatif memberi peluang bagi siswa dari berbagai latar belakang
dan kondisi untuk bekerja dengan saling bergantung pada tugas-tugas akademik
dan melalui struktur penghargaan kooperatif akan belajar saling menghargai satu
sama lain.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">3.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> </span><b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">Pengembangan keterampilan sosial</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Tujuan penting ketiga
pembelajaran kooperatif adalah, mengajarkan kepada siswa keterampilan bekerja
sama dan kolaborasi. Keterampilan-keterampilan sosial, penting dimiliki oleh
siswa sebab saat ini banyak anak muda masih kurang dalam keterampilan sosial.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">C.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> </span><b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">Model
Pembelajaran Cooperative Learning Teknik Jigsaw</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Jigsaw pertama kali
dikembangkan dan diujicobakan oleh Elliot Aronson dan teman-teman di
Universitas Texas, dan kemudian diadaptasi oleh Slavin dan teman-teman di
Universitas John Hopkins (Arends, 2001).</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Teknik mengajar Jigsaw
dikembangkan oleh Aronson et. al. sebagai metode Cooperative Learning. Teknik
ini dapat digunakan dalam pengajaran membaca, menulis, mendengarkan, ataupun
berbicara.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Dalam teknik ini, guru
memperhatikan skemata atau latar belakang pengalaman siswa dan membantu siswa
mengaktifkan skemata ini agar bahan pelajaran menjadi lebih bermakna. Selain
itu, siswa bekerja sama dengan sesama siswa dalam suasana gotong royong dan
mempunyai banyak kesempatan untuk mengolah informasi dan meningkatkan
keterampilan berkomunikasi.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Pembelajaran kooperatif tipe
Jigsaw adalah suatu tipe pembelajaran kooperatif yang terdiri dari beberapa
anggota dalam satu kelompok yang bertanggung jawab atas penguasaan bagian
materi belajar dan mampu mengajarkan materi tersebut kepada anggota lain dalam
kelompoknya (Arends, 1997).</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Model pembelajaran kooperatif
tipe Jigsaw merupakan model pembelajaran kooperatif dimana siswa belajar dalam
kelompok kecil yang terdiri dari 4 – 6 orang secara heterogen dan bekerja sama
saling ketergantungan yang positif dan bertanggung jawab atas ketuntasan bagian
materi pelajaran yang harus dipelajari dan menyampaikan materi tersebut kepada
anggota kelompok yang lain (Arends, 1997).</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Jigsaw didesain untuk
meningkatkan rasa tanggung jawab siswa terhadap pembelajarannya sendiri dan
juga pembelajaran orang lain. Siswa tidak hanya mempelajari materi yang
diberikan, tetapi mereka juga harus siap memberikan dan mengajarkan materi
tersebut pada anggota kelompoknya yang lain. Dengan demikian, “siswa saling
tergantung satu dengan yang lain dan harus bekerja sama secara kooperatif untuk
mempelajari materi yang ditugaskan” (Lie, A., 1994).</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Para</span><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";"> <span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0in; padding: 0in;">anggota dari tim-tim yang berbeda dengan topik yang sama bertemu
untuk diskusi (tim ahli) saling membantu satu sama lain tentang topic
pembelajaran yang ditugaskan kepada mereka. Kemudian siswa-siswa itu kembali
pada tim / kelompok asal untuk menjelaskan kepada anggota kelompok yang lain
tentang apa yang telah mereka pelajari sebelumnya pada pertemuan tim ahli.</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Pada model pembelajaran
kooperatif tipe Jigsaw, terdapat kelompok asal dan kelompok ahli. Kelompok asal
yaitu kelompok induk siswa yang beranggotakan siswa dengan kemampuan, asal, dan
latar belakang keluarga yang beragam. Kelompok asal merupakan gabungan dari
beberapa ahli. Kelompok ahli yaitu kelompok siswa yang terdiri dari anggota
kelompok asal yang berbeda yang ditugaskan untuk mempelajari dan mendalami
topik tertentu dan menyelesaikan tugas-tugas yang berhubungan dengan topiknya
untuk kemudian dijelaskan kepada anggota kelompok asal.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Hubungan antara kelompok asal
dan kelompok ahli digambarkan sebagai berikut (Arends, 1997) :</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Kelompok
Asal</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"><img alt="Cooperative Learning1" border="0" height="200" src="file:///C:/Users/NURIL/AppData/Local/Temp/msohtmlclip1/01/clip_image003.jpg" width="350" /></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Kelompok
Ahli</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Gambar.
Ilustrasi Kelompok Jigsaw</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Langkah-langkah dalam penerapan
teknik Jigsaw adalah sebagai berikut :</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l6 level1 lfo14; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Guru membagi suatu kelas
menjadi beberapa kelompok, dengan setiap kelompok terdiri dari 4 – 6 siswa
dengan kemampuan yang berbeda. Kelompok ini disebut kelompok asal. Jumlah
anggota dalam kelompok asal menyesuaikan dengan jumlah bagian materi pelajaran
yang akan dipelajari siswa sesuai dengan tujuan pembelajaran yang akan dicapai.
Dalam tipe Jigsaw ini, setiap siswa diberi tugas mempelajari salah satu bagian
materi pembelajaran tersebut. Semua siswa dengan materi pembelajaran yang sama
belajar bersama dalam kelompok yang disebut kelompok ahli (Counterpart
Group/CG). Dalam kelompok ahli, siswa mendiskusikan bagian materi pembelajaran
yang sama, serta menyusun rencana bagaimana menyampaikan kepada temannya jika
kembali ke kelompok asal. Kelompok asal ini oleh Aronson disebut kelompok
Jigsaw (gigi gergaji). Misal suatu kelas dengan jumlah 40 siswa dan materi
pembelajaran yang akan dicapai sesuai dengan tujuan pembelajarannya terdiri
dari 5 bagian materi pembelajaran, maka dari 40 siswa akan terdapat 5 kelompok
ahli yang beranggotakan 8 siswa dan 8 kelompok asal yang terdiri dari 5 siswa.
Setiap anggota kelompok ahli akan kembali ke kelompok asal memberikan informasi
yang telah diperoleh atau dipelajari dalam kelompok ahli. Guru memfasilitasi
diskusi kelompok baik yang ada pada kelompok ahli maupun kelompok asal.</span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"><img alt="Cooperative Learning2" border="0" height="200" src="file:///C:/Users/NURIL/AppData/Local/Temp/msohtmlclip1/01/clip_image004.jpg" width="350" /></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Gambar
Contoh Pembentukan Kelompok Jigsaw</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo15; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Setelah siswa berdiskusi dalam
kelompok ahli maupun kelompok asal, selanjutnya dilakukan presentasi
masing-masing kelompok atau dilakukan pengundian salah satu kelompok untuk
menyajikan hasil diskusi kelompok yang telah dilakukan agar guru dapat
menyamakan persepsi pada materi pembelajaran yang telah didiskusikan.</span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l4 level1 lfo16; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Guru
memberikan kuis untuk siswa secara individual.</span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l4 level1 lfo16; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Guru memberikan penghargaan
pada kelompok melalui skor penghargaan berdasarkan perolehan nilai peningkatan
hasil belajar individual dari skor dasar ke skor kuis berikutnya.</span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l4 level1 lfo16; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Materi
sebaiknya secara alami dapat dibagi menjadi beberapa bagian materi
pembelajaran.</span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l4 level1 lfo16; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Perlu diperhatikan bahwa jika
menggunakan Jigsaw untuk belajar materi baru maka perlu dipersiapkan suatu
tuntunan dan isi materi yang runtut serta cukup sehingga tujuan pembelajaran
dapat tercapai.</span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Dalam pelaksanaan pembelajaran
di sekolah tidaklah selalu berjalan dengan mulus meskipun rencana telah
dirancang sedemikian rupa. Hal-hal yang dapat menghambat proses pembelajaran
terutama dalam penerapan model pembelajaran Cooperative Learning diantaranya
adalah sebagai berikut :</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l21 level1 lfo17; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Kurangnya
pemahaman guru mengenai penerapan pembelajaran Cooperative Learning.</span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l21 level1 lfo17; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Jumlah
siswa yang terlalu banyak yang mengakibatkan perhatian guru terhadap proses
pembelajaran relatif kecil sehingga yang hanya segelintir orang yang menguasai
arena kelas, yang lain hanya sebagai penonton.</span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l21 level1 lfo17; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Kurangnya
sosialisasi dari pihak terkait tentang teknik pembelajaran Cooperative
Learning.</span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l21 level1 lfo17; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Kurangnya
buku sumber sebagai media pembelajaran.</span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l21 level1 lfo17; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Terbatasnya
pengetahuan siswa akan sistem teknologi dan informasi yang dapat mendukung
proses pembelajaran.</span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Agar pelaksanaan pembelajaran
Cooperative Learning dapat berjalan dengan baik, maka upaya yang harus
dilakukan adalah sebagai berikut :</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l8 level1 lfo18; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Guru senantiasa mempelajari
teknik-teknik penerapan model pembelajaran Cooperative Learning di kelas dan
menyesuaikan dengan materi yang akan diajarkan.</span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l8 level1 lfo18; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Pembagian jumlah siswa yang
merata, dalam artian tiap kelas merupakan kelas heterogen.</span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l8 level1 lfo18; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Diadakan sosialisasi dari pihak
terkait tentang teknik pembelajaran Cooperative Learning.</span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l8 level1 lfo18; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Meningkatkan sarana pendukung
pembelajaran terutama buku sumber.</span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l8 level1 lfo18; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Mensosialisasikan kepada siswa
akan pentingnya sistem teknologi dan informasi yang dapat mendukung proses
pembelajaran.</span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center; vertical-align: baseline;">
<b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">=====================================</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center; vertical-align: baseline;">
<b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">BAB
III PENUTUP</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">A.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> </span><b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">Kesimpulan</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Pembelajaran di sekolah yang
melibatkan siswa dengan guru akan melahirkan nilai yang akan terbawa dan
tercermin terus dalam kehidupan di masyarakat. Pembelajaran yang melibatkan
siswa secara aktif dalam kelompok secara bergotong royong (kooperatif) akan
menimbulkan suasana belajar partisipatif dan menjadi lebih hidup. Teknik
pembelajaran Cooperative Learning dapat mendorong timbulnya gagasan yang lebih
bermutu dan dapat meningkatkan kreativitas siswa.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Jigsaw merupakan bagian dari
teknik-teknik pembelajaran Cooperative Learning. Jika pelaksanaan prosedur
pembelajaran Cooperative Learning ini benar, akan memungkinkan untuk dapat
mengaktifkan siswa sehingga dapat meningkatkan prestasi belajar siswa.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Sampai saat ini pembelajaran
Cooperative Learning terutama teknik Jigsaw belum banyak diterapkan dalam
pendidikan walaupun orang Indonesia sangat membanggakan sifat gotong royong
dalam kehidupan bermasyarakat.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">B.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> </span><b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">Saran</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Sudah saatnya para pengajar
mengevaluasi cara mengajarnya dan menyadari dampaknya terhadap anak didik.
Untuk menghasilkan manusia yang bisa berdamai dan bekerja sama dengan sesamanya
dalam pembelajaran di sekolah, model pembelajaran Cooperative Learning perlu
lebih sering digunakan karena suasana positif yang timbul akan memberikan
kesempatan kepada siswa untuk mencintai pelajaran dan sekolah / guru. Selain
itu, siswa akan merasa lebih terdorong untuk belajar dan berpikir.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center; vertical-align: baseline;">
<b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">=========================</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center; vertical-align: baseline;">
<b><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">DAFTAR
PUSTAKA</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.5in; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Anita Lie. 2007. Cooperative
Learning. Jakarta : Grasindo.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.5in; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Bambang Sudibyo. 2008. Materi
Road Show Dewan Pendidikan Bersama Tim Wajar Dikdas Kabupaten Kuningan.
Kuningan : Dewan Pendidikan Kabupaten Kuningan.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.5in; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Daeng Sudirwo. 2002. Kurikulum
dan Pembelajaran Dalam Rangka Otonomi Daerah. Bandung : Andira.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.5in; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Departemen Pendidikan Nasional.
2004. Pedoman Pembelajaran Ekonomi Secara Kontekstual Untuk Guru SMP. Jawa
Barat : Depdiknas.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.5in; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Departemen Pendidikan Nasional.
2004. Pedoman Pembelajaran Geografi Secara Kontekstual Untuk Guru SMP. Jawa
Barat : Depdiknas.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.5in; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Dinas Pendidikan Kota Bandung.
2004. Model – model Pembelajaran. Bandung : SMP Kartika XI.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.5in; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Lynne Hill. 2008. Pembelajaran
Yang Baik. Bulettin PGRI Kuningan (Edisi ke-23 / Juni 2008).</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.5in; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Muhibbin Syah. 1995. Psikologi
Pendidikan Dengan Pendekatan Baru. Bandung : Rosda.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.5in; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Syaiful Bahri Djamarah dan
Aswan Zain. 1995. Strategi Belajar Mengajar. Jakarta : Rineka Cipta.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.5in; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Syaiful Sagala. 2006. Konsep Dan
Makna Pembelajaran. Bandung : Alfabeta.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">*)) Novi Emildadiany adalah
mahasiswa tingkat IV pada Program Studi Pendidikan Ekonomi FKIP-Universitas
Kuningan.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Makalah ini dibuat dalam rangka
memenuhi salah satu tugas mata kuliah seminar Ilmu Manajemen, yang disampaikan
oleh Bapak Dr. Uhar Suharsaputra, M.Pd. dan Bapak Akhmad Sudrajat, M.Pd.</span></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 18.0pt;">Pembelajaran Metode Group Investigation</span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";">Posted
on </span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><a href="http://akhmadsudrajat.wordpress.com/2009/06/20/strategi-pembelajaran-kooperatif-metode-group-investigation/" title="12:49"><span style="color: windowtext; mso-bidi-font-size: 11.0pt;">20 Juni
2009</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> by <a href="http://akhmadsudrajat.wordpress.com/author/akhmadsudrajat/" title="Lihat semua yang ditulis oleh AKHMAD SUDRAJAT"><span style="color: windowtext;">AKHMAD
SUDRAJAT</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">oleh: <b>David Narudin*))</b></span></div>
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<i><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Group Investigationn</span></i><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> merupakan
salah satu bentuk model pembelajaran kooperatif yang menekankan pada
partisipasi dan aktivitas siswa untuk mencari sendiri materi (informasi)
pelajaran yang akan dipelajari melalui bahan-bahan yang tersedia, misalnya dari
buku pelajaran atau siswa dapat mencari melalui internet. Siswa
dilibatkan sejak perencanaan, baik dalam menentukan topik maupun cara untuk
mempelajarinya melalui investigasi. Tipe ini menuntut para siswa untuk memiliki
kemampuan yang baik dalam berkomunikasi maupun dalam keterampilan proses
kelompok. Model <i>Group Investigation</i> dapat melatih siswa untuk
menumbuhkan kemampuan berfikir mandiri. Keterlibatan siswa secara aktif dapat
terlihat mulai dari tahap pertama sampai tahap akhir pembelajaran.</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Dalam metode <i>Group
Investigation</i> terdapat tiga konsep utama, yaitu: penelitian atau<i>enquiri</i>,
pengetahuan atau <i>knowledge</i>, dan dinamika kelompok atau <i>the
dynamic of the learning group</i>, (Udin S. Winaputra, 2001:75). Penelitian di
sini adalah proses dinamika siswa memberikan respon terhadap masalah dan
memecahkan masalah tersebut. Pengetahuan adalah pengalaman belajar yang
diperoleh siswa baik secara langsung maupun tidak langsung. Sedangkan dinamika
kelompok menunjukkan suasana yang menggambarkan sekelompok saling berinteraksi
yang melibatkan berbagai ide dan pendapat serta saling bertukar pengalaman
melaui proses saling beragumentasi.</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Slavin (1995) dalam Siti Maesaroh
(2005:28), mengemukakan hal penting untuk melakukan metode <i>Group
Investigation</i> adalah:</span></div>
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<b><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">1. Membutuhkan Kemampuan Kelompok.</span></b><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Di
dalam mengerjakan setiap tugas, setiap anggota kelompok harus mendapat
kesempatan memberikan kontribusi. Dalam penyelidikan, siswa dapat mencari
informasi dari berbagai informasi dari dalam maupun di luar kelas.kemudian
siswa mengumpulkan informasi yang diberikan dari setiap anggota untuk mengerjakan
lembar kerja.</span></div>
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<b><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">2. Rencana Kooperatif.</span></b><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Siswa
bersama-sama menyelidiki masalah mereka, sumber mana yang mereka butuhkan,
siapa yang melakukan apa, dan bagaimana mereka akan mempresentasikan proyek
mereka di dalam kelas.</span></div>
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<b><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">3. Peran Guru.</span></b><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
menyediakan sumber dan fasilitator. Guru memutar diantara kelompok-kelompok
memperhatikan siswa mengatur pekerjaan dan membantu siswa mengatur pekerjaannya
dan membantu jika siswa menemukan kesulitan dalam interaksi kelompok.</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Para
guru yang menggunakan metode GI umumnya membagi kelas menjadi beberapa kelompok
yang beranggotakan 5 sampai 6 siswa dengan karakteristik yang heterogen,
(Trianto, 2007:59). Pembagian kelompok dapat juga didasarkan atas kesenangan
berteman atau kesamaan minat terhadap suatu topik tertentu. Selanjutnya siswa
memilih topik untuk diselidiki, melakukan penyelidikan yang mendalam atas topik
yang telah dipilih, kemudian menyiapkan dan mempresentasikan laporannya
di depan kelas.</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Langkah-langkah
penerapan metode Group Investigation, (Kiranawati (2007), dapat dikemukakan
sebagai berikut:</span></div>
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<b><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">1. Seleksi topik</span></b><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Para
siswa memilih berbagai subtopik dalam suatu wilayah masalah umum yang biasanya
digambarkan lebih dulu oleh guru. Para siswa selanjutnya diorganisasikan
menjadi kelompok-kelompok yang berorientasi pada tugas (task oriented groups)
yang beranggotakan 2 hingga 6 orang. Komposisi kelompok heterogen baik dalam
jenis kelamin, etnik maupun kemampuan akademik.</span></div>
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<b><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">2. Merencanakan kerjasama</span></b><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Para
siswa bersama guru merencanakan berbagai prosedur belajar khusus, tugas dan
tujuan umum yang konsisten dengan berbagai topik dan subtopik yang telah
dipilih dari langkah a) diatas.</span></div>
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<b><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">3. Implementasi</span></b><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Para
siswa melaksanakan rencana yang telah dirumuskan pada langkah b). pembelajaran
harus melibatkan berbagai aktivitas dan keterampilan dengan variasi yang luas
dan mendorong para siswa untuk menggunakan berbagai sumber baik yang terdapat
di dalam maupun di luar sekolah. Guru secara terus-menerus mengikuti kemajuan
tiap kelompok dan memberikan bantuan jika diperlukan.</span></div>
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<b><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">4. Analisis dan sintesis</span></b><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Para
siswa menganalisis dan mensintesis berbagai informasi yang diperoleh pada
langkah c) dan merencanakan agar dapat diringkaskan dalam suatu penyajian yang
menarik di depan kelas.</span></div>
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<b><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">5. Penyajian hasil akhir</span></b><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Semua
kelompok menyajikan suatu presentasi yang menarik dari berbagai topik yang
telah dipelajari agar semua siswa dalam kelas saling terlibat dan mencapai
suatu perspektif yang luas mengenai topik tersebut. Presentasi kelompok
dikoordinir oleh guru.</span></div>
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<b><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">6. Evaluasi</span></b><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Guru
beserta siswa melakukan evaluasi mengenai kontribusi tiap kelompok terhadap
pekerjaan kelas sebagai suatu keseluruhan. Evaluasi dapat mencakup tiap siswa
secara individu atau kelompok, atau keduanya.</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Tahapan-tahapan kemajuan siswa di dalam
pembelajaran yang menggunakan metode<i>Group Investigation</i> untuk lebih
jelasnya dapat dilihat pada table berikut, (Slavin, 1995) dalam Siti Maesaroh
(2005:29-30):</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Enam
Tahapan Kemajuan Siswa di dalam Pembelajaran Kooperatif dengan Metode Group
Investigation</span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-border-alt: solid #E7E7E7 .75pt; mso-padding-alt: 0in 0in 0in 0in; mso-yfti-tbllook: 1184; width: 100.0%;">
<tbody>
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<td style="border-top: solid #E7E7E7 1.0pt; border: inset 1.0pt; mso-border-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.75in;" valign="bottom" width="168">
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tahap I</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Mengidentifikasi topik dan membagi
siswa ke dalam kelompok.</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: solid #E7E7E7 1.0pt; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 3.25in;" valign="bottom" width="312">
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Guru memberikan kesempatan bagi siswa untuk memberi
kontribusi apa yang akan mereka selidiki. Kelompok dibentuk berdasarkan
heterogenitas.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: inset 1.0pt; mso-border-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.75in;" valign="bottom" width="168">
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tahap II</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; margin-left: 12.6pt; margin-right: 0in; margin-top: 0in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Merencanakan tugas.</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 3.25in;" valign="bottom" width="312">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .25in; margin-left: 12.6pt; margin-right: 0in; margin-top: 0in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kelompok akan membagi sub topik kepada seluruh anggota.
Kemudian membuat perencanaan dari masalah yang akan diteliti, bagaimana
proses dan sumber apa yang akan dipakai.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: inset 1.0pt; mso-border-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.75in;" valign="bottom" width="168">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; margin-left: 12.6pt; margin-right: 0in; margin-top: 0in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tahap III</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; margin-left: 12.6pt; margin-right: 0in; margin-top: 0in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Membuat penyelidikan.</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 3.25in;" valign="bottom" width="312">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .25in; margin-left: 12.6pt; margin-right: 0in; margin-top: 0in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Siswa mengumpulkan, menganalisis dan mengevaluasi
informasi, membuat kesimpulan dan mengaplikasikan bagian mereka ke dalam
pengetahuan baru dalam mencapai solusi masalah kelompok.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: inset 1.0pt; mso-border-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.75in;" valign="bottom" width="168">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; margin-left: 12.6pt; margin-right: 0in; margin-top: 0in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tahap IV</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; margin-left: 12.6pt; margin-right: 0in; margin-top: 0in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Mempersiapkan tugas akhir.</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 3.25in;" valign="bottom" width="312">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .25in; margin-left: 12.6pt; margin-right: 0in; margin-top: 0in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Setiap kelompok mempersiapkan tugas akhir yang akan
dipresentasikan di depan kelas.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: inset 1.0pt; mso-border-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.75in;" valign="bottom" width="168">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; margin-left: 12.6pt; margin-right: 0in; margin-top: 0in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tahap V</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; margin-left: 12.6pt; margin-right: 0in; margin-top: 0in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Mempresentasikan tugas akhir.</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 3.25in;" valign="bottom" width="312">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .25in; margin-left: 12.6pt; margin-right: 0in; margin-top: 0in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Siswa mempresentasikan hasil kerjanya. Kelompok lain tetap
mengikuti.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: inset 1.0pt; mso-border-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.75in;" valign="bottom" width="168">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; margin-left: 12.6pt; margin-right: 0in; margin-top: 0in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tahap VI</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; margin-left: 12.6pt; margin-right: 0in; margin-top: 0in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Evaluasi.</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 3.25in;" valign="bottom" width="312">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .25in; margin-left: 12.6pt; margin-right: 0in; margin-top: 0in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Soal ulangan mencakup seluruh topik yang telah diselidiki
dan dipresentasikan.</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Terkait dengan efektivitas penggunaan
metode Metode <i>Group Investigation</i> ini, dari hasil penelitian
yang dilakukan </span><span lang="IN" style="border: none windowtext 1.0pt; font-family: "Georgia","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">terhadap siswa kelas X
SMA Kosgoro Kabupaten Kuningan Tahun 2009 menunjukkan bahwa:</span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; vertical-align: baseline;">
<i><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Pertama,</span></i><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"> <span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0in; padding: 0in;">dalam pembelajaran kooperatif dengan metode</span> <i>Group
Investigation</i><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0in; padding: 0in;">berpusat pada siswa, guru hanya bertindak sebagai fasilitator atau
konsultan sehingga siswa berperan aktif dalam pembelajaran.</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; vertical-align: baseline;">
<i><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Kedua</span></i><span lang="IN" style="border: none windowtext 1.0pt; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">,
pembelajaran yang dilakukan membuat suasana saling bekerjasama dan berinteraksi
antar siswa dalam kelompok tanpa memandang latar belakang, setiap siswa dalam
kelompok memadukan berbagai ide dan pendapat, saling berdiskusi dan
beragumentasi dalam memahami suatu pokok bahasan serta memecahkan suatu
permasalahan yang dihadapi kelompok.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; vertical-align: baseline;">
<i><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Ketiga</span></i><span lang="IN" style="border: none windowtext 1.0pt; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">,
pembelajaran kooperatif dengan metode</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"> <i>Group Investigation</i> <span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0in; padding: 0in;">siswa dilatih untuk memiliki kemampuan yang baik dalam
berkomunikasi, semua kelompok menyajikan suatu presentasi yang menarik dari
berbagai topik yang telah dipelajari, semua siswa dalam kelas saling terlihat
dan mencapai suatu perspektif yang luas mengenai topik tersebut.</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; vertical-align: baseline;">
<i><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Keempat</span></i><span lang="IN" style="border: none windowtext 1.0pt; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">, adanya
motivasi yang mendorong siswa agar aktif dalam proses belajar mulai dari tahap
pertama sampai tahap akhir pembelajaran.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; vertical-align: baseline;">
<span lang="IN" style="border: none windowtext 1.0pt; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Melalui pembelajaran kooperatif dengan metode</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"> <i>Group
Investigation</i> <span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0in; padding: 0in;">suasana belajar terasa lebih efektif,
kerjasama kelompok dalam pembelajaran ini dapat membangkitkan semangat siswa
untuk memiliki keberanian dalam mengemukakan pendapat dan berbagi informasi
dengan teman lainnya dalam membahas materi pembelajaran.</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; vertical-align: baseline;">
<span lang="IN" style="border: none windowtext 1.0pt; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Dari hasil penelitian ini pula dapat disimpulkan bahwa
keberhasilan dari penerapan pembelajaran kooperatif dengan metode</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"> <i>Group
Investigation</i> <span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0in; padding: 0in;">dipengaruhi oleh faktor-faktor yang kompleks,
diantaranya: (1) pembelajaran berpusat pada siswa, (2) pembelajaran yang
dilakukan membuat suasana saling bekerjasama dan berinteraksi antar siswa dalam
kelompok tanpa memandang latar belakang, (3) siswa dilatih untuk memiliki
kemampuan yang baik dalam berkomunikasi, (4) adanya motivasi yang mendorong
siswa agar aktif dalam proses belajar mulai dari tahap pertama sampai tahap
akhir pembelajaran.</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center; vertical-align: baseline;">
<b><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">DAFTAR PUSTAKA</span></b><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Anita Lie. 2007. <i>Cooperative
Learning</i>. Jakarta: PT Gramedia. Cet. Ke-5.</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Asep Jihad dan Muhtadi Abdullah.
2008. <i>Guru Profesional</i>. Bandung: PT Cipta Persada. Cet. Ke-10.</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Azhar Arsyad. 2007. <i>Media
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Pembelajaran Kooperatif Tipe Talking Chips Terhadap Pemahaman Siswa pada Materi
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">E. Usman Effendi dan Juhaya S. Praja.
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Ihat Hatimah, dkk. 2008. <i>Pembelajaran
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Profesional</i>. Jakarta: PT Raja Grafindo Persada.</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Muslimin Ibrahim, et.al.. 2001. <i>Pembelajaran
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Nana Syaodih Sukmadinata. 2005. <i>Landasan
Psikologi Proses Pendidikan</i>. Bandung: PT Remaja Rosdakarya.</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Peter Salim. 1991. <i>Kamus Besar
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">S. Nasution. 1986. <i>Didaktik
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Siti Maesaroh. 2005. <i>Efektivitas
Penerapan Pembelajaran Kooperatif Dengan Metode Group Investigation Terhadap
Hasil Belajar Matematika Siswa</i>. Jakarta: Universitas Islam Negeri Syarif
Hidayatullah.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Slameto. 2004. <i>Belajar dan
Faktor-Faktor yang Mempengaruhinya</i>. Jakarta: PT Rineka Cipta. Cet. Ke-4.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Syaiful Djamarah dan Aswan Zain.
2002. <i>Strategi Belajar mengajar</i>. Jakarta: PT Rineka Cipta.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Trianto. 2007. <i>Model-model
Pembelajaran Inovatif Berorientasi Konstruktivistik</i>. Jakarta: Prestasi
Pustaka.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Udin S. Winaputra. 2001. <i>Model
Pembelajaran Inovatif</i>. Jakarta: Universitas Terbuka. Cet. Ke-1.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">W.S. Winkel. 1986. <i>Psikologi
Pendidikan dan Evaluasi Belajar</i>. Jakarta: Gramedia.</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">*))
David Narudin adalah Mahasiswa pada Program Studi Pendidikan Ekonomi FKIP Universitas
Kuningan Tahun 2004.</span></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 18.0pt;">Model Pembelajaran Afektif (Sikap)</span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";">Posted
on </span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><a href="http://akhmadsudrajat.wordpress.com/2008/05/08/model-pembelajaran-afektif-sikap/" title="15:02"><span style="color: windowtext; mso-bidi-font-size: 11.0pt;">8 Mei
2008</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> by <a href="http://akhmadsudrajat.wordpress.com/author/akhmadsudrajat/" title="Lihat semua yang ditulis oleh AKHMAD SUDRAJAT"><span style="color: windowtext;">AKHMAD
SUDRAJAT</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Georgia","serif"; font-size: 10.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Belajar dipandang
sebagai upaya sadar seorang individu untuk memperoleh perubahan perilaku secara
keseluruhan, baik aspek kognitif, afektif dan psikomotor. Namun hingga saat ini
dalam praktiknya, proses pembelajaran di sekolah tampaknya lebih cenderung
menekankan pada pencapaian perubahan aspek kognitif (intelektual), yang
dilaksanakan melalui berbagai bentuk pendekatan, strategi dan model
pembelajaran tertentu. Sementara, pembelajaran yang secara khusus mengembangkan
kemampuan afektif tampaknya masih kurang mendapat perhatian. Kalaupun dilakukan
mungkin hanya dijadikan sebagai efek pengiring (</span><i><span style="font-family: "Georgia","serif"; font-size: 10.5pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";">nurturant
effect</span></i><span style="font-family: "Georgia","serif"; font-size: 10.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">)
atau menjadi hidden curriculum yang disisipkan dalam kegiatan pembelajaran yang
utama yaitu pembelajaran kognitif atau pembelajaran psikomotor.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Secara konseptual maupun emprik, diyakini bahwa aspek
afektif memegang peranan yang sangat penting terhadap tingkat kesuksesan
seseorang dalam bekerja maupun kehidupan secara keseluruhan. Meski demikian,
pembelajaran afektif justru lebih banyak dilakukan dan dikembangkan di luar
kurikulum formal sekolah. Salah satunya yang sangat populer adalah model
pelatihan kepemimpinan ESQ ala Ari Ginanjar.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pembelajaran afektif berbeda dengan pembelajaran intelektual
dan keterampilan, karena segi afektif sangat bersifat subjektif, lebih mudah
berubah, dan tidak ada materi khusus yang harus dipelajari. Hal-hal diatas
menuntut penggunaan metode mengajar dan evaluasi hasil belajar yang berbeda
dari mengajar segi kognitif dan keterampilan. Ada beberapa model pemebelajaran
afektif. Merujuk pada pemikiran Nana Syaodih Sukmadinata (2005) akan
dikemukakan beberapa model pembelajaran afektif yang populer dan banyak
digunakan.</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.
Model Konsiderasi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Manusia
seringkali bersifat egoistis, lebih memperhatikan, mementingkan, dan sibuk dan
sibuk mengurusi dirinya sendiri. Melalui penggunaan model konsiderasi (<i>consideration
model</i>) siswa didorong untuk lebih peduli, lebih memperhatikan orang lain,
sehingga mereka dapat bergaul, bekerja sama, dan hidup secara harmonis dengan
orang lain.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Langkah-langkah pembelajaran konsiderasi: (1) menghadapkan
siswa pada situasi yang mengandung konsiderasi, (2) meminta siswa menganalisis
situasi untuk menemukan isyarat-isyarat yang tersembunyi berkenaan dengan
perasaan, kebutuhan dan kepentingan orang lain, (3) siswa menuliskan responsnya
masing-masing, (4) siswa menganalisis respons siswa lain, (5) mengajak siswa
melihat konsekuesi dari tiap tindakannya, (6) meminta siswa untuk menentukan
pilihannya sendiri.</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">2.
Model pembentukan rasional</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dalam kehidupannya, orang berpegang pada nilai-nilai sebagai
standar bagi segala aktivitasnya. Nilai-nilai ini ada yang tersembunyi, dan ada
pula yang dapat dinyatakan secara eksplisit. Nilai juga bersifat
multidimensional, ada yang relatif dan ada yang absolut. Model pembentukan
rasional (rational building model) bertujuan mengembangkan kematangan pemikiran
tentang nilai-nilai.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Langkah-langkah pembelajaran rasional: (1) menigidentifikasi
situasi dimana ada ketidakserasian atu penyimpangan tindakan, (2) menghimpun
informasi tambahan, (3) menganalisis situasi dengan berpegang pada norma,
prinsip atu ketentuan-ketentuan yang berlaku dalam masyarakat, (4) mencari
alternatif tindakan dengan memikirkan akibat-akibatnya, (5) mengambil keputusan
dengan berpegang pada prinsip atau ketentuen-ketentuan legal dalam masyarakat.</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">3.
Klarifikasi nilai</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Setiap orang memiliki sejumlah nilai, baik yang jelas atau
terselubung, disadari atau tidak. Klarifikasi nilai (value clarification model)
merupakan pendekatan mengajar dengan menggunakan pertanyaan atau proses menilai
(valuing process) dan membantu siswa menguasai keterampilan menilai dalam
bidang kehidupan yang kaya nilai. Penggunaan model ini bertujuan, agar para
siwa menyadari nilai-nilai yang mereka miliki, memunculkan dan
merefleksikannya, sehingga para siswa memiliki keterampilan proses menilai.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Langkah-langkah pembelajaran klasifikasi nilai: (1)
pemilihan: para siswa mengadakan pemilihan tindakan secara bebas, dari sejumlah
alternatif tindakan mempertimbangkan kebaikan dan akibat-akibatnya, (2)
mengharagai pemilihan: siswa menghargai pilihannya serta memperkuat-mempertegas
pilihannya, (3) berbuat: siswa melakukan perbuatan yang berkaitan dengan
pilihannya, mengulanginya pada hal lainnya.</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">4.
Pengembangan moral kognitif</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Perkembangan moral manusia berlangsung melalui
restrukturalisasi atau reorganisasi kognitif, yang yang berlangsung secara
berangsur melalui tahap pra-konvensi, konvensi dan pasca konvensi. Model ini
bertujuan membantu siswa mengembangkan kemampauan mempertimbangkan nilai moral
secara kognitif.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Langkah-langkah pembelajaran moral kognitif: (1)
menghadapkan siswa pada suatu situasi yang mengandung dilema moral atau
pertentangan nilai, (2) siswa diminta memilih salah satu tindakan yang mengandung
nilai moral tertentu, (3) siswa diminta mendiskusikan/ menganalisis kebaikan
dan kejelekannya, (4) siswa didorong untuk mencari tindakan-tindakan yang lebih
baik, (5) siswa menerapkan tindakan dalam segi lain.</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">5.
Model nondirektif</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Para siswa memiliki potensi dan kemampuan untuk berkembang
sendiri. Perkembangan pribadi yang utuh berlangsung dalam suasana permisif dan
kondusif. Guru hendaknya menghargai potensi dan kemampuan siswa dan berperan
sebagai fasilitator/konselor dalam pengembangan kepribadian siswa. Penggunaan
model ini bertujuan membantu siswa mengaktualisasikan dirinya.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Langkah-langkah
pembelajaran nondirekif: (1) menciptakan sesuatu yang permisif melalui ekspresi
bebas, (2) pengungkapan siswa mengemukakan perasaan, pemikiran dan
masalah-masalah yang dihadapinya,guru menerima dan memberikan klarifikasi, (3)
pengembangan pemahaman (<i>insight</i>), siswa mendiskusikan masalah, guru
memberrikan dorongan, (4) perencanaan dan penentuan keputusan, siswa
merencanakan dan menentukan keputusan, guru memberikan klarifikasi, (5)
integrasi, siswa memperoleh pemahaman lebih luas dan mengembangkan
kegiatan-kegiatan positif.</span></div>
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<br /></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 18.0pt;">Model Pembelajaran Sekolah Kategori
Mandiri-Sekolah Standar Nasional</span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";">Posted
on </span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><a href="http://akhmadsudrajat.wordpress.com/2008/09/02/model-pembelajaran-sekolah-kategori-mandirisekolah-standar-nasional/" title="12:34"><span style="color: windowtext; mso-bidi-font-size: 11.0pt;">2
September 2008</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> by <a href="http://akhmadsudrajat.wordpress.com/author/akhmadsudrajat/" title="Lihat semua yang ditulis oleh AKHMAD SUDRAJAT"><span style="color: windowtext;">AKHMAD
SUDRAJAT</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Oleh:
Depdiknas</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Mutu
kegiatan belajar-mengajar akan mempengaruhi tingkat keberhasilan pelaksanaan
SKM/SSN. Oleh karena itu, kegiatan belajar-mengajar bagi peserta didik yang
memiliki kemampuan dan kecerdasan luar biasa perlu dirancang dan diatur
sedemikian rupa sehingga dapat dicapai hasil percepatan belajar secara optimal,
dan sebaliknya. Seperti dikemukakan Caroll dan Bloom (1974 dalam Munandar,
2001) bahwa banyak peserta didik yang memiliki bakat, minat, kemampuan dan
kecerdasan luar biasa, bahkan sebaliknya maka dalam mengelola kegiatan
belajar-mengajar dapat diterapkan pelayanan individual dan pelayanan kelompok.</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Pemberian layanan secara individual
membawa implikasi dalam manajemen yakni penambahan tenaga, sarana dan dana.
Oleh karena itu dilakukan gabungan antara layanan individual dan kelompok,
dengan pengertian bahwa pada umumnya layanan pendidikan diberikan pada kelompok
peserta didik yang memiliki kemampuan dalam matapelajaran yang sama. Meskipun
kegiatan belajar-mengajar dilakukan secara kelompok, penilaian terhadap
kemajuan hasil belajar merupakan penilaian kemampuan individu setiap peserta
didik. Kecuali penilaian yang dirancang untuk mengetahui kemampuan dan kemajuan
belajar/ hasil kerja kelompok.</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Model
pembelajaran yang dilaksanakan saat ini mengacu pada prinsip-prinsip yang
dikemukakan Bruner (Munandar, 2001) yaitu memberikan pengalaman khusus yang
dapat dipahami peserta didik; pengajaran diberikan sesuai dengan struktur
pengetahuan/keilmuan sehingga peserta didik lebih siap menyerapnya; susunan
penyajian pengajaran yang lebih efektif dan dipertimbangkan ganjaran yang
sesuai. Dalam pelaksanaan pembelajaran pada SKM/SSN tidak hanya ditekankan pada
pencapaian aspek intelektual saja, melainkan dalam pembelajaran perlu
diciptakan kegiatan dan suasana belajar yang memungkinkan berkembangnya semua
dimensi dalam pendidikan, seperti: watak, kepribadian, intelektual, emosional
dan sosial. Sehingga diharapkan tercapai kemajuan dan perkembangan yang
seimbang antara semua dimensi tersebut.</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Strategi pembelajaran yang sesuai untuk
mencapai dimensi di atas, adalah strategi pembelajaran yang terfokus pada
belajar bagaimana seharusnya belajar (Zamroni, 2000). Strategi ini harus
menekankan pada perkembangan kemampuan intelektual tinggi, memiliki kepekaan
(sensitif) terhadap kemajuan belajar dari tingkat konseptual rendah ke tingkat
intelektual tinggi. Untuk itu metode pembelajaran yang paling sesuai antara
lain metode pembelajaran induktif, divergen dan berpikir evaluatif.
Pembelajaran model hafalan pada pembelajaran program siswa yang memiliki
kemampuan lebih sejauh mungkin dicegah dengan memberikan tekanan pada teknik
yang berorientasi pada penemuan (discovery oriented) dan pendekatan induktif.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; text-indent: .5in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Dari pemaparan di atas sesungguhnya
pembelajaran yang terjadi merupakan impelemntasi dari model Dick dan Carey
dimana peran guru atau tugas utama guru adalah sebagai perancang pembelajaran,
dengan peranan tambahan sebagai pelaksana dan penilai kegiatan belajar mengajar
(Riyanto, 2001). Dengan kata lain strategi belajar mengajar yang terapkan dalam
mengajar pada SKM/SSN bukan hanya menekankan pada aspek intelektual saja
melainkan pada juga pada proses kreatif dan berfikir tinggi dalam bentuk
strategi belajar yang bervariasi yang harus diciptakan oleh guru secara
kreatif.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; text-indent: .5in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Menurut Arends (2001) seorang guru
dalam melaksanakan pembelajaran harus menampilkan tiga aspek penting. Ketiga
aspek ini adalah: (1) kepemimpinan, (2) pemberian instruksi melalui tatap muka
dengan peserta didik, (3) bekerja dengan peserta didik, kolega, dan orang tua.
Untuk membangun kelas dan sekolah sebagai organisasi belajar, ketiga aspek
tersebut harus terpadu.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; text-indent: .5in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Pada aspek kepemimpinan, banyak peran
guru sama dengan peran pemimpin yang bekerja pada tipe organisasi lain.
Pemimpin diharapkan mampu merencanakan, memotivasi, dan mengkoordinasi
pekerjaan sehingga tiap individu dapat bekerja secara independen, dan membantu
memformulasi serta menilai pencapaian tujuan pembelajaran. Dalam melaksanakan
pembelajaran guru harus merancang dan melakukan pekerjaan secara efisien,
kreatif, tampil menarik dan berwibawa sebagai seorang aktor di depan kelas,
serta hasilnya harus memenuhi standar kualitas.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; text-indent: .5in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Pada aspek pemberian instruksi, guru
dalam melaksanakan pembelajaran di kelas melalui tatap muka menyampaikan
informasi dan mengarahkan apa yang harus dilakukan peserta didik. Pada apsek
ini hal yang perlu diperhatikan adalah unsur konsentrasi atau perhatian peserta
didik terhadap uraian materi yang disampaikan guru. Pada umumnya perhatian
penuh peserta didik berlangsung pada 5 sampai 10 menit pertama, setelah itu
perhatiannya akan turun. Untuk itu guru harus berusaha menjaga perhatian
peserta didik, misalnya dengan memberi contoh penggunaan materi atau konsep
yang diajarkan di lapangan.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; text-indent: .5in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Pada aspek kerja sama, untuk mencapai
hasil pembelajaran yang optimal guru harus melakukan kerjasama dengan peserta
didik, kolega guru, dan orang tua. Masalah yang dihadapi guru dapat berupa
masalah di kelas, atau masalah individu peserta didik. Masalah di kelas dapat
didiskusikan dengan guru lain yang mengajar di kelas yang sama atau yang
mengajar mata pelajaran sama di kelas lain. Masalah individu peserta didik
dibicarakan dengan orang tua peserta didik. Dengan demikian semua masalah yang
terjadi di kelas dapat diselesaikan.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; text-indent: .5in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Pembelajaran pada dasarnya merupakan interaksi
antara peserta didik dan sumber belajar. Pembelajaran di kelas terjadi karena
ada interaksi antara peserta didik dengan guru. Guru tidak saja memberi
instruksi, tetapi juga bertindak sebagai anggota organisasi belajar dan sebagai
pemimpin pada lingkungan kerja yang komplek. Semua perilaku guru di dalam dan
di luar kelas akan mempengaruhi keberhasilan kegiatan pembelajaran.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; text-indent: .5in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Model pembelajaran dapat dikategorikan
menjadi dua, yaitu model tradisional yang berpusat pada guru dan model
konstruktivis yang berpusat pada peserta didik (Arends, 2001). Model
pembelajaran tradisonal terdiri atas ceramah atau presentasi, instruksi
langsung, dan pengajaran konsep. Model pembelajaran yang berpusat pada peserta
didik atau konstruktivis terdiri atas belajar kooperatif, instruksi berbasis
masalah, dan diskusi kelas.<br />
Ada dua hal utama yang perlu diperhatikan pada model pembelajaran sekolah
mandiri, yaitu : (1) pembelajaran, dan (2) evaluasi. Peran utama guru di
sekolah adalah melaksanakan pembelajaran. Pembelajaran merupakan kegiatan yang
menggunakan teknik, metode, dan strategi yang sistematik untuk mengkreasi
perpaduan yang ideal antara kurikulum dan peserta didik secara sistematik.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; text-indent: .5in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Teknik pembelajaran adalah bagian dari
setiap metode, dan beberapa metode digabung menjadi strategi, yang merupakan
kombinasi kemampuan dan keterampilan guru untuk menerapkan metode dan strategi
pembelajaran. Teknik yang banyak digunakan antara lain : (1) menyampaikan
informasi, (2) memotivasi, (3) memberi penguatan, (4) mendengarkan, (5) memberi
dan menjawab pertanyaan, dan (6) pengelolaan.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; text-indent: .25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Strategi pembelajaran adalah kombinasi
metode yang berurutan dan dirancang agar peserta didik mencapai standar
kompetensi. Menururt Kindsvatter, Wilen, & Ishler (1996:169) strategi
formal yang dikembangkan berdasarkan penelitian pembelajaran yang efektif dan
menekankan pada hasil belajar yang lebih tinggi adalah:</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l12 level1 lfo19; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Pengajaran
aktif : fokus akademik, pembelajaran diarahkan oleh guru dengan menggunakan
bahan yang terstruktur dan berurutan.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l12 level1 lfo19; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Pembelajaran
masteri: suatu pendekatan diagnostik individu pada pembelajaran di mana peserta
didik melakukan pembelajaran dan diuji sesuai dengan kecepatannya untuk
mencapai kompetensi.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l12 level1 lfo19; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Pembelajaran
kooperatif : penggunaan tutor sebaya, pembelajaran grup, dan kerjasama untuk
mendorong peserta didik belajar.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Model
pembelajaran pada SKM/SSN menekankan pada potensi dan kebutuhan peserta didik
agar mampu belajar mandiri yang dibangun melalui komunitas belajar di kelas.
Strategi untuk memotivasi peserta didik membangun komunitas belajar tersebut
meliputi : (1) meyakini potensi peserta didik, (2) membangun motivasi
intrinsik, (3) menggunakan perasaan positif, (4) membangun minat belajar
peserta didik, (5) membangun belajar yang menyenangkan, (6) memenuhi kebutuhan
peserta didik, (7) mencapai tujuan pembelajaran, dan (8) memfasilitasi
pengembangan kelompok.<br />
Secara ringkas prinsip pembelajaran pada SKM/SSN adalah :</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo20; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Berpusat
pada peserta didik, yaitu bagaimana peserta didik belajar.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo20; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Menggunakan
berbagai metode yang memudahkan peserta didik belajar.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo20; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Proses
pembelajaran bersifat kontekstual.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo20; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Interaktif,
inspiratif, menyenangkan, memotivasi, menantang dan dalam iklim yang kondusif.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo20; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Menekankan
pada kemampuan dan kemauan bertanya dari peserta didik</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo20; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Dilakukan
melalui kelompok belajar dan tutor sebaya.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo20; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Mengalokasikan
waktu sesuai dengan kemampuan belajar peserta didik</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo20; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Melaksanakan
program remedial dan pengayaan sesuai dengan hasil evaluasi formatif.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Sumber:<br />
Depdiknas.2008. Model Penyelenggaraan Sekolah Kategori Mandiri /Sekolah Standar
Nasional. Jakarta: Direktorat Pembinaan Sekolah Mengah Atas. Dirjen Manajemen
Pendidikan Dasar dan Menengah</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">============= </span></div>
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<br /></div>
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<div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 15.6pt; mso-outline-level: 1; text-align: center; vertical-align: baseline;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 18.0pt;">Media Pembelajaran</span></b></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; vertical-align: baseline;">
<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";">Posted
on </span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><a href="http://akhmadsudrajat.wordpress.com/2008/01/12/konsep-media-pembelajaran/" title="10:10"><span style="color: windowtext; mso-bidi-font-size: 11.0pt;">12 Januari
2008</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> by <a href="http://akhmadsudrajat.wordpress.com/author/akhmadsudrajat/" title="Lihat semua yang ditulis oleh AKHMAD SUDRAJAT"><span style="color: windowtext;">AKHMAD
SUDRAJAT</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Oleh
: <b>Akhmad Sudrajat</b></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Media berasal dari
bahasa latin merupakan bentuk jamak dari “Medium” yang secara harfiah berarti
“Perantara” atau “Pengantar” yaitu perantara atau pengantar sumber pesan dengan
penerima pesan. Beberapa ahli memberikan definisi tentang media pembelajaran.
Schramm (1977) mengemukakan bahwa media pembelajaran adalah teknologi pembawa pesan
yang dapat dimanfaatkan untuk keperluan pembelajaran.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Sementara itu, Briggs
(1977) berpendapat bahwa media pembelajaran adalah sarana fisik untuk
menyampaikan isi/materi pembelajaran seperti : buku, film, video dan
sebagainya. Sedangkan, <i>National Education Associaton</i> (1969)
mengungkapkan bahwa media pembelajaran adalah sarana komunikasi dalam bentuk
cetak maupun pandang-dengar, termasuk teknologi perangkat keras. Dari ketiga
pendapat di atas disimpulkan bahwa media pembelajaran adalah segala sesuatu yang
dapat menyalurkan pesan, dapat merangsang fikiran, perasaan, dan kemauan
peserta didik sehingga dapat mendorong terciptanya proses belajar pada diri
peserta didik.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Brown
(1973) mengungkapkan bahwa media pembelajaran yang digunakan dalam kegiatan
pembelajaran dapat mempengaruhi terhadap efektivitas pembelajaran. Pada
mulanya, media pembelajaran hanya berfungsi sebagai alat bantu guru untuk
mengajar yang digunakan adalah alat bantu visual. Sekitar pertengahan abad Ke
–20 usaha pemanfaatan visual dilengkapi dengan digunakannya alat audio,
sehingga lahirlah alat bantu audio-visual. Sejalan dengan perkembangan ilmu
pengetahuan dan teknologi (IPTEK), khususnya dalam bidang pendidikan, saat ini
penggunaan alat bantu atau media pembelajaran menjadi semakin luas dan
interaktif, seperti adanya komputer dan internet.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Media
memiliki beberapa fungsi, diantaranya :</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l17 level1 lfo21; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Media
pembelajaran dapat mengatasi keterbatasan pengalaman yang dimiliki oleh para
peserta didik. Pengalaman tiap peserta didik berbeda-beda, tergantung dari faktor-faktor
yang menentukan kekayaan pengalaman anak, seperti ketersediaan buku, kesempatan
melancong, dan sebagainya. Media pembelajaran dapat mengatasi perbedaan
tersebut. Jika peserta didik tidak mungkin dibawa ke obyek langsung yang
dipelajari, maka obyeknyalah yang dibawa ke peserta didik. Obyek dimaksud bisa
dalam bentuk nyata, miniatur, model, maupun bentuk gambar – gambar yang dapat
disajikan secara audio visual dan audial.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l17 level1 lfo21; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Media
pembelajaran dapat melampaui batasan ruang kelas. Banyak hal yang tidak mungkin
dialami secara langsung di dalam kelas oleh para peserta didik tentang suatu
obyek, yang disebabkan, karena : (a) obyek terlalu besar; (b) obyek terlalu
kecil; (c) obyek yang bergerak terlalu lambat; (d) obyek yang bergerak terlalu
cepat; (e) obyek yang terlalu kompleks; (f) obyek yang bunyinya terlalu halus;
(f) obyek mengandung berbahaya dan resiko tinggi. Melalui penggunaan media yang
tepat, maka semua obyek itu dapat disajikan kepada peserta didik.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l17 level1 lfo21; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Media
pembelajaran memungkinkan adanya interaksi langsung antara peserta didik dengan
lingkungannya.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l17 level1 lfo21; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Media
menghasilkan keseragaman pengamatan</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l17 level1 lfo21; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Media
dapat menanamkan konsep dasar yang benar, konkrit, dan realistis.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l17 level1 lfo21; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Media
membangkitkan keinginan dan minat baru.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l17 level1 lfo21; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Media
membangkitkan motivasi dan merangsang anak untuk belajar.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l17 level1 lfo21; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Media
memberikan pengalaman yang integral/menyeluruh dari yang konkrit sampai dengan
abstrak</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Terdapat berbagai jenis media
belajar, diantaranya:</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l23 level1 lfo22; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><i><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Media Visual</span></i><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> : grafik, diagram, chart, bagan,
poster, kartun, komik</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l23 level1 lfo22; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Media
Audial : radio, tape recorder, laboratorium bahasa, dan sejenisnya</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l23 level1 lfo22; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><i><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Projected still media</span></i><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> : <i>slide; over head
projektor (OHP), in focus </i>dan sejenisnya</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l23 level1 lfo22; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><i><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Projected motion media</span></i><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> : film, televisi, video (VCD,
DVD, VTR), komputer dan sejenisnya.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Sejalan dengan perkembangan IPTEK
penggunaan media, baik yang bersifat visual, audial,<i>projected still media</i> maupun <i>projected
motion media</i> bisa dilakukan secara bersama dan serempak melalui satu
alat saja yang disebut Multi Media. Contoh : dewasa ini penggunaan komputer
tidak hanya bersifat <i>projected motion media</i>, namun dapat meramu
semua jenis media yang bersifat interaktif.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Allen
mengemukakan tentang hubungan antara media dengan tujuan pembelajaran,
sebagaimana terlihat dalam tabel di bawah ini :</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; vertical-align: baseline;">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-border-alt: solid #E7E7E7 .75pt; mso-padding-alt: 0in 0in 0in 0in; mso-yfti-tbllook: 1184; width: 100.0%;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border-top: solid #E7E7E7 1.0pt; border: inset 1.0pt; mso-border-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 181.95pt;" valign="bottom" width="243">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Jenis Media</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: solid #E7E7E7 1.0pt; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: solid #E7E7E7 1.0pt; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">2</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: solid #E7E7E7 1.0pt; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">3</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: solid #E7E7E7 1.0pt; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 19.8pt;" valign="bottom" width="26">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">4</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: solid #E7E7E7 1.0pt; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">5</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: solid #E7E7E7 1.0pt; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">6</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: inset 1.0pt; mso-border-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 181.95pt;" valign="bottom" width="243">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .25in; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Gambar Diam</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">S</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">T</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">S</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 19.8pt;" valign="bottom" width="26">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">S</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">R</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">R</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: inset 1.0pt; mso-border-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 181.95pt;" valign="bottom" width="243">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .25in; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Gambar Hidup</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">S</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">T</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">T</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 19.8pt;" valign="bottom" width="26">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">T</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">S</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">S</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: inset 1.0pt; mso-border-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 181.95pt;" valign="bottom" width="243">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .25in; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Televisi</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">S</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">S</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">T</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 19.8pt;" valign="bottom" width="26">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">S</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">R</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">S</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: inset 1.0pt; mso-border-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 181.95pt;" valign="bottom" width="243">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .25in; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Obyek Tiga Dimensi</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">R</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">T</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">R</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 19.8pt;" valign="bottom" width="26">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">R</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">R</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">R</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: inset 1.0pt; mso-border-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 181.95pt;" valign="bottom" width="243">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .25in; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Rekaman Audio</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">S</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">R</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">R</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 19.8pt;" valign="bottom" width="26">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">S</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">R</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">S</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: inset 1.0pt; mso-border-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 181.95pt;" valign="bottom" width="243">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .25in; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Programmed Instruction</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">S</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">S</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">S</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 19.8pt;" valign="bottom" width="26">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">T</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">R</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">S</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: inset 1.0pt; mso-border-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 181.95pt;" valign="bottom" width="243">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .25in; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Demonstrasi</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">R</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">S</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">R</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 19.8pt;" valign="bottom" width="26">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">T</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">S</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">S</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: inset 1.0pt; mso-border-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 181.95pt;" valign="bottom" width="243">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .25in; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Buku teks tercetak</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">S</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">R</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">S</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 19.8pt;" valign="bottom" width="26">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">S</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">R</span></div>
</td>
<td style="border-bottom: inset 1.0pt; border-left: none; border-right: inset 1.0pt; border-top: none; mso-border-alt: inset windowtext .25pt; mso-border-left-alt: inset windowtext .25pt; mso-border-top-alt: solid #E7E7E7 .75pt; mso-border-top-alt: solid #E7E7E7 .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 18.05pt;" valign="bottom" width="24">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .25in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">S</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 9.0pt; text-align: justify; text-indent: .5in; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Bookman Old Style","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Keterangan :</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 9.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 17.85pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: 18.15pt; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Bookman Old Style","serif"; font-size: 9.0pt; mso-bidi-font-family: "Times New Roman"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">R = Rendah S = Sedang T= Tinggi</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Bookman Old Style","serif"; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">1
= Belajar Informasi faktual</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Bookman Old Style","serif"; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">2
= Belajar pengenalan visual</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Bookman Old Style","serif"; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">3
= Belajar prinsip, konsep dan aturan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Bookman Old Style","serif"; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">4
= Prosedur belajar</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Bookman Old Style","serif"; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">5=
Penyampaian keterampilan persepsi motorik</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; font-family: "Bookman Old Style","serif"; font-size: 8.0pt; mso-bidi-font-family: "Times New Roman"; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">6
= Mengembangkan sikap, opini dan motivasi</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Kriteria
yang paling utama dalam pemilihan media bahwa media harus disesuaikan dengan
tujuan pembelajaran atau kompetensi yang ingin dicapai. Contoh : bila tujuan
atau kompetensi peserta didik bersifat menghafalkan kata-kata tentunya media
audio yang tepat untuk digunakan. Jika tujuan atau kompetensi yang dicapai
bersifat memahami isi bacaan maka media cetak yang lebih tepat digunakan. Kalau
tujuan pembelajaran bersifat motorik (gerak dan aktivitas), maka media film dan
video bisa digunakan. Di samping itu, terdapat kriteria lainnya yang bersifat melengkapi
(komplementer), seperti: biaya, ketepatgunaan; keadaan peserta didik;
ketersediaan; dan mutu teknis.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">============</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Untuk
memahami lebih lanjut tentang Media Pembelajaran, silahkan klik tautan di bawah
ini ! Jangan lupa, komentar Anda sangat diharapkan.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l13 level1 lfo23; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><a href="http://akhmadsudrajat.wordpress.com/2010/03/20/slideshare-net-untuk-pembelajaran/"><span style="color: windowtext;">SlideShare.net untuk Pembelajaran</span></a></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l13 level1 lfo23; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><a href="http://akhmadsudrajat.wordpress.com/2008/09/26/sumber-sumber-yang-mempengaruhi-teknologi-pembelajaran/" target="_blank"><span style="color: windowtext;">Faktor-Faktor yang Mempengaruhi
Teknologi Pembelajaran</span></a></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l13 level1 lfo23; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><a href="http://akhmadsudrajat.wordpress.com/2008/06/30/game-dalam-pelatihan-iii/" target="_blank"><span style="color: windowtext;">Game (Ice Break) dalam
Pembelajaran</span></a></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-line-height-alt: 15.6pt; mso-outline-level: 1; vertical-align: baseline;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 18.0pt;">SlideShare.net untuk Pembelajaran</span></b></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; vertical-align: baseline;">
<span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";">Posted
on </span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><a href="http://akhmadsudrajat.wordpress.com/2010/03/20/slideshare-net-untuk-pembelajaran/" title="09:11"><span style="color: windowtext; mso-bidi-font-size: 11.0pt;">20 Maret
2010</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> by <a href="http://akhmadsudrajat.wordpress.com/author/akhmadsudrajat/" title="Lihat semua yang ditulis oleh AKHMAD SUDRAJAT"><span style="color: windowtext;">AKHMAD
SUDRAJAT</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Website slideshare.net adalah sebuah
situs yang menyediakan berbagai informasi yang sangat kaya. Di sana
tersimpan berbagai file dalam bentuk power point, word dan
pdf. yang bisa dimanfaatkan secara gratis untuk menambah pengetahuan dan
wawasan kita tentang berbagai hal.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Tetapi
bagi sebagian orang mungkin website ini masih dianggap sebagai sesuatu
yang asing. Hal ini bisa saya lihat ketika saya menugaskan para mahasiswa
untuk memiliki account di SlideShare.net untuk menyimpan file tugas-tugas
perkuliahan yang saya ampu, ternyata diantara mereka ada juga yang belum
mengenal website ini.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Walaupun
sesugguhnya perkuliahan yang saya ampu bukanlah mata kuliah tentang
komputer/IT, tetapi itulah tantangan belajar yang saya berikan kepada
mahasiswa.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Dalam
perkuliahan, saya mengajak rekan-rekan mahasiswa untuk tidak hanya
sekedar menguasai substansi dari apa yang sedang dipelajarinya di dalam
kelas tetapi mereka dituntut pula untuk senantiasa belajar meraih dan
berbagi informasi secara terus menerus, diantaranya melalui internet
dengan memanfaatkan Slide Share.net ini.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Penugasan ini bukan tanpa alasan,
secara kebetulan saya mengampu mata kuliah kependidikan yang bertujuan
menyiapkan para mahasiswa untuk memiliki kompetensi pedagogik.
Harapan<a href="http://akhmadsudrajat.wordpress.com/"><span style="color: windowtext; text-decoration: none; text-underline: none;"> </span><span style="color: windowtext;">saya</span></a>,
di samping untuk memenuhi kebutuhan belajar mereka saat ini,
–kapasitasnya sebagai mahasiswa. Lebih dari itu, melalui penugasan ini
harapan saya kelak ke depannya ketika mereka telah menjadi guru, mereka
sudah sangat terbiasa akrab dengan komputer dan dunia internet untuk
kepentingan pembelajaran peserta didiknya. Saya yakin, ke depannya komputer dan
internet akan menjadi bagian yang tak terpisahkan dari proses pendidikan
di sekolah.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Berdasarkan
informasi yang saya peroleh, konon para mahasiswa saya sebagian besar sudah
memiliki account di FaceBook, yang notabene mereka sudah memiliki
pemahaman bagaimana mengoperasikan internet. Hal ini saya anggap sebagai
sebuah peluang untuk menambah dan meningkatkan kapasitas mereka, jadi selain
mereka berinteraksi secara sosial dalam FaceBook, mereka juga dapat
berinteraksi secara intelektual melalui SlideShare.net</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Terima kasih kepada sahabat saya,
Bapak <a href="http://aminhers.com/" target="_blank"><b><span style="color: windowtext;">Aminhers</span></b><span style="color: windowtext; text-decoration: none; text-underline: none;"> </span></a>yang lagi merantau
di Thailand, karena penugasan ini salah-satunya terilhami dari diskusi
dengan beliau dalam sebuah tulisan saya sebelumnya.</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .25in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">=========</span></div>
<div align="center" class="MsoListParagraphCxSpFirst" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-line-height-alt: 15.6pt; mso-outline-level: 1; text-align: center; vertical-align: baseline;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 18.0pt;">Sumber-Sumber yang Mempengaruhi Teknologi Pembelajaran</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 9.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";">Posted
on </span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"><a href="http://akhmadsudrajat.wordpress.com/2008/09/26/sumber-sumber-yang-mempengaruhi-teknologi-pembelajaran/" title="11:11"><span style="color: windowtext; mso-bidi-font-size: 11.0pt;">26
September 2008</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"> by <a href="http://akhmadsudrajat.wordpress.com/author/akhmadsudrajat/" title="Lihat semua yang ditulis oleh AKHMAD SUDRAJAT"><span style="color: windowtext;">AKHMAD
SUDRAJAT</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Teknologi pembelajaran dapat dilihat
sebagai bidang yang mempunyai perhatian khusus terhadap aplikasi, meskipun
prinsip dan prosedurnya berdasar pada teori. Kawasan bidang ini telah melalui
pergulatan antara pengaruh nilai, penelitian,dan pengalaman praktisi, khususnya
pengalaman dengan teknologi yang digunakan dalam pembelajaran.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Bidang ini kemudian berkembang tidak
hanya berupa pengetahuan teoritik tetapi juga pengetahuan praktis.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Setiap kawasan dibentuk oleh : (1)
landasan penelitian dan teori; (2) nilai dan perspektif yang berlaku; (3)
kemampuan teknologi itu sendiri.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.
Pengaruh Teori dan Penelitian</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Teknologi Pembelajaran telah
dipengaruhi oleh teori dari berbagai bidang kajian. Akar teori ini dapat
ditemui dalam berbagai disiplin, termasuk : psikologi, rekayasa, komunikasi,
ilmu komputer, bisnis, dan pendidikan secara umum.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Secara singkat, pengaruh teori dan
penelitian terhadap masing-masing kawasan dapat dijelaskan sebagai berikut :</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">a. Desain</span></b><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Teori sistem umum diterapkan melalui
aplikasi model-model perancangan sistem pembelajaran, terutama dengan didukung
logika deduktif, penilaian praktek dan pengalaman yang sukses. Hasil-hasil
penelitian yang ada tentang desain sistematik dapat mendukung terhadap
komponen-komponen proses perancangan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Penelitian dan teori psikologi yang
berkembang pun telah memberikan kontribusi terhadap perancangan, baik yang
dikembangkan oleh kelompok aliran psikologi behaviorisme, maupun kognitivisme
dan konstruktivisme. Selain itu, sumbangsih teori dan penelitian psikologi tentang
motivasi juga berpengaruh terhadap proses perancangan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Teori dan penelitian tentang
Belajar-Mengajar memiliki pengaruh terhadap desain, baik dalam penentuan
tugas-tugas belajar, penentuan tujuan pembelajaran, pemilihan metode dan media
pembelajaran, penentuan materi pembelajaran dan sebagainya.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Teori komunikasi dan penelitian
tentang pesepsi-atensi telah memberikan pengaruh terhadap proses perancangan,
seperti dalam tata letak, halaman, desain layar, desain grafis visual. Studi
yang dilakukan Flemming (1987) menyimpulkan tentang karakteristik-karakteristik
persepsi yang relevan untuk perancangan, meliputi : pengorganisasian,
perbandingan dan kontras, warna kemiripan, nilai dan informasi yang disajikan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">b.
Pengembangan</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Proses pengembangan bergantung pada
prosedur desain, akan tetapi prinsip-prinsip utamanya diturunkan dari hakekat
komunikasi dan proses belajar. Pada kawasan pengembangan tidak hanya
dipengaruhi oleh teori komunikasi semata, tetapi juga oleh teori pemrosesan
visual-audial, berfikir visual, dan estetika.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Teori Shannon dan Weaver (1949)
tentang proses penyampaian pesan dari pengirim kepada penerima dengan
menggunakan sarana sensorik. Berikutnya, pemikiran Belo tentang Model SMCR (<i>Sender,
Massage, Channel, Receiver</i>), dan beberapa teori lainnya dalam bidang
komunikasi secara umum telah menjadi landasan dalam proses pengembangan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Proses pengembangan juga telah
dipengaruhi oleh teori berfikir visual, belajar visual dan komunikasi visual.
Teori berfikir visual sangat berguna terutama dalam mencari ide untuk perlakuan
berfikir visual. Menurut Seels (1993) bahwa berfikir visual merupakan
manipulasi bayangan mental dan asosiasi sensor dan emosi. Arnhem (1972)
menjelaskan berfikir visual sebagai fikiran kiasan dan di bawah sadar. Berfikir
visual menuntut kemampuan mengorganisasi bayangan sekitar unsur-unsur garis,
bentuk, warna, tekstur, atau komposisi..</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Sementara itu, prinsip-prinsip
estetika juga menjadi landasan dalam proses pengembangan. Molenda dan Russel
(1993) mengidentifikasi unsur kunci seni yang digunakan dalam perancangan
visual, yaitu : pengaturan, keseimbangan dan kesatuan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Teori dan penelitian dalam bidang
komputer yang dikombinasikan dengan teori-teori lainnya, khususnya dengan teori
pembelajaran telah memungkinkan lahirnya berbagai bentuk pembelajaran, seperti
pembelajaran jarak jauh yang di dalamnya memerlukan prinsip-prinsip komunikasi
umum, prinsip-prinsip desain grafis, prinsip-prinsip belajar interaktif dan
teknologi elektronik yang canggih.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">c.
Pemanfaatan</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pada mulanya gagasan tentang
pemanfaatan media lebih berkonotasi pada aspek-aspek penggunaan, sehingga teori
dan penelitian lebih dipusatkan pada hal-hal yang berkenaan dengan pemanfaatan
media, terutama mengkaji tentang masalah-masalah seputar penggunaan media
secara optimal, kemudian berkembang dengan mencakup pada upaya difusi, karena
bagaimana pun disadari bahwa pemanfaatan teknologi sangat bergantung pada
proses difusi. Rogers (1962) mengeksplorasi tentang gejala difusi inovasi.
Menurut Rogers, terdapat empat elemen utama yang beroperasi dalam proses
difusi, yaitu : (1) bentuk atau karakter inovasi itu sendiri, (2) saluran
komunikasi yang ada, (3) waktu, dan (4) sistem sosial yang berlaku. Studi
Havelock (1971) tentang model pengembangan dan penyebaran dan interaksi sosial,
lebih menekankan pada usaha-usaha menghubungkan para pemakai dengan sumber
pengetahuan baru. Studi Lazarfield (1944) mengungkapkan tentang informasi yang
sampai kepada para tokoh yang berpengaruh (<i>opnion leaders</i>), yang pada
awalnya berupa transfer informasi sederhana, kemudian informasi itu diteruskan
kepada para pengikutnya.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dari berbagai pengalaman kegagalan
inovasi teknologi pada skala besar, telah mendorong perlunya perencanaan dan
perubahan keorganisasian, administratif dan individu (Cuban, 1986). Sekarang ini
muncul perkembangan pengetahuan yang berhubungan dengan cara-cara organisasi
beradaptasi dengan tantangan masyarakat modern, dengan segala sistem pemasaran
yang baru, teknologi baru dan tuntutan perubahan yang terus menerus, sehingga
pada akhirnya menggiring pemanfaatan sebagai implementasi dan
institusionalisasi.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">d.
Pengelolaan</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Persoalan-persoalan pengelolaan
dalam bidang Teknologi Pembelajaran muncul akibat pengaruh aliran perilaku dan
berfikir sistematik behaviorisme serta aspek humanisme dalam komunikasi,
motivasi, dan produktivitas. Metodologi dan teori pengelolaan telah banyak
diaplikasikan pada berbagai bidang pengelolaan sumber dan proyek, termasuk
pengelolaan perubahan. Sebagian besar prinsip-prinsip pengelolaan berasal dari
manajemen/administrasi bisnis, seperti dalam pengelolaan proyek, pengelolaan
sumber dan efektivitas pembiayaan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pengelolaan proyek sebagai suatu
konsep, pada awalnya diperkenalkan sebagai “cara yang efisien dan efektif dalam
menghimpun suatu tim, dimana pengetahuan dan keahlian anggotanya sesuai dengan
siatuasi unik dan tuntutan teknis jangka pendek yang ditentukan oleh pemberi
kerja”(Rothwell dan Kazanas, 1992).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pengelolaan sumber telah lama
menjadi masalah utama bagi guru dan petugas perpustakaan media karena keduanya
diharapkan sebagai manajer sumber belajar. Sekarang ini konsep sumber lebih
mengacu pada pengertian sumber belajar yang lebih luas dan bukan sekedar
diartikan sebagai sarana audio-visual, melainkan mencakup pula barang cetak,
lingkungan dan nara sumber (Eraut, 1989)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Akhir-akhir ini mulai tumbuh
perhatian mengenai efektivitas pembiayaan, sehingga kerangka teori ekonomi pun
mulai digunakan dalam teknologi pembelajaran, seperti penggunaan teori ekonomi
pengelolaan sumber yang dikembangkan oleh Henderson dan Quandt (1980).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kelanjutan dari pengelolaan sumber
ini adalan pengelolaan sistem penyampaian, yang berkaitan dengan sarana,
seperti perangkat lunak dan keras, dukungan teknis untuk operator dan pemakai,
serta karakteristik lain tentang pengoperasian sistem teknologi. Ini merupakan
era baru praktek mendahului analisis teoritik tentang model.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Komponen terakhir dari masalah
pengelolaan adalah pengelolaan informasi. Teori informasi melahirkan suatu
landasan yang dapat digunakan untuk memahami dan memprogram komputer. Hal ini
berhubungan dengan perancangan dan penggunaan jaringan komputer untuk tranmisi,
penerimaan dan penyimpanan informasi. Penerapan teori informasi ini
jangkauannya semakin luas, dengan mencakup berbagai bidang kehidupan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">e.
Penilaian</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Analisis, asesmen dan penilaian
memainkan peranan penting dalam proses desain pembelajaran dan teknologi
pembelajaran. Pada awalnya, penilaian sering dihubungkan dengan orientasi
behavioristik. Tumbuhnya desain pembelajaran yang beorientasi pada tujuan
(tercapainya perubahan perilaku), sehingga memunculkan pengujian dengan
menggunakan acuan patokan. Hal ini terjadi pula dalam analisis kebutuhan atau
analisis masalah.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dengan masuknya pandangan
kognitivisme dan konstruktivisme dalam desain pembelajaran, telah membawa
implikasi terhadap proses analisis kebutuhan dengan cakupan yang lebih luas,
yang tidak hanya berfokus pada isi semata, tetapi juga memberikan perhatian
pada analisis pembelajar, analisis organisasi dan analisis lingkungan (Richey,
1992; Tessmer dan Harris, 1992). Penilaian dengan paradigma kognitif lebih
banyak diorientasikan untuk kepentingan fungsi diagnostik.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">2. Nilai
dan Perspektif Alternatif</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pada umumya nilai-nilai yang ada
akan berfungsi sebagai landasan berfikir dan berbuat. Nilai-nilai ini mungkin
berasal dari pelatihan dan pengalaman kerja yang sama, pembudayaan dari
teori-teori atau karakteristik pribadi orang yang tertarik terhadap Teknologi
Pembelajaran . Secara khusus, nilai-nilai yang mempengaruhi terhadap
perkembangan Teknologi Pembelajaran, yaitu : (a) replikabilitas pembelajaran;
(b) individualisasi; (c) efisiensi; (d) penggeneralisasian proses isi lintas;
(e) perencanaan terinci; (f) analisis dan spesifikasi; (g) kekuatan visual; (h)
pemanfaatan pembelajaran bermedia.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Konsep paradigma alternatif dalam
menemukan pengetahuan baru-baru ini telah menjadi fokus utama dalam berbagai
disiplin ilmu. Dalam perpektif ilmiah, paradigma alternatif ini memiliki
kecenderungan untuk menerima metodologi penelitian kualitatif, penelitian
fenomenologis dan gerakan ke arah psikologi kontruktivis. Teknologi
pembelajaran juga merasakan pengaruh ini, sebagai contoh Striebel (1991)
mengemukakan pendapatnya bahwa komputer bukanlah hanya sekedar bentuk sistem
penyampaian, tetapi sebagai suatu lingkungan yang memiliki nilai-nilai tertentu
dengan segala kecenderungannya. Bowers (1988) juga memberikan suatu tantangan
yang meragukan bahwa teknologi betul-betul bersifat netral dan dapat dibentuk
untuk memenuhi segala tujuan yang diinginkan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Gerakan psikologi konstruktivisme
telah mempengaruhi terhadap Teknologi Pembelajaran. Menurut pandangan
konstruktivisme bahwa disamping adanya relaitas fisik, namun pengetahuan kita
tentang realitas dibangun dari hasil penafsiran pengalaman. Makna atas sesuatu
tidak akan terlepas dari orang yang memahaminya. Belajar merupakan suatu
rangkaian proses interpretasi berdasarkan pengalaman yang telah ada,
interpretasi tersebut kemudian dicocokan pengalaman-pengalaman baru.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Konstruktivisme cenderung
mempersoalkan perancangan lingkungan belajar daripada pentahapan kegiatan
pembelajaran. Lingkungan belajar ini merupakan konsteks yang kaya, baik berupa
landasan pengetahuan, masalah yang otentik, dan perangkat otentik yang
digunakan untuk memecahkan masalah. Nampaknya, ada semacam keengganan terhadap
adanya perumusan pengetahuan secara rinci yang harus dikuasai, dan kengganan
terhadap simplikasi atau regulasi isi, karena semua proses itu akan meniadakan
arti penting konteks yang kaya yang memungkinkan terjadinya transfer.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Perspektif alternatif lain yang
mempengaruhi teknologi pembelajaran adalah dari kelompok yang memandang penting
atas keunggulan belajar situasional (<i>situatedlearning</i>). Belajar
situasional terjadi bilamana siswa mengerjakan “tugas otentik” dan berlangsung
di latar dunia nyata. Belajar semacam ini tidak akan terjadi bilamana
pengetahuan dan keterampilan tidak diajarkan secara kontekstual”. Bila orang
menekankan pada belajar situasional, maka logika kelanjutannya adalah memahami
belajar sebagai suatu proses yang aktif, berkesinambungan dan dinilai lebih
pada aplikasi daripada sekedar perolehan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Gerakan teknologi kinerja yang lebih
berbasis terapan (Geis, 1986) juga mengajukan perspektif alternatif lain dalam
Teknologi Pembelajaran. Para teknololog kinerja cenderung mengidentifikasi
kebutuhan bisnis dan tujuan organisasinya daripada tujuan belajar. Teknologi
kinerja sebagai suatu pendekatan pemecahan masalah adalah suatu produk dari
berbagai pengaruh teori seperti <i>cybernetic,</i> ilmu menajemen,
dan ilmu kognitif (Geis, 1986).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Para teknolog kinerja tidak selalu
merancang intervensi pembelajaran sebagai suatu solusi dalam memecahkan
masalah. Teknolog kinerja akan cenderung memperhatikan peningkatan insentif,
desain pekerjaan, pemilihan personil, umpan balik atau alokasi sumber sebagai
intervensi.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 18.0pt; margin-bottom: .25in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Filsafat alternatif pun turut
mewarnai terhadap perkembangan teknologi pembelajaran. Filsafat alternatif ini
berkembang dari kelompok post-modernis (pasca-modern), yang telah melakukan
analisis kritis terhadap berbagai landasan keyakinan tradisional dan nilai-nilai
dalam bidang Teknologi Pembelajaran. Dalam perspektif post-modern, bahwa
teknologi pembelajaran sebagai suatu kiat sekaligus sebagai ilmu. Hlynka (1991)
menjelaskan bahwa post-modern adalah suatu cara berfikir yang menjunjung
prinsip keanekaragaman, temporal dan kompleks, dari pada bersifat universal,
stabil dan sederhana.</span></div>
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</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Banyak implikasi filsafat
post-modern untuk praktek dan teori desain sekarang ini, terutama tentang
orientasi pemikiran yang menggunakan paradigma desain baru, dan tidak
bersandarkan pada model desain yang sistematis. Filsafat post-modern lebih
menyenangi pada hal-hal yang bersifat terbuka dan fleksibel, dari pada hal-hal
yang tertutup, terstruktur dan kaku (Hlynka, 1991)</span></div>
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</span></span></span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">3.
Pengaruh Teknologi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kekuatan teknologi pembelajaran
memang terletak pada teknologi itu sendiri. Kemajuan dalam teknologi akan
banyak merubah hakekat praktek dalam bidang teknologi pembelajaran. Teknologi
telah memberikan prospek munculnya stimulus yang realistik, memberikan akses
terhadap sejumlah besar informasi dalam waktu yang cepat, menghubungkan
informasi dan media dengan cepat, dan dapat menghilangkan jarak antara pengajar
dan pembelajar (Hannfin, 1992). Perancang yang terampil dan kreatif dapat
menghasilkan produk pembelajaran yang dapat memberikan keunggulan dalam : (a)
mengintegrasikan media; (b) menyelenggarakan pengemdalian atas pembelajar yang
jumlahnya hampir tidak terbatas, dan bahkan (c) mendesain kembali untuk
kemudian disesuaikan kebutuhan, latar belakang dan lingkungan kerja setiap
individu.</span></div>
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</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Teknologi, disamping mampu
menyediakan berbagai kemungkinan tersedianya media pembelajaran yang lebih
bervariasi, juga dapat mempengaruhi praktek di lapangan dengan digunakannya
sarana berbasis komputer untuk menunjang tugas perancangan.</span></div>
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</span></span></span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Sumber:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l10 level1 lfo24; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Barbara B. Seels dan Rita C.
Richey.1995.<i> Teknologi Pembelajaran: Definisi dan Kawasannya, </i>(terjemahan
Dewi S. Prawiradilaga, dkk)</span></div>
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</div>Cak Nurilhttp://www.blogger.com/profile/10089150055324210811noreply@blogger.com0tag:blogger.com,1999:blog-6915896794493074955.post-20836826803909449752011-11-25T09:29:00.001+07:002011-11-25T09:33:45.120+07:00Khutbah Jumat I<div dir="ltr" style="text-align: left;" trbidi="on">
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<br />
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<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">Maasiral muslimin rahimakumullah…!!!!!t</span></div>
<div class="MsoNormal" style="text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Marilah kita
bersama-sama berusaha semaksimal mungkin bertakwa kepada Allah SWT.dengan
menjalankan semua perintahnya dan menjauhi semua laranganya.karena takwa itulah
pondasi iman seseorang.disamping itu marilah kita bersyukur kepada Allah atas
segala rahmat,nikmat<span style="mso-spacerun: yes;"> </span>taufik dan
hidayahnya yang telah dilimpahkan kepada kita.sehingga kita bisa
menghadiri<span style="mso-spacerun: yes;"> </span>panggila-Nya yang berupa
sholat jumat seperti yang hendak kita laksanakan siang hari ini.mudah-mudahan
semua yang kita lakukan ini diterima dan diridhai oleh Allah
SWT.Amin…Amin….Amin….ya robbal alamiin.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Hadirin jamaah jumah yang kami mulyakan…!!!!!!</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Allah SWT berfirman dalam Al-quran :</span></div>
<br />
<br />
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>وَبِالْوَالِدَيْنِ اللّهَ إِلاَّ تَعْبُدُونَ لاَ
إِسْرَائِيلَ بَنِي مِيثَاقَ أَخَذْنَا وَإِذْ </span></div>
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>وَأَقِيمُواْ حُسْناً لِلنَّاسِ وَقُولُواْ وَالْمَسَاكِينِ
وَالْيَتَامَى الْقُرْبَى وَذِي إِحْسَاناً</span></div>
<div align="right" class="MsoNormal" style="margin-left: 3.75pt; text-align: right;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">مِّعْرِضُونَ
وَأَنتُم مِّنكُمْ قَلِيلاً إِلاَّ تَوَلَّيْتُمْ ثُمَّ الزَّكَاةَ وَآتُواْ الصَّلاَةَ</span></div>
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<br /></div>
<div class="MsoNormal" style="margin-left: 3.75pt;">
<i><span style="font-family: "Times New Roman","serif"; font-size: 10pt; line-height: 115%;">Dan
(ingatlah) ketika Kami Mengambil janji dari Bani Israil, “Janganlah kamu
menyembah selain Allah, <span style="color: red;">dan berbuat baiklah kepada
kedua orang tua</span>, kerabat, anak-anak yatim, dan orang-orang miskin. Dan
bertutur katalah yang baik kepada manusia, laksanakanlah shalat dan tunaikanlah
zakat.” Tetapi kemudian kamu berpaling (mengingkari), kecuali sebagian kecil
dari kamu, dan kamu (masih menjadi) pembangkang. (Al-Baqoroh ayat 83)</span></i></div>
<div class="MsoNormal" style="margin-left: 3.75pt; text-indent: 32.25pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Dalam
surat Al-Baqoroh ayat 83 ini kita temukan sebuah suku kata<span style="mso-spacerun: yes;"> </span>yang mengandung arti<span style="mso-spacerun: yes;"> </span>perintah dari Allah<span style="mso-spacerun: yes;"> </span>“Waa bilwaalidaini ihsana” yang artinya dan
berbuat baiklah kepada kedua orang tua.hal ini menunjukkan bahwa betapa
pentingnya kita menghargai kedua orang tua kita.karena begitu pentingnya
menghargai<span style="mso-spacerun: yes;"> </span>mereka tuhan Allah
mengingatkan kita hingga berulang kali dalam <span style="mso-spacerun: yes;"> </span>kitab suci Al-quran.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Kita bisa menjumpai
kata perintah ini dalam surat Al-quran yang lain lebih dari 3x di antaranya
dalam Surat Annisa ayat 36,Surat Al-an’am ayat 151,Surat Al-isra ayat 23. Kesemua
ayat dalam surat tersebut menggunakan kalimat perintah yang sama yakni “Waa
bilwaalidaini ihsana”yang artinya berbuat baiklah kepada kedua orang tua.</span></div>
<div class="MsoListParagraph" style="margin-left: 29.25pt; mso-add-space: auto;">
<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>Hadirin
Jamaah jum’ah yang kami mulyakan…!!!!</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Ada sebuah kisah ……..</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Pada
suatu petang seorang tua bersama anak mudanya<span style="mso-spacerun: yes;">
</span>yang<span style="mso-spacerun: yes;"> </span>baru menamatkan<a href="" name="_GoBack"></a> pendidikan tinggi duduk berbincang-bincang<span style="mso-spacerun: yes;"> </span>di<span style="mso-spacerun: yes;">
</span>halaman sambil memperhatikan suasana<span style="mso-spacerun: yes;">
</span>di sekitar mereka. Tiba-tiba seekor burung gagak hinggap<span style="mso-spacerun: yes;"> </span>di<span style="mso-spacerun: yes;">
</span>ranting<span style="mso-spacerun: yes;"> </span>pokok berhampiran.<span style="mso-spacerun: yes;"> </span>Si ayah lalu menuding jari kearah burung
tersebut sambil bertanya, “Nak, burung apakah itu?”<span style="mso-spacerun: yes;"> </span>“Burung gagak ayah”, jawab si anak.Si<span style="mso-spacerun: yes;"> </span>ayah mengangguk-angguk,<span style="mso-spacerun: yes;"> </span>namun sejurus kemudian sekali lagi mengulangi
pertanyaan yang sama.“Nak,burung apakah itu?”Si anak menyangka ayahnya kurang mendengar
jawabannyatadi, lalu menjawab dengan sedikit kuat, “Ituburunggagak, Ayah!” </span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Tetapi
sejurus kemudian si ayah bertanya lagi pertanyaan yang sama.“Nak,burung apakah
itu?”Si<span style="mso-spacerun: yes;"> </span>anak merasa agak keliru dan sedikit
bingung dengan pertanyaan<span style="mso-spacerun: yes;"> </span>yang<span style="mso-spacerun: yes;"> </span>sama<span style="mso-spacerun: yes;">
</span>dan diulang-ulang, lalu menjawab dengan lebih kuat lagi, “BURUNG GAGAK
AYAH!!!!” Si ayah terdiam seketika.Namuntidak<span style="mso-spacerun: yes;">
</span>lama<span style="mso-spacerun: yes;"> </span>kemudian sekali lagi<span style="mso-spacerun: yes;"> </span>sang<span style="mso-spacerun: yes;">
</span>ayah<span style="mso-spacerun: yes;"> </span>mengajukan pertanyaan<span style="mso-spacerun: yes;"> </span>yang serupa hingga membuat si anak hilang kesabaran
dan menjawab dengan<span style="mso-spacerun: yes;"> </span>nada<span style="mso-spacerun: yes;"> </span>yang<span style="mso-spacerun: yes;">
</span>kesal kepadasi ayah, “Itu gagak, Ayah.” Tetapi agak mengejutkan si anak,<span style="mso-spacerun: yes;"> </span>karena si ayah sekali lagi membuka mulut hanya
untuk bertanya hal yang sama. Dan kali ini si anak benar-benar hilang kesabaranya
dan menjadi marah. </span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">“Ayah!!!
Saya tak tahu Ayah paham atau tidak. Tapi sudah 5 kali Ayah bertanya soal Hal tersebut
dan saya sudah juga memberikan jawabannya. Apalagi<span style="mso-spacerun: yes;"> </span>yang Ayah mau sayakatakan???? Itu burung gagak,
burunggagak, Ayah…..”, kata si anak dengan nada yang begitumarah. Si<span style="mso-spacerun: yes;"> </span>ayah<span style="mso-spacerun: yes;">
</span>lalu bangun menuju kedalam rumah meninggalkan si anak<span style="mso-spacerun: yes;"> </span>yang kebingungan.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Sesaat kemudiansi ayah
keluar lagi dengan sesuatu ditangannya.Dia mengulurkan benda itu kepada anaknya
yang masih geram dan bertanya-tanya. Diperlihatkannya sebuah diary lama.“Coba kau
baca apa yang pernah Ayah tulis di dalam diary ini,” pintasi Ayah. </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Si anak setuju dan membaca paragraf yang
berikut.“Hari ini aku di halaman melayani anakku yang genap berumur lima
tahun.Tiba-tiba seekor gagak hinggap dipohon berhampiran.<span style="mso-spacerun: yes;"> </span>Anakku terus menunjuk kearah gagak dan bertanya,
“Ayah…ayah… apa itu?”</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Dan aku menjawab, “Burung gagak.”Walau
bagaimana<span style="mso-spacerun: yes;"> </span>pun,anakku terus bertanya soal<span style="mso-spacerun: yes;"> </span>yang<span style="mso-spacerun: yes;">
</span>serupa dan setiap kali aku menjawab dengan jawaban yang sama.Sehingga 25
kali anakku bertanya demikian, dan demi rasa cinta dan sayangku,aku terus menjawab
untuk memenuhi perasaan ingin tahunya. </span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">“Aku berharap hal ini menjadi suatu pendidikan yang
berharga untuk anak kukelak.”Setelah selesai membaca paragraph tersebut si anak
mengangkat muka memandang wajah si Ayah yang kelihatansayu.Si Ayah dengan perlahan
bersuara, “Hariini Ayah baru bertanya kepadamu soal<span style="mso-spacerun: yes;"> </span>yang<span style="mso-spacerun: yes;">
</span>sama sebanyak<span style="mso-spacerun: yes;"> </span>5<span style="mso-spacerun: yes;"> </span>kali,<span style="mso-spacerun: yes;">
</span>dan kau telah hilang kesabaran serta marah.” Lalu si anak seketika itu juga
menangis dan bersimpuh<span style="mso-spacerun: yes;"> </span>di<span style="mso-spacerun: yes;"> </span>kedua<span style="mso-spacerun: yes;">
</span>kaki<span style="mso-spacerun: yes;"> </span>ayahnya memohon ampun atas apa
yg telah ia perbuat. </span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Maasirol muslimin rahimakumullah…..</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Jagalah hati dan perasaan kedua orang<span style="mso-spacerun: yes;"> </span>tua kita, hormatilah mereka. Sayangilah
mereka sebagaimana mereka menyayangimu di<span style="mso-spacerun: yes;">
</span>waktu kecil. Yang menjadi permasalahan kita adalah?<span style="mso-spacerun: yes;"> </span>Berapa<span style="mso-spacerun: yes;">
</span>banyak sudah tuntunan<span style="mso-spacerun: yes;"> </span>Islam yang
kita pelajari<span style="mso-spacerun: yes;"> </span>apalagi berkenaan dengan
berbakti kepada kedua orang tua.Tapi berapa banyak yang<span style="mso-spacerun: yes;"> </span>sudah kita mengerti dan kita amalkan??? </span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Maasirol muslimin Rohimakumullah…..!!!!</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%;">Jangan kau buat malu kedua orang tua kita dihadapan
masyarakat,dihadapan Rosulullah dan lebih-lebih dihadapan <span style="mso-spacerun: yes;"> </span>Allah SWT.mari kita buat bangga mereka dengan
segudang prestasi dan ahlakul kariamah kita. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<style>
p, pre {margin: 0;}
input.blogger-ie-hack {position: absolute; left: -9999px;}hr.more {border-width:1px 0 0 0; border-style:dashed; border-color: #666; height: 8px; background:#ddd}table.tr-caption-container {padding: 6px; margin-bottom: .5em} td.tr-caption {font-size: 80%; padding-top: 4px} img {cursor: move}body {margin: 8px 16px;} img {-moz-force-broken-image-icon: 1;}
</style></div>Cak Nurilhttp://www.blogger.com/profile/10089150055324210811noreply@blogger.com0tag:blogger.com,1999:blog-6915896794493074955.post-81561947002035913442011-11-24T09:16:00.001+07:002011-11-24T09:25:11.958+07:00Maaf Pak Mario Minta Izin Buat Memforwad kata-katanya Buat Orang-orang Tercinta Dihati Saya<div dir="ltr" style="text-align: left;" trbidi="on">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="" 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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Add caption</td></tr>
</tbody></table>
<strong> </strong><br />
<strong>JANGANLAH MEMIMPIKAN wanita cantik jelita yang gemerlap
dengan perhiasan, yang seleranya canggih dan modern, super cerdas,
gemulai bak guru keanggunan pribadi, yang harum tubuh dan rambutnya
merasuk sukma, yang suaranya berorkestra dengan gemericik parit-parit
surga, yang hatinya lembut dan peka, yang senyum dan wajahnya
memendarkan sinar bulan, dan yang langkahnya lembut dan terukur seperti
endap...an harimau lapar.</strong><br />
<br />
<strong>Ooh … jangan coba-coba ya?<br />
Itu adalah wanita berbiaya dan berpemeliharaan tinggi.<br />
Dan hampir tidak mungkin ia bisa kau harapkan ada di rumah saat kau pulang.<br />
Nikahilah
wanita sederhana yang membuatmu membenci dirimu sendiri karena
meninggalkannya di rumah, bekerja keras untuk membahagiakannya, dan
pulang dengan kerinduan untuk dimanjakannya dalam penerimaan yang ikhlas
mengenai apa pun dirimu.<br />
That is your woman!<br /></strong></div>Cak Nurilhttp://www.blogger.com/profile/10089150055324210811noreply@blogger.com0tag:blogger.com,1999:blog-6915896794493074955.post-19271643067207160102011-11-23T22:59:00.001+07:002011-11-24T09:16:33.518+07:00PNS dengan suap????? ogak ah....!!!!!<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="mbl notesBlogText clearfix">
<div>
<strong>” Bahkan seorang
Gayus Tambunanpun masih punya penghasilan halal. Sekecil apapun
persentasenya. Tetapi tidak dengan seseorang yang menjadi PNS dengan
cara menyuap”.</strong><br />
<br />
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" 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<br />
Mungkin judul dan penggalan
kalimat di atas terasa berlebihan. Tetapi sebenarnya saya tidak
bermaksud untuk melakukan justifikasi secara sepihak tanpa fakta.<br />
Bagi
saya memang terasa demikian. Penerimaan PNS adalah salah satu jalan tol
menuju neraka buat berbagai pihak. Tentunya hanya saya tujukan bagi
sistem penerimaan PNS yang diwarnai KKN. Ini umumnya terjadi pada
penerimaan PNS di daerah. Untuk penerimaan PNS di Pemerintah Pusat
umumnya relatif lebih fair. Apalagi yang rekruitmen pegawainya dilakukan
melalui jalur sekolah kedinasan. Berdasarkan pengalaman ini merupakan
jalur penerimaan PNS paling bersih.<br />
Lalu apa pengalaman pribadi yang pernah saya alami sehingga saya berani mengambil kesimpulan?<br />
Ini beberapa di antaranya yang bisa saya sebutkan.<br />
1.
Sekitar tahun 90′an. Saya punya tetangga yang berprofesi sebagai
pedagang. Selepas anaknya lulus SMA dia mendaftarkan anaknya untuk
menjadi anggota p*l*s*. Dan akhirnya anaknya diterima. Sehabis itu tanpa
malu-malu dia cerita bahwa dia menghabiskan uang sebesar 30 juta agar
anaknya lolos tes. Saya menilai dia cenderung bangga mengeluarkan uang
itu dan bukannya merasa malu.<br />
2. Adik-adik saya mendapat info
bahwa mereka harus membayar 125 juta agar bisa lolos tes PNS. Tentu saja
ibu saya langsung menolak. Menurut beliau uang sebesar itu lebih baik
untuk membuka usaha baru. Di samping tidak menjadi beban buat negara,
membuka usaha baru malahan akan membuka lapangan pekerjaan.<br />
3.
Pengalaman saya yang juga dialami oleh teman saya. Kami berdua pernah
memberikan nasehat kepada famili kami yang bermaksud memasukkan anaknya
menjadi PNS dengan cara menyuap. Dan kami berdua sama-sama gagal
meyakinkan mereka (Atau sudah tahu tetapi mereka tetap nekad ya?).<br />
Teman saya ini mendapat jawaban demikian dari familinya;<br />
“Saya
khawatir anak saya nggak bisa menggarap sawah dan nantinya malah habis
terjual. Makanya mendingan sawah itu saya jual buat bayar anak saya jadi
anggota p*l*s*. Masa depannya jelas”. Dia mengeluarkan uang sebesar 70
juta.<br />
Sedangkan untuk kasus famili saya kelanjutannya saya tidak tahu. Tetapi yang jelas sekarang anaknya sudah jadi PNS.<br />
4.
Yang bersangkutan sendiri yang membeberkan bahwa dia membayar 250 juta
agar anaknya lolos tes Akp*l. Dia sempat mengajak salah satu temannya
tetapi ditolak karena terlalu mahal (Kemahalan lho. Bukan takut dosa).
Saya tidak tahu apakah uang ini yang membuat dia lolos atau dia hanya
menjadi korban penipuan saja. Karena saya punya beberapa teman yang
lolos tes tanpa mengeluarkan uang sepeserpun. Tapi pada kenyataannya
memang anak tetangga saya itu sekarang sudah menjadi seorang perwira.<br />
Masih
banyak cerita lain yang berseliweran dan saya yakin sebagian besar dari
Anda juga pernah mendengar atau bahkan mengalaminya sendiri (Dan
mungkin bisa membagi pengalamannya di sini).<br />
Jadi kalau demikian
apa yang dapat kita harapkan dari mereka-mereka yang menjadi PNS dengan
jalan demikian. PNS yang masuk berdasarkan perhitungan dagang. Tanam
modal dan berharap memetik keuntungan nantinya. Melalui perhitungan
kasar, seorang PNS baru akan balik modal setelah bekerja selama beberapa
tahun. Dan sebagai orang PNS yang berpikiran pedagang tentu saja dia
akan berusaha secepat mungkin meraup keuntungan.<br />
Caranya ? Ya
tentu dengan mencari penghasilan tambahan. Ada yang mencari penghasilan
ilegal dan ada yang membuka usaha di luar. Tapi perlu dicatat bahwa
menjalankan kegiatan usaha sampai mengorbankan jam kantor juga merupakan
salah satu bentuk korupsi. Yaitu korupsi waktu.<br />
Seorang PNS yang
masuk dengan cara murni menyuap, sebagai seorang muslim saya ibaratkan
bagaikan membuat bakso dengan daging babi. Dimakan baksonya haram.
Dijual uangnya juga haram. Semua yang dihasilkannya akan menjadi uang
haram (saya tidak bisa membuat pengibaratan untuk penganut agama lain.
Silahkan membuat pengibaratan sendiri-sendiri.).<br />
Begitu juga PNS
yang masuk dengan cara menyuap. Gaji yang seharusnya halalpun menjadi
haram. Apalagi kalau sampai dia melakukan korupsi. Bahasa gaulnya haram
kuadrat !<br />
Mengapa demikian ?<br />
Itu karena gaji dan penghasilan
dia terima seharusnya menjadi hak orang lain. Hak orang-orang yang
seharusnya lolos tetapi akhirnya gagal karena tidak mampu atau tidak mau
membayar. Orang yang seharusnya mampu membawa negara ini ke arah yang
lebih baik dengan kemampuan mereka.<br />
Jadi sebagai teman saya
mengajak diri saya sendiri khususnya dan pembaca sekalian. Ingatkanlah
apabila ada keluarga, saudara atau teman agar menghindari menghalalkan
segala cara hanya karena ingin manjadi PNS. Rejeki Allah yang halal
terhampar di seluruh permukaan bumi. Tak satupun mahluk tercipta tanpa
Dia menjamin rejekinya<br />
Oleh karena itulah saya berpendapat bahwa
moratorium penerimaan PNS sedikit banyak sama halnya dengan menutup
sebagian pintu neraka. Menutup salah satu sumber KKN yang paling nyata,
menutup peluang para oknum pejabat yang menjadi panitia seleksi bermain,
menutup peluang seseorang yang berpotensi mendapatkan penghasilan tidak
halal seumur hidupnya, memutus lingkaran setan korupsi, dan lain-lain.
Walaupun tujuan utama yang sebenarnya adalah menyehatkan keuangan
negara.<br />
Moratorium penerimaan PNS memang layak dilakukan dengan
beberapa pengecualian. Lebih lama lebih baik. Sampai ditemukan suatu
sistem penerimaan PNS yang fair. Baik dari segi kebutuhan maupun teknis
rekruitmennya.<br />
Saya tekankan bahwa memang tidak semua rekruitmen PNS seperti ini. Tetapi saya tidak tahu berapa persentasenya.<br />
Bagi PNS yang memang menjadi PNS sesuai dengan haknya, saya sampaikan salam hormat saya.<br />
Ini hanyalah pendapat saya secara pribadi.<br />
Wallahu ‘Alam Bishawab.<br />
<br />
Dikutip dari : http://berbagikisahhidup.blogdetik.com/2011/09/16/moratorium-pns-menutup-lubang-neraka/</div>
</div>
<span class="UIActionLinks UIActionLinks_bottom" data-ft="{"type":"20"}"><button class="like_link stat_elem as_link" data-ft="{"type":22}" name="like" title="Suka item ini" type="submit"><span class="default_message"></span></button></span></div>Cak Nurilhttp://www.blogger.com/profile/10089150055324210811noreply@blogger.com0tag:blogger.com,1999:blog-6915896794493074955.post-5632989499457548452011-11-23T22:55:00.001+07:002011-11-24T09:06:31.186+07:00Jujurlah<div dir="ltr" style="text-align: left;" trbidi="on">
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" 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<tr><td class="tr-caption" style="text-align: center;">Add caption</td></tr>
</tbody></table>
Jika tadi malam kau
masih gagal atau bahkan masih sedikit malu-malu mengungkapkan semua
kejujuran yang ada dalam hatimu so...katakanlah saja pagi ini apa yang
ada dihatimu pada mentari yang tak pernah dusta dengan sinarnya,pada
lautan yang tak pernah dusta dengan kebiruanya.semoga Tuhanq yang agung
mendengar keluhanmu,semoga Tuhanq yaang pemurah menghapus duka
laramu,semoga Tuhanq dan Tuhanmu mengenggam doa2 dan pengharapan
kita.Amiin</div>
</div>
<span class="UIActionLinks UIActionLinks_bottom" data-ft="{"type":"20"}"><button class="like_link stat_elem as_link" data-ft="{"type":22}" name="like" title="Suka item ini" type="submit"><span class="default_message"></span></button></span></div>Cak Nurilhttp://www.blogger.com/profile/10089150055324210811noreply@blogger.com0tag:blogger.com,1999:blog-6915896794493074955.post-73956025021341494712011-11-23T22:51:00.001+07:002011-11-24T09:01:59.777+07:00Hadapi Dengan Senyuman<div dir="ltr" style="text-align: left;" trbidi="on">
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<img alt="" 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" /> </div>
09 Juni 2009 <br />
Jangan minder ,bagi anda yang prestasi akademiknya di sekolah biasa-biasa saja.<br />
Pasti
dalam diri and ada potensi lain yang bisa di banggakan.Hidup ini
laksana air yang terus mengalir dari hulu ke hilir yang dalm
perjalananya akan mengalami rintangan dan halangan.Namun yang pasti air
akan akn tetap sampai ke hilir apapun halangan yang merintanginya.<br />
Kegagalan
bukan berarti anda tidak mencapai apa-apa.Sebenarnya anda sudah
mempelajari sesuatu kegagalan.bukan berarti anda tidak mencapai apa-apa
sebenarnza anda sudah mempelajari sesuatu kegaglan,bukan berarti anda
bodoh,karena berani mencoba itu pertanda anda berani.berhati
teguh,bersemangat baja,maka berbanggalah dengandiri anda
sendiri,kegagalan bukan berarti anda tidak sukses tapi hanya di butuhkan
kesabARAN.<br />
Kegagalan bukan berarti anda sudah berahir.Tapi anda
masih memiliki peluang untuk memulainya kembali.Dan berusahalah untuk
mencari sesuatu yang baru.<br />
Kegagalan bukan berarti Tuhan sudah meninggalkan anda,Tetapi Dia mempunyai rencana yang jauh lebih baik dari semua rencana anda.<br />
Jadi benar....<br />
Kegagalan tak akan pernah berahir.<br />
<br />
Hakim 09</div>Cak Nurilhttp://www.blogger.com/profile/10089150055324210811noreply@blogger.com0