SDIT PERMATA HATI BATANG: pendidikan

Penerapan MI dalam Pendidikan

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<span style="background-color: #e0e0e0; color: #333333; font-family: Verdana,sans-serif; font-size: 13px; line-height: 19px; text-align: left;">“Tidak  ada anak yang bodoh, yang ada adalah guru yang tidak sanggup menggali  potensi anak, dan tidaklah seorang guru tak mampu menggali potensi anak  kecuali pihak managemen yang jarang memberi pelatihan pada  guru-gurunya”, demikian pernyataan seorang Munif Chatib, pakar Multiple  Intelligence saat mengisi pelatihan guru-guru SMP Boarding Lazuardi  Insan kamil Sukabumi.</span></div>
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<span style="background-color: #e0e0e0; color: #333333; font-family: Verdana,sans-serif; font-size: 13px; line-height: 19px; text-align: left;">Pernyataan  demikian sekalipun nampak bombastis, sebetulnya sesuai dengan paradigma  baru pendidikan yang sedang berkembang di dunia sekarang, bahwa setiap  anak dilahirkan dalam kondisi cerdas. Nampak bombastis karena kenyataan  ini memang berlawanan dengan persepsi yang diyakini selama ini bahwa  anak cerdas berjumlah terbatas, seakan-akan mereka menempati strata  tertentu. Adanya penemuan terbaru ini memang diharapkan akan mengubah  pendekatan pendidikan yang selama ingi terlanjur mapan.</span><br />
<span style="background-color: #e0e0e0; color: #333333; font-family: Verdana,sans-serif; font-size: 13px; line-height: 19px; text-align: left;">Mengingat  pentingnya penyamaan paradigma, terutama diantara para guru bahwa  setiap anak adalah cerdas, memompa kreativitas mengajar guru adalah  kunci terpenting agar kecerdasan setiap anak terkuak keluar. Dan untuk  kepentingan itu, SMP Lazuardi Insan kamil konsisten mengembangkan  kreativitas mengajar para guru dengan berbagai pelatihan dan menghadiri  seminar-seminar pendidikan. Setiap guru yang baru direkrut akan  disertakan dalam pelatihan bersama Lazuardi Next, observasi dan magang  mengajar di SMP Lazuardi di Cinere (Lazuardi Pusat) dan SMP Lazuardi  Cilandak-Jakarta. Selain itu, mereka akan terus mendapatkan kesempatan  pelatihan dan konsultasi Lesson Plan dua hari dalam satu bulan bersama  Munif Chotib, pakar Multiple Intelligence yang konsisten mengkolsuntani  sekolah yang belum lama berdiri ini. Dan agar para guru memahami  kebutuhan para siswa boarding, masing-masing guru dikirim ke beberapa  sekolah boarding di dalam dan di luar Sukabumi; Al-Kautsar, Al-Bayan,  SMA Lazuardi, Smart Ekselensia, dan lain-lain. </span><br />
<span style="background-color: #e0e0e0; color: #333333; font-family: Verdana,sans-serif; font-size: 13px; line-height: 19px; text-align: left;">Kembali  pada tema kecerdasan, Menurut Dr Thomas Amstrong, pakar pendidikan dari  Amerika setiap anak dilahirkan dengan membawa potensi yang memungkinkan  mereka untuk menjadi cerdas. Sifat yang menjadi bawaan itu antara lain:  keingintahuan, daya eksplorasi terhadap lingkungan, spontanitas,  vitalitas, dan fleksibilitas. Dipandang dari sudut ini maka tugas setiap  orang tua dan guru hanyalah mempertahankan sifat-sifat yang mendasari  kecerdasan ini agar bertahan sampai anak-anak itu tumbuh dewasa. Mengapa  demikian? Karena ternyata diketahui kualitas kecerdasan ini bisa rusak  karena adanya sebab tertentu. Ironisnya pengaruh kuat yang merusak  potensi kecerdasan itu ternyata datang dari lingkungan terdekat mereka:  rumah dan sekolah!</span><br />
<span style="background-color: #e0e0e0; color: #333333; font-family: Verdana,sans-serif; font-size: 13px; line-height: 19px; text-align: left;">Situasi  rumah yang menimbulkan depresi dan keterasingan berperan memupus bakat  alamiah ini. Tekanan juga bisa datang dari orang tua yang karena sebab  tertentu malah menghambat kreatifitas, keingintahuan, kegembiraan dalam  bermain anak-anak. Ambisi orang tua agar anak-anak mereka meraih  prestasi tertentu mendorong anak-anak ini untuk tumbuh terlampau cepat  melampaui usia mental mereka dan pada saat bersamaan menghilangkan  kegembiraan masa kecil mereka. Mereka pun harus kehilangan kegembiraan  masa kecilnya. Mereka kerap menanggung beban keinginan orang tua mereka  sendiri dengan terpaksa mengikuti berbagai macam kursus: mulai kursus  bahasa asing, sempoa, piano dan sebagainya. Jika saja keinginan tersebut  datang atas kemauan anak itu sendiri mungkin tidak mengapa. </span><br />
<span style="background-color: #e0e0e0; color: #333333; font-family: Verdana,sans-serif; font-size: 13px; line-height: 19px; text-align: left;">Sementara  itu di sekolah, perusakan potensi kecerdasan alami itu terjadi lewat  kurikulum yang terlampau kaku, tidak fleksibel atau malah membebani.  Situasi sekolah yang tidak menyenangkan, guru yang mengajar dengan cara  yang membosankan juga ikut andil menyumbang terkuburnya potensi alami  tersebut.</span><br />
<span style="background-color: #e0e0e0; color: #333333; font-family: Verdana,sans-serif; font-size: 13px; line-height: 19px; text-align: left;">Bertolak  dari kenyataan itulah di SMP Laziardi Insan Kamil dikembangkan  pendekatan pendidikan yang menjadi alternatif bagi sekolah pada umumnya.  Sekolah yang dirancang atas pendekatan bahwa setiap anak itu mempunyai  kecerdasannya sendiri. Lingkungan sekolah dirancang agar anak-anak  tumbuh dengan kreatifitas mereka sendiri, tidak kehilangan kegembiraan  masa usia perkembangan mereka, dan membuka ruang yang lebar untuk  mengeksplorasi lingkungannya. Kecerdasan alami anak dirangsang lewat  kegiatan sederhana seperti bercerita, permainan, kunjungan ke tempat  tertentu, dan mengajukan pertanyaan kritis.</span><br />
<span style="background-color: #e0e0e0; color: #333333; font-family: Verdana,sans-serif; font-size: 13px; line-height: 19px; text-align: left;">Untuk  mendukung pendekatan tersebut, sekolah tidak lagi menggunakan sistem  ranking dan tidak ada tes psikologi untuk mengukur kecerdasan seorang  anak. Sebuah tes jauh dari memadai untuk mengukur kemampuan otak  manusia. Sistem rangking malah menciptakan pelabelan di sekolah. Ada  anak pintar dan ada anak bodoh. Pendekatan pendidikan terbaru  dikembangkan atas keyakinan bahwa setiap anak mempunyai kecerdasannya  sendiri dengan cara yang benar-benar berbeda dengan anak lain. Karena  itu dalam sistem ini upaya membanding-bandingkan antara anak satu dengan  anak lainnya dihindari. Satu-satunya tes yang ditempuh adalah tes MIR  (Multiple Intelligence Research) yang berfungsi untuk mengetahui jenis  kecerdasan yang paling menonjol pada setiap anak. Hasil tes inilah yang  kemudian dijadikan titik tolak oleh setiap guru dalam menyesuaikan gaya  mengajarnya dengan gaya belajar para siswa.</span><br />
<span style="background-color: #e0e0e0; color: #333333; font-family: Verdana,sans-serif; font-size: 13px; line-height: 19px; text-align: left;">Menggunakan  pendekatan Multiple Intelligences yang dikembangkan oleh pakar  neurosains Dr Howard Gardner adalah Sebagai konsekuensi yang harus  dipilih dalam proses kegiatan belajar mengajar di sekolah seperti  Lazuardi Insan Kamil. Menurut teori Multiple Intelligences Gardner,  manusia mempunyai delapan macam kecerdasan sementara sistem pendidikan  pada umumnya hanya mengembangkan dua kecerdasan. Kecerdasan itu adalah:  kecerdasan linguistik, matematis-logis, viso-spasial, musik, kinestetik,  interpersonal, intrapersonal, dan naturalis. Anak didik dipetakan  menurut kedelapan kecerdasan ini dan mendidik mereka dengan cara berbeda  sesuai dengan tipe kecerdasan yang dimiliki masing-masing anak. Karena  itu metode pengajaran yang diterapkan bisa sangat khas. Dalam  mengajarkan bahasa misalnya, maka cara mengajar untuk anak dengan tipe  kecerdasan linguistik berbeda dengan anak bertipe kecerdasan  matematis-logis dan berbeda pula untuk anak dengan tipe kecerdasan  viso-spasial. Pada umumnya para pengajar akan berkeberatan jika  murid-murid mereka bergerak selama pelajaran berlangsung, di sisi lain  anak dengan tipe kecerdasan kinestetik -yang selalu bergerak- akan  tersiksa jika mereka harus duduk diam selama pelajaran berlangsung,  padahal anak dengan tipe ini akan sangat cepat menyerap pelajaran justru  dengan membiarkannya bergerak. Pola inilah yang dikenal dengan mendidik  sesuai kecerdasan anak. Atau kesesuaian antara gaya mengajar guru dan  gaya belajar anak.</span><br />
<span style="background-color: #e0e0e0; color: #333333; font-family: Verdana,sans-serif; font-size: 13px; line-height: 19px; text-align: left;">Para  pendidik di sekolah seperti ini mempunyai keyakinan bahwa tiap anak  mempunyai kecepatan dan waktu tersendiri dalam mempelajari atau  menguasai sesuatu. Jadi tidak perlu memaksa anak yang belum bisa menulis  karya ilmiah untuk bisa menulis ilmiah misalnya. Sebab jika tiba  saatnya anak ini akan mampu menulis dengan sendirinya bahkan  kemampuannya bisa melampaui anak yang mampu menulis di usia yang lebih  dini. Sangat penting untuk disadari adalah menciptakan kondisi yang  mampu membuka gerbang kecintaan anak-anak akan pembelajaran. Dengan cara  itu diharapkan kita akan mewariskan generasi pembelajar yang mampu  untuk belajar dan mengembangkan diri mereka sendiri sepanjang hidup  mereka. Dan hal itu bisa dicapai dengan cara menghindarkan setiap  kondisi yang membuat mereka justru berhenti atau bahkan membenci proses  pembelajaran itu sendiri.</span><br />
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<span style="background-color: #e0e0e0; color: #333333; font-family: Verdana,sans-serif; font-size: 13px; line-height: 19px; text-align: left;">(hasan mawardi)</span> </div>
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Penerapan MI dalam Pendidikan

“Tidak ada anak yang bodoh, yang ada adalah guru yang tidak sanggup menggali potensi anak, dan tidaklah seorang guru tak mampu m...

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RPP MODEL MULTIPLE INTELIGENCE IPA SD

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<span style="font-size: x-small;">Written By Catatan Ngajar Ustadz Bowo on Senin, 11 Februari 2013 | 09:47</span></h2>
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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><b style="mso-bidi-font-weight: normal;"><span lang="FI" style="mso-ansi-language: FI;">RENCANA PELAKSANAAN PEMBELAJARAN</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="SV" style="mso-ansi-language: SV;">( RPP )</span></b></div>
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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b style="mso-bidi-font-weight: normal;"><span lang="SV" style="mso-ansi-language: SV;">Sekolah <span style="mso-tab-count: 1;">                        </span>:<span style="mso-tab-count: 1;">   </span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;">SDIT PERMATA HATI BATANG</span></b></div>
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<a href="https://www.blogger.com/blogger.g?blogID=3284850853746148359" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b style="mso-bidi-font-weight: normal;"><span lang="SV" style="mso-ansi-language: SV;">Mata Pelajaran<span style="mso-tab-count: 1;">            </span>: <span style="mso-tab-count: 1;">  </span>Ilmu Pengetahuan Alam ( IPA ) </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="SV" style="mso-ansi-language: SV;">Kelas/Semester<span style="mso-tab-count: 1;">            </span>:<span style="mso-tab-count: 1;">   </span>IV/1</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="SV" style="mso-ansi-language: SV;">Materi Pokok <span style="mso-tab-count: 1;">              </span>: <span style="mso-tab-count: 1;">  </span>Rangka </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;">Manusia</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;">W</span></b><b style="mso-bidi-font-weight: normal;"><span lang="SV" style="mso-ansi-language: SV;">aktu<span style="mso-tab-count: 1;">                          </span>: <span style="mso-tab-count: 1;">  </span>4 x 45 menit<span style="mso-spacerun: yes;">  </span>(3 X pertemuan)</span></b></div>
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</div>
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<b><span lang="IN" style="mso-ansi-language: IN;">Judul RPP</span></b><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-tab-count: 1;">                   </span>: <span style="mso-tab-count: 1;">   </span><b>PADEPOKAN TOTOK DARAH TSU BA TSA</b></span></div>
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<b><span lang="SV" style="mso-ansi-language: SV;">Standar</span></b><b style="mso-bidi-font-weight: normal;"> Kompetensi <span style="mso-tab-count: 1;">  </span>: </b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-tab-count: 1;">   </span></span></b>Memahami hubungan antara struktur organ tubuh manusia <span style="mso-ansi-language: IN;"><span style="mso-spacerun: yes;"> </span></span>dengan fungsinya, serta pemeliharaannya</div>
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<b><span lang="SV" style="mso-ansi-language: SV;">Kompetensi</span></b><b style="mso-bidi-font-weight: normal;"> Dasar</b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-tab-count: 1;">      </span>:<span style="mso-tab-count: 1;">    </span></span></b>Mendeskripsikan hubungan antara struktur kerangka tubuh manusia dengan fungsinya</div>
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<b><span lang="SV" style="mso-ansi-language: SV;">Tujuan Pembelajaran</span></b><b><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-tab-count: 1;">          </span></span></b><b><span lang="SV" style="mso-ansi-language: SV;">: </span></b><span lang="IN" style="mso-ansi-language: IN;">1.<b> </b>S</span>iswa dapat <span lang="IN" style="mso-ansi-language: IN;">m</span>endeskripsikan rangka manusia seperti:<span lang="IN" style="mso-ansi-language: IN;"> rangka badan, rangka kepala, rangka anggota gerak dan sendi </span>secara<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: ES;"> </span></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="mso-ansi-language: IN;">t</span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES" style="mso-ansi-language: ES;">ekun ( diligence ) , </span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="mso-ansi-language: IN;">t</span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES" style="mso-ansi-language: ES;">anggung jawab ( responsibility ) </span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="mso-ansi-language: IN;">d</span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="ES" style="mso-ansi-language: ES;">an teliti ( careful</span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="mso-ansi-language: IN;">)</span></i></b></div>
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<span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">     </span></span><span dir="LTR"></span>Siswa dapat <span lang="IN" style="mso-ansi-language: IN;">m</span>endeskripsikan fungsi rangka manusia<br />
<b style="text-indent: 73.6pt;">Rincian Kegiatan Pembelajaran Siswa</b><b style="text-indent: 73.6pt;"><span lang="IN">:</span></b></div>
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<span lang="IN" style="mso-ansi-language: IN;">Pertemuan 1 dan 2:</span></div>
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<b><span lang="IN" style="mso-ansi-language: IN;">Apersepsi:</span></b></div>
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<span lang="IN" style="mso-ansi-language: IN;">Pengkondisian kelas dengan yel-yel semangat</span></div>
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<b><span lang="IN" style="mso-ansi-language: IN;">Scene setting:</span></b></div>
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<span lang="IN" style="mso-ansi-language: IN;">Guru bercerita tentang seorang ahli totok darah itu harus dapat pas ketika mentotok darah pasiennya, karena kalau salah dalam mentotok bisa berakibat fatal cidera atau kematian. Oleh karena itu maka seorang ahli totok darah harus tahu bagian-bagian anggota tubuh manusia. Guru mengajak siswa untuk menjadi ahli totok darah dengan syarat harus tahu bagian-bagian tubuh manusia. Untuk itu siswa harus belajar bagian-bagian tubuh manusia dengan belajar pada “PADEPOKAN TOTOK DARAH TSU<span style="mso-spacerun: yes;">  </span>BA TSA”<span style="mso-spacerun: yes;">  </span>yang dipimpin oleh Begawan padepokan yang diperankan oleh siswa yang ditunjuk oleh guru untuk mengoperasikan komputer / alat peraga interaktif yang sudah kita buat.</span></div>
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<b><span lang="IN" style="mso-ansi-language: IN;">Strategi: </span></b></div>
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<i><span lang="IN" style="mso-ansi-language: IN;">Active Learning</span></i></div>
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<b><span lang="IN" style="mso-ansi-language: IN;">Prosedur Aktivitas:</span></b></div>
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<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">      </span></span></span><span dir="LTR"></span><span lang="IN" style="mso-ansi-language: IN;">Guru menunjuk salah satu siswa yang menjadi begawan bisa dengan acak, kuis atau rapi-rapian diantara siswa.</span></div>
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<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">      </span></span></span><span dir="LTR"></span><span lang="IN" style="mso-ansi-language: IN;">Siswa dibantu guru untuk mengoperasikan alat peraga </span></div>
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<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">      </span></span></span><span dir="LTR"></span><span lang="IN" style="mso-ansi-language: IN;">Ketika mencoba kuis atau latihan soal sang begawan meminta untuk semua siswa harus memberi jawaban, siapa yang benar menjawab dia bisa mengoperasikan alat peraga.</span></div>
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<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">      </span></span></span><span dir="LTR"></span><span lang="IN" style="mso-ansi-language: IN;">Setelah selesai guru mengkelompokkan anak dengan berpasangan teman sebangku, yang satu orang berperan sebagai ahli totok dan seorang jadi pasien</span></div>
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<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">      </span></span></span><span dir="LTR"></span><span lang="IN" style="mso-ansi-language: IN;">Guru mengadakan lomba totok darah dengan kriteria cepat dan benar bagi yang bisa mentotok daerah/bagian-bagian tubuh yang disebutkan oleh guru.</span></div>
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<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">      </span></span></span><span dir="LTR"></span><span lang="IN" style="mso-ansi-language: IN;">Setelah selesai bergantian peran antara tukang totok darah dan pasiennya, gurupun mengadakan lomba yang sama.</span></div>
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<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">      </span></span></span><span dir="LTR"></span><span lang="IN" style="mso-ansi-language: IN;">Pemenang bisa diadu di depan kelas.</span></div>
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<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";">      </span></span></span><span dir="LTR"></span><span lang="IN" style="mso-ansi-language: IN;">Pemenang dinobatkan sebagai ahli totok darah </span></div>
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<b><span lang="IN" style="mso-ansi-language: IN;">Project:</span></b></div>
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<span lang="IN" style="font-family: Wingdings; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span dir="LTR"></span><span lang="IN" style="mso-ansi-language: IN;">Mewarnai rangka manusia berdasarkan jenis tulangnya: merah: tulang pipa, kuning: tulang pipih, hijau: tulang pendek dikerjakan di rumah, setiap anak mendapat 1 lembar gambar rangka manusia</span></div>
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<b><span lang="SV" style="mso-ansi-language: SV;">Penilaian:</span></b></div>
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<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">      </span></span></span><span dir="LTR"></span><span lang="IN" style="mso-ansi-language: IN;">Dari aktivitas siswa dalam pembelajaran dengan kriteria: semangat, kerjasama, kemampuan untuk menjawab soal/quis secara lesan ataupun lomba yang diadakan.</span></div>
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<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">      </span></span></span><span dir="LTR"></span><span lang="IN" style="mso-ansi-language: IN;">Test tertulis</span></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-variant: small-caps;">Pe</span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-variant: small-caps; mso-ansi-language: IN;">nilaian aktivitas:</span><span style="font-variant: small-caps;"></span></i></b></div>
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<b style="mso-bidi-font-weight: normal;">No.</b></div>
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<b style="mso-bidi-font-weight: normal;">Aspek</b></div>
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<b style="mso-bidi-font-weight: normal;">Kriteria</b></div>
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<b style="mso-bidi-font-weight: normal;">Skor</b></div>
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1.</div>
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2.</div>
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3.</div>
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<span lang="IN" style="mso-ansi-language: IN;">Kerjasama</span>   </div>
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<span lang="SV" style="mso-ansi-language: SV;">Praktek</span></div>
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Sikap</div>
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* <span lang="IN" style="mso-ansi-language: IN;">bagus</span></div>
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* <span lang="IN" style="mso-ansi-language: IN;">sedang</span></div>
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* <span lang="IN" style="mso-ansi-language: IN;">kurang</span></div>
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<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt;">
* aktif<span style="mso-spacerun: yes;">  </span><span lang="SV" style="mso-ansi-language: SV;">Praktek</span></div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt;">
* kadang-kadang aktif</div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt;">
* tidak aktif</div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt;">
</div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt;">
* <span lang="IN" style="mso-ansi-language: IN;">tenang,   tidak bikin masalah</span></div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt;">
* <span lang="IN" style="mso-ansi-language: IN;">sedang</span></div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt;">
* <span lang="IN" style="mso-ansi-language: IN;">kurang</span></div>
</td>   <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 59.65pt;" valign="top" width="80"><div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
4</div>
<div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
2</div>
<div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
1</div>
<div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
</div>
<div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
4</div>
<div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
2</div>
<div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
1</div>
<div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
</div>
<div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
4</div>
<div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
2</div>
<div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
1</div>
</td>  </tr>
</tbody></table>
</div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; tab-stops: 72.0pt; text-align: justify;">
</div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt;">
<span style="mso-spacerun: yes;">  </span><span lang="IN" style="mso-ansi-language: IN;">KISI-KISI</span><span lang="IN"> </span><span lang="IN" style="mso-ansi-language: IN;">SOAL:</span></div>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="margin-bottom: 1.0pt; margin-top: 1.0pt; mso-list: l0 level1 lfo5;"><span lang="IN" style="mso-ansi-language: IN;">Fungsi rangka</span></li>
<li class="MsoNormal" style="margin-bottom: 1.0pt; margin-top: 1.0pt; mso-list: l0 level1 lfo5;"><span lang="IN" style="mso-ansi-language: IN;">Mengklasifikasikan jenis tulang</span></li>
<li class="MsoNormal" style="margin-bottom: 1.0pt; margin-top: 1.0pt; mso-list: l0 level1 lfo5;"><span lang="IN" style="mso-ansi-language: IN;">Bagian rangka kepala</span></li>
<li class="MsoNormal" style="margin-bottom: 1.0pt; margin-top: 1.0pt; mso-list: l0 level1 lfo5;"><span lang="IN" style="mso-ansi-language: IN;">Bagian rangka tubuh</span></li>
<li class="MsoNormal" style="margin-bottom: 1.0pt; margin-top: 1.0pt; mso-list: l0 level1 lfo5;"><span lang="IN" style="mso-ansi-language: IN;">Bagian rangka anggota gerak</span></li>
<li class="MsoNormal" style="margin-bottom: 1.0pt; margin-top: 1.0pt; mso-list: l0 level1 lfo5;"><span lang="IN" style="mso-ansi-language: IN;">Macam sendi pada manusia</span></li>
<li class="MsoNormal" style="margin-bottom: 1.0pt; margin-top: 1.0pt; mso-list: l0 level1 lfo5;"><span lang="IN" style="mso-ansi-language: IN;">Kelainan tulang belakang pada manusia</span></li>
</ol>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 1.0pt;">
</div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 1.0pt;">
</div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 1.0pt; text-indent: -28.9pt;">
<span lang="IN" style="mso-ansi-language: IN;">SOAL:</span></div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 25.1pt; margin-right: 0cm; margin-top: 1.0pt; mso-list: l3 level1 lfo6; text-indent: -18.0pt;">
<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">      </span></span></span><span dir="LTR"></span><span lang="IN" style="mso-ansi-language: IN;">Apakah kegunaan rangka bagi manusia....</span></div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 25.1pt; margin-right: 0cm; margin-top: 1.0pt; mso-list: l3 level1 lfo6; text-indent: -18.0pt;">
<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">      </span></span></span><span dir="LTR"></span><span lang="IN" style="mso-ansi-language: IN;">Gambarkan contoh tulang pipih...</span></div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 25.1pt; margin-right: 0cm; margin-top: 1.0pt; mso-list: l3 level1 lfo6; text-indent: -18.0pt;">
<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">      </span></span></span><span dir="LTR"></span><span lang="IN" style="mso-ansi-language: IN;">Berikan contoh yang termasuk tulang pipa...</span></div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 25.1pt; margin-right: 0cm; margin-top: 1.0pt; mso-list: l3 level1 lfo6; text-indent: -18.0pt;">
<span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">      </span></span></span><span dir="LTR"></span><span lang="IN" style="mso-ansi-language: IN;">Sebutkan bagian-bagian tulang yang terdapat pada gambar di bawah...</span></div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt;">
<span style="mso-ignore: vglayout;">  </span></div>
<table align="left" cellpadding="0" cellspacing="0"><tbody>
<tr>   <td height="11" width="33"><br /></td>  </tr>
<tr>   <td><br /></td>   <td><img height="180" src="file:///C:%5CUsers%5CPERMAT%7E1%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image002.gif" width="157" /></td>  </tr>
</tbody></table>
<span lang="IN" style="mso-ansi-language: IN;"> </span>  <br />
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt;">
</div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt;">
</div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt;">
</div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt;">
</div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt;">
</div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt;">
</div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt;">
</div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt;">
</div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt;">
</div>
<br clear="ALL" style="mso-ignore: vglayout;" />
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 25.1pt; margin-right: 0cm; margin-top: 1.0pt; mso-list: l3 level1 lfo6; text-indent: -18.0pt;">
<span lang="IN" style="mso-ansi-language: IN; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">      </span></span></span><span dir="LTR"></span><span lang="IN" style="mso-ansi-language: IN; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">Sebutkan yang termasuk sendi putar pada manusia...</span></div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 25.1pt; margin-right: 0cm; margin-top: 1.0pt; mso-list: l3 level1 lfo6; text-indent: -18.0pt;">
<span lang="IN" style="mso-ansi-language: IN; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">      </span></span></span><span dir="LTR"></span><span lang="IN" style="mso-ansi-language: IN; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">Sebutkan yang termasuk rangka kepala...</span></div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 25.1pt; margin-right: 0cm; margin-top: 1.0pt; mso-list: l3 level1 lfo6; text-indent: -18.0pt;">
<span lang="IN" style="mso-ansi-language: IN; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">      </span></span></span><span dir="LTR"></span><span lang="IN" style="mso-ansi-language: IN; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">Gambarkan rangka anggota gerak dan sebutkan bagian-bagiannya..</span></div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 25.1pt; margin-right: 0cm; margin-top: 1.0pt; mso-list: l3 level1 lfo6; text-indent: -18.0pt;">
<span lang="IN" style="mso-ansi-language: IN; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";">      </span></span></span><span dir="LTR"></span><span lang="IN" style="mso-ansi-language: IN; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">Gambarkan kelainan tulang belakang manusia dan sebutkan namamya...</span></div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 25.1pt; margin-right: 0cm; margin-top: 1.0pt; mso-list: l3 level1 lfo6; text-indent: -18.0pt;">
<span lang="IN" style="mso-ansi-language: IN; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";">      </span></span></span><span dir="LTR"></span><span lang="IN" style="mso-ansi-language: IN; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">Mengapa ada sebagian orang pada waktu tua menjadi bungkuk...</span></div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 25.1pt; margin-right: 0cm; margin-top: 1.0pt; mso-list: l3 level1 lfo6; text-indent: -18.0pt;">
<span lang="IN" style="mso-ansi-language: IN; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;"><span style="mso-list: Ignore;">10.<span style="font: 7.0pt "Times New Roman";">  </span></span></span><span dir="LTR"></span><span lang="IN" style="mso-ansi-language: IN; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">Bagimana kalau manusia tidak mempunyai rangka...</span></div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 25.1pt; margin-right: 0cm; margin-top: 1.0pt;">
</div>
<div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 24.0pt; margin-right: 0cm; margin-top: 1.0pt; tab-stops: list 24.0pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-variant: small-caps;">LEMBAR</span></i></b><b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: SV;"> </span><i style="mso-bidi-font-style: normal;"><span style="font-variant: small-caps;">PENILAIAN</span></i></b><b style="mso-bidi-font-weight: normal;"><span lang="SV" style="mso-ansi-language: SV;"></span></b></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 480; width: 506px;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">   <td rowspan="2" style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.9pt;" width="36"><div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;">No</b></div>
</td>   <td rowspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 86.35pt;" width="115"><div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;">Nama Siswa</b></div>
</td>   <td colspan="3" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 178.2pt;" width="238"><div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;">Pe</b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;">nilaian</span></b></div>
</td>   <td rowspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 51.75pt;" width="69"><div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;">Jumlah</b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;">Skor</b></div>
</td>   <td rowspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 35.95pt;" width="48"><div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;">Nilai</b></div>
</td>  </tr>
<tr style="mso-yfti-irow: 1;">   <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 76.7pt;" width="102"><div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;">Aktivitas</span></b></div>
</td>   <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.0pt;" width="69"><div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;">Test tertulis</span></b></div>
</td>   <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.5pt;" width="66"><div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;">Produk</span></b></div>
</td>  </tr>
<tr style="mso-yfti-irow: 2; mso-yfti-lastrow: yes;">   <td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.9pt;" valign="top" width="36"><div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;">1.</b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;">2.</b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;">3.</b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;">4.</b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;">5.</b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;">6.</b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;">7.</b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;">8.</b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;">9.</b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;">10.</b></div>
</td>   <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 86.35pt;" valign="top" width="115"><div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt;">
</div>
</td>   <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 76.7pt;" valign="top" width="102"><div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt;">
</div>
</td>   <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.0pt;" valign="top" width="69"><div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt;">
</div>
</td>   <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.5pt;" valign="top" width="66"><div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt;">
</div>
</td>   <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 51.75pt;" valign="top" width="69"><div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt;">
</div>
</td>   <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 35.95pt;" valign="top" width="48"><div class="MsoNormal" style="margin-bottom: 1.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 1.0pt;">
</div>
</td></tr>
</tbody></table>

RPP MODEL MULTIPLE INTELIGENCE IPA SD

Written By Catatan Ngajar Ustadz Bowo on Senin, 11 Februari 2013 | 09:47 RENCANA PELAKSANAAN PEMBELAJARAN ( RPP ) Se...

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