tag:blogger.com,1999:blog-44288770276656210332024-03-14T05:02:45.763+07:00TINTA PENDIDIKANPendidikan Berkualitas, Tinta Keberhasilan, Mengukir Jejak PerubahanTINTA PENDIDIKANhttp://www.blogger.com/profile/14236128808593931493noreply@blogger.comBlogger67125tag:blogger.com,1999:blog-4428877027665621033.post-62231224156969503292023-07-14T01:32:00.011+07:002023-07-14T01:35:26.529+07:00Pelantikan Dan Pengambilan Sumpah Serta Penyerahan Petikan SK Pengangkatan Pegawai Pemerintah Dengan Perjanjian Kerja (PPPK) Jabatan Fungsional Tenaga Guru Di Lingkungan Pemerintah Kabupaten Kuningan Formasi Tahun 2022<p style="text-align: justify;"><span style="font-family: georgia;"><span style="font-size: 12pt;">Pada
hari Kamis, 13 Juli 2023, bertempat di Hotel Prima Resort, Kabupaten Kuningan
menyelenggarakan acara penting yang merupakan momen bersejarah bagi para calon
pegawai pemerintah. Acara tersebut adalah pelantikan pengambilan sumpah dan
penyerahan petikan Surat Keputusan (SK) pengangkatan pegawai pemerintah dengan
Perjanjian Kerja (PPPK) jabatan fungsional tenaga guru yang telah lulus seleksi
pada formasi tahun 2022 dengan jumlah 764 orang.</span> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsYte2Itv-Y5uGlzV45cYbGVMrWylpIhbhtwYoGEQ65ghKWFPo095s5K9jWzcRKQkGvdjfFsF-0KCvBdDXbi-6jX2SQ7cHf_3PE-mHwVIjfDMFh5xRdiZiaQedNgAyzEYvrWnzXXg9MuBpN4qb4WEMkanIoHQjsPSpYhDPr68hGrzE5GYdhSyAZjcvobCk/s1024/Pelantikan%20PPPK%202022%20(1).jpeg" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: georgia;"><img border="0" data-original-height="683" data-original-width="1024" height="388" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsYte2Itv-Y5uGlzV45cYbGVMrWylpIhbhtwYoGEQ65ghKWFPo095s5K9jWzcRKQkGvdjfFsF-0KCvBdDXbi-6jX2SQ7cHf_3PE-mHwVIjfDMFh5xRdiZiaQedNgAyzEYvrWnzXXg9MuBpN4qb4WEMkanIoHQjsPSpYhDPr68hGrzE5GYdhSyAZjcvobCk/w583-h388/Pelantikan%20PPPK%202022%20(1).jpeg" width="583" /></span></a></div><p></p><p class="MsoNormal" style="text-align: justify;"><span lang="IN" style="font-size: 12pt; line-height: 17.12px;"><span style="font-family: georgia;">PPPK merupakan salah satu program penting dalam pengembangan sumber daya manusia di sektor pendidikan. Program ini bertujuan untuk meningkatkan kualitas tenaga pengajar di sekolah-sekolah di Kabupaten Kuningan. Pemerintah Kabupaten Kuningan telah berkomitmen untuk menghadirkan tenaga pengajar yang berkualitas, yang mampu memberikan pendidikan berkualitas kepada generasi penerus bangsa.<o:p></o:p></span></span></p><p class="MsoNormal" style="text-align: justify;"><span lang="IN" style="font-size: 12pt; line-height: 17.12px;"><span style="font-family: georgia;">Acara pelantikan pengambilan sumpah dan penyerahan petikan SK dihadiri oleh para pejabat pemerintah setempat, calon pegawai pemerintah yang telah dinyatakan lulus seleksi, serta keluarga dan kerabat yang turut mendukung. Selain itu, hadir pula perwakilan dari Dinas Pendidikan Kabupaten Kuningan, yang memiliki peran penting dalam implementasi program PPPK ini.<o:p></o:p></span></span></p><p class="MsoNormal" style="text-align: justify;"><span lang="IN" style="font-size: 12pt; line-height: 17.12px;"><span style="font-family: georgia;">Acara dimulai dengan sambutan dari pejabat pemerintah setempat, yang menyampaikan rasa bangga dan apresiasi terhadap para calon pegawai pemerintah yang telah berhasil melewati proses seleksi yang ketat. Mereka diharapkan dapat menjalankan tugas dan tanggung jawab dengan sebaik-baiknya, serta berkontribusi dalam meningkatkan mutu pendidikan di Kabupaten Kuningan.<o:p></o:p></span></span></p><p class="MsoNormal" style="text-align: justify;"><span lang="IN" style="font-size: 12pt; line-height: 17.12px;"><span style="font-family: georgia;">Selanjutnya, dilakukan prosesi pengambilan sumpah oleh seluruh calon pegawai pemerintah yang telah lulus seleksi. Dalam sumpah tersebut, mereka berjanji untuk melaksanakan tugas dengan penuh dedikasi, integritas, dan profesionalisme. Sumpah ini merupakan manifestasi komitmen mereka dalam menjalankan tugas sebagai tenaga guru yang bertanggung jawab dalam membentuk karakter dan pengetahuan generasi muda.<o:p></o:p></span></span></p><p><span lang="IN" style="font-size: 12pt; line-height: 17.12px;"><span style="font-family: georgia;">Setelah pengambilan sumpah, dilakukan penyerahan petikan SK pengangkatan pegawai pemerintah kepada masing-masing calon pegawai. Petikan SK ini merupakan bukti resmi yang menunjukkan bahwa mereka telah diangkat sebagai pegawai pemerintah dengan perjanjian kerja. Penyerahan petikan SK dilakukan secara simbolis oleh pejabat pemerintah setempat, sebagai tanda dimulainya peran dan tanggung jawab baru para calon pegawai pemerintah sebagai tenaga guru di Kabupaten Kuningan.</span></span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzo1TFb3EMCBGj3az_9L2b_zLmt-m7ux2gWMlN61Hf3I9NagqgF8Kn2pjmq7o9yt4l0UtOQK2nCWgJXNA0mkt-M_Zvl6M51ibjBHCUl2x7TOJN8e5iO_FqwmLHd6tSSJuXl2n7R77qL2oTf5nb7U-4UMQMbuO3_RS5UjrG3yc-Mp35mLT_b7pRugFbElq5/s1024/Pelantikan%20PPPK%202022%20(2).jpeg" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: georgia;"><img border="0" data-original-height="683" data-original-width="1024" height="379" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzo1TFb3EMCBGj3az_9L2b_zLmt-m7ux2gWMlN61Hf3I9NagqgF8Kn2pjmq7o9yt4l0UtOQK2nCWgJXNA0mkt-M_Zvl6M51ibjBHCUl2x7TOJN8e5iO_FqwmLHd6tSSJuXl2n7R77qL2oTf5nb7U-4UMQMbuO3_RS5UjrG3yc-Mp35mLT_b7pRugFbElq5/w570-h379/Pelantikan%20PPPK%202022%20(2).jpeg" width="570" /></span></a></div><p></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3jsXRdhHM7lJxc91AOBRCP_nDYmrbSTwYQRYnUJKQ3aoGO0iq3k7d8StSVwKgcboVu53ydB3I-7A1UaPxZps0Wsxe9YXGqnJt1qCXMlf824VMs9NUBrmvcpWwnn9SwBZx9OAAbTWVIm1BAq_iyo4ttydcmpoR9yaom5VA_oZsNKsbb31Pr2yFLE2UtEER/s12000/Pelantikan%20PPPK%202022%20(3).jpg" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: georgia;"><img border="0" data-original-height="9000" data-original-width="12000" height="429" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3jsXRdhHM7lJxc91AOBRCP_nDYmrbSTwYQRYnUJKQ3aoGO0iq3k7d8StSVwKgcboVu53ydB3I-7A1UaPxZps0Wsxe9YXGqnJt1qCXMlf824VMs9NUBrmvcpWwnn9SwBZx9OAAbTWVIm1BAq_iyo4ttydcmpoR9yaom5VA_oZsNKsbb31Pr2yFLE2UtEER/w570-h429/Pelantikan%20PPPK%202022%20(3).jpg" width="570" /></span></a></div><span style="font-family: georgia;"><br /></span><div class="separator" style="clear: both; text-align: left;"><span style="font-family: georgia; font-size: 12pt; text-align: justify;">Acara pelantikan pengambilan sumpah dan penyerahan petikan SK ini merupakan langkah awal yang penting dalam perjalanan karier para calon pegawai pemerintah sebagai tenaga guru di Kabupaten Kuningan. Mereka diharapkan dapat mengabdikan diri secara maksimal, memberikan pengajaran yang berkualitas, dan mendorong perkembangan pendidikan di daerah tersebut.</span></div><p></p><p></p><p class="MsoNormal" style="text-align: justify;"><span lang="IN" style="font-size: 12pt; line-height: 17.12px;"><span style="font-family: georgia;">Pemerintah Kabupaten Kuningan berharap melalui program PPPK ini, kualitas pendidikan di Kabupaten Kuningan dapat terus meningkat, sehingga generasi muda dapat memiliki akses yang lebih baik dalam mendapatkan pendidikan yang berkualitas dan memadai.<o:p></o:p></span></span></p><p class="MsoNormal" style="text-align: justify;"></p><p class="MsoNormal" style="text-align: justify;"><span lang="IN" style="font-size: 12pt; line-height: 17.12px;"><span style="font-family: georgia;">Dengan pelantikan pengambilan sumpah dan penyerahan petikan SK ini, Kabupaten Kuningan menunjukkan komitmen dan perhatiannya terhadap sektor pendidikan. Semoga para calon pegawai pemerintah yang telah diangkat dapat memberikan dampak positif dan berkelanjutan bagi kemajuan pendidikan di Kabupaten Kuningan.</span></span></p><p></p>TINTA PENDIDIKANhttp://www.blogger.com/profile/14236128808593931493noreply@blogger.com0Kabupaten Kuningan, Jawa Barat, Indonesia-6.987894117912294 108.5890200405793-35.298127954091143 73.4327700405793 21.322339718266552 143.7452700405793tag:blogger.com,1999:blog-4428877027665621033.post-31159718783107644362023-07-04T13:23:00.002+07:002023-07-04T13:25:03.086+07:00Kalender Pendidikan Provinsi Jawa Barat Tahun Pelajaran 2023 - 2024<p style="text-align: left;"><span style="font-size: 12pt; text-align: justify;">Selamat datang di blog kami! Pada
kesempatan kali ini, kami akan membahas dan membagikan tentang kalender
pendidikan untuk tahun pelajaran 2023-2024. Kalender pendidikan merupakan salah
satu aspek penting dalam dunia pendidikan, karena memberikan petunjuk dan
panduan bagi semua pihak yang terlibat dalam proses belajar-mengajar.</span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhL1C73nSlqxv7L71mRBCCuSdSJrKjH1-Z43xQOLEhNi3R94LzZqVBu-TD8KorJld_w_3InC4wCbfABv7m-eCF8Jb7hQaZeqDatbIkiq98WEddmX8ivDY5ZhZH0qXqtWty6N7Y7o01jJoGwppeYXO_BX4RB5vEPkTAzkJmSXpemfA0nY9vluuAGac-7EeZ_/s14400/KALDIK%20JABAR%202023-2024.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="10800" data-original-width="14400" height="336" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhL1C73nSlqxv7L71mRBCCuSdSJrKjH1-Z43xQOLEhNi3R94LzZqVBu-TD8KorJld_w_3InC4wCbfABv7m-eCF8Jb7hQaZeqDatbIkiq98WEddmX8ivDY5ZhZH0qXqtWty6N7Y7o01jJoGwppeYXO_BX4RB5vEPkTAzkJmSXpemfA0nY9vluuAGac-7EeZ_/w447-h336/KALDIK%20JABAR%202023-2024.png" width="447" /></a></div><br /><p style="text-align: left;"><span style="font-size: 12pt; text-align: justify;">Tahun pelajaran 2023-2024 adalah
masa yang menarik dan penuh harapan dalam dunia pendidikan. Kalender pendidikan
ini mengatur jadwal penting seperti awal dan akhir semester, libur sekolah,
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guru, siswa, orang tua, maupun pihak sekolah dapat merencanakan dan mengatur
waktu dengan baik.</span></p><p class="MsoNormal" style="text-align: justify;"><span lang="IN" style="font-size: 12pt; line-height: 107%; mso-ansi-language: IN;">Melalui kalender pendidikan ini,
diharapkan dapat tercipta suasana pembelajaran yang kondusif dan efektif.
Setiap kegiatan pendidikan direncanakan dengan matang untuk memberikan
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pendidikan juga memberikan informasi tentang pelatihan guru, pertemuan orang
tua, dan kegiatan ekstrakurikuler yang mendukung pengembangan siswa di luar
ruang kelas.<o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"><span lang="IN" style="font-size: 12pt; line-height: 107%; mso-ansi-language: IN;">Tahun pelajaran 2023-2024
menawarkan kesempatan baru dan tantangan yang menarik bagi dunia pendidikan. Sebagai
pihak yang terlibat, kita dapat menjadikan kalender pendidikan ini sebagai
acuan untuk merencanakan dan mengoptimalkan proses pembelajaran. Dengan
mematuhi jadwal dan mengikuti kegiatan yang telah ditentukan, diharapkan setiap
peserta didik dapat mencapai potensi terbaik mereka dan meraih prestasi yang
gemilang.<o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"><span lang="IN" style="font-size: 12pt; line-height: 107%; mso-ansi-language: IN;">Kami harap informasi yang kami
sajikan di blog ini dapat memberikan pemahaman yang jelas tentang kalender
pendidikan tahun pelajaran 2023-2024. Kami mengundang Anda untuk terus
mengikuti artikel-artikel menarik lainnya di blog ini untuk mendapatkan
informasi terkini seputar dunia pendidikan. Terima kasih telah mengunjungi blog
kami, semoga bermanfaat dan selamat membaca!<o:p></o:p></span></p><p>
</p><p class="MsoNormal" style="text-align: justify;"><span style="font-size: 12pt;">Untuk download file silahkan klik tautan di bawah ini :</span></p><p>Kalender Pendidikan Provinsi Jawa Barat Tahun Pelajaran 2023-2024 <a href="https://www.up-4ever.net/y9ul4nfj41v0" target="_blank">KLIK DISINI</a></p>TINTA PENDIDIKANhttp://www.blogger.com/profile/14236128808593931493noreply@blogger.com0Kabupaten Kuningan, Jawa Barat, Indonesia-7.0138053 108.5700636-39.956492907760861 73.4138136 25.928882307760858 143.7263136tag:blogger.com,1999:blog-4428877027665621033.post-88987515735382327792023-06-28T11:28:00.000+07:002023-06-28T11:28:54.215+07:00Menyambut Malam Idul Adha 2023 dengan Takbiran : Meriahnya Tradisi Keagamaan yang Membara<p><span style="font-family: georgia;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioi9gKc9fd5NeroffytaqMOSeNRrhKUH-W10Rs5gOBuJlgeB0KYJXVrGcjvEE_hmwTuyBEwfVhw-WX2PyzLBEyfEDxNMwJS5DfV8oTcPqJ6yR_vQ27cQpKq8HljnK2S-ETf__ak2DFaUWAElp0eRpXD441si_UVXOnBfFaKJ9bDzumCyv7-ZHIAZVVfWVh/s3072/a%20muslim%20praying%20in%20front%20of%20kaaba%20during%20ramadhan.jpg" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: georgia;"><img border="0" data-original-height="3072" data-original-width="2048" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioi9gKc9fd5NeroffytaqMOSeNRrhKUH-W10Rs5gOBuJlgeB0KYJXVrGcjvEE_hmwTuyBEwfVhw-WX2PyzLBEyfEDxNMwJS5DfV8oTcPqJ6yR_vQ27cQpKq8HljnK2S-ETf__ak2DFaUWAElp0eRpXD441si_UVXOnBfFaKJ9bDzumCyv7-ZHIAZVVfWVh/w266-h400/a%20muslim%20praying%20in%20front%20of%20kaaba%20during%20ramadhan.jpg" width="266" /></span></a></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: georgia;"><br /></span></div><p></p><p class="MsoNormal" style="text-align: justify;"><span lang="IN" style="line-height: 107%;"><span style="font-family: georgia;">Indonesia, sebagai negara dengan
mayoritas penduduk Muslim terbesar di dunia, memiliki berbagai tradisi yang
memperkaya perayaan Idul Adha setiap tahunnya. Salah satu momen yang dinantikan
dengan penuh kegembiraan adalah Malam Idul Adha, yang diisi dengan takbiran.
Tahun 2023, takbiran menjadi momen yang sangat istimewa karena umat Muslim di
Indonesia dapat kembali bersatu dan merayakan perayaan dengan semangat baru
setelah berbagai tantangan yang dihadapi.<o:p></o:p></span></span></p><div class="separator" style="clear: both; text-align: center;">
<p class="MsoNormal" style="text-align: justify;"><span lang="IN" style="line-height: 107%;"><span style="font-family: georgia;">Malam Idul Adha merupakan malam
yang penuh dengan rasa haru, kekhidmatan, dan kebersamaan. Umat Muslim dari
berbagai lapisan masyarakat berkumpul di masjid, mushola, atau tempat ibadah
lainnya untuk bersama-sama memuji kebesaran Allah dengan takbir. Suara takbir
yang terdengar merdu dan menggetarkan jiwa melintasi udara malam, menciptakan
atmosfer yang khusyuk dan membumi.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="IN" style="line-height: 107%;"><span style="font-family: georgia;">Tahun 2023, semangat takbiran
semakin membara karena umat Muslim dapat merayakan Idul Adha dengan lebih
leluasa dan optimisme. Setelah berbulan-bulan menjalani pandemi COVID-19 yang
menimbulkan keterbatasan sosial dan penghentian kegiatan keagamaan, takbiran
menjadi momen untuk kembali mempererat ikatan spiritual dan sosial dalam
kehidupan umat Muslim.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="IN" style="line-height: 107%;"><span style="font-family: georgia;">Takbiran pada tahun ini juga
menjadi wujud syukur umat Muslim atas kesempatan yang diberikan Allah untuk
menjalankan ibadah dan merayakan Idul Adha dengan penuh semangat. Setelah
menghadapi tantangan dan cobaan yang melanda, takbiran menjadi panggilan untuk
kembali menguatkan iman, menumbuhkan harapan baru, dan merajut kebersamaan yang
pernah terpisah.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="IN" style="line-height: 107%;"><span style="font-family: georgia;">Tradisi takbiran bukan hanya
sebatas mengucapkan takbir "Allahu Akbar", tetapi juga melibatkan
berbagai aktivitas keagamaan dan sosial yang membuatnya semakin istimewa. Di
sepanjang jalan, kita akan melihat berbagai warung takbiran yang menjual
beragam pernak-pernik takbiran, seperti bendera, lentera, atau lampu-lampu hias
yang berwarna-warni. Masyarakat berlomba-lomba untuk mempercantik masjid dan
lingkungan sekitarnya dengan ornamen yang indah, menciptakan suasana yang magis
dan memikat mata.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="IN" style="line-height: 107%;"><span style="font-family: georgia;">Takbiran juga menjadi ajang
silaturahmi dan berkumpulnya keluarga, tetangga, dan teman-teman. Suasana ramah
tamah dan saling memberi ucapan selamat serta berbagi kebahagiaan terasa begitu
kuat. Makanan lezat dan hidangan khas Idul Adha disajikan untuk berbuka puasa
bersama, sementara anak-anak bermain dengan riang di halaman masjid yang
dipenuhi tawa dan keceriaan.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="IN" style="line-height: 107%;"><span style="font-family: georgia;">Namun, takbiran tahun 2023 juga
mengajarkan kita untuk tetap menjaga protokol kesehatan dengan ketat. Pandemi
COVID-19 masih belum berakhir, sehingga perlu mematuhi langkah-langkah
pencegahan seperti menggunakan masker, mencuci tangan, dan menjaga jarak fisik
saat berkumpul untuk takbiran. Dalam situasi ini, takbiran dapat menjadi momen
yang aman dan sehat apabila dijalankan dengan penuh tanggung jawab.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="IN" style="line-height: 107%;"><span style="font-family: georgia;">Di balik semangat takbiran yang
membara, ada pesan yang terkandung dalam perayaan Idul Adha. Takbiran
mengingatkan kita akan pengorbanan Nabi Ibrahim yang rela mengorbankan putranya
demi ketaatan kepada Allah. Tradisi ini mengajarkan kita tentang arti sejati
dari pengorbanan, keikhlasan, dan kepatuhan kepada-Nya. Dalam menghadapi
berbagai ujian dan rintangan, takbiran mengajak kita untuk senantiasa menjaga
iman dan keimanan, serta menghidupkan semangat kebersamaan yang saling
mendukung di tengah keberagaman kita.<o:p></o:p></span></span></p>
<span lang="IN" style="line-height: 107%;"><p style="text-align: justify;"><span style="font-family: georgia;">Malam Idul Adha tahun 2023 dengan takbiran adalah
momen yang istimewa bagi umat Muslim di Indonesia. Dalam suasana yang dipenuhi
semangat, rasa syukur, dan kebersamaan, takbiran menjadi panggung keagamaan
yang membara, di mana semua umat Muslim dapat bersatu dalam memuji kebesaran
Allah dan merayakan perayaan yang berkah. Semoga takbiran tahun ini membawa
keberkahan, perdamaian, dan kebahagiaan bagi seluruh umat Muslim. Selamat
menyambut Malam Idul Adha dengan takbiran yang meriah!</span></p></span></div><p><br /></p>TINTA PENDIDIKANhttp://www.blogger.com/profile/14236128808593931493noreply@blogger.com0tag:blogger.com,1999:blog-4428877027665621033.post-19283175637831200962023-06-28T10:29:00.002+07:002023-06-28T10:31:39.604+07:00Peranan Guru dalam Mencerdaskan Bangsa<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="MsoNormal" style="text-align: justify; text-indent: 36.0pt;">
<span style="font-size: 12.0pt; line-height: 115%;">Masa depan pendidikan bangsa kita
tertumpu pada satu sosok, yaitu guru. Dimana akan meng <b>“create”</b> wajah masa depan pendidikan kita seperti apa, bagaimana,
dan kemana arah pendidikan di negara kita akan di bawa. Karena guru adalah
profesi, pendidik, pembimbing, serta fasilitator yang dapat memberi perubahan
bagi anak didik ke arah yang lebih baik dari segala dimensi, ia pula yang mampu
mengembangkan beragam sisi kecerdasan dan akhlak sebagai pembentuk kepribadian peserta
didik.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 36.0pt;">
<span style="font-size: 12.0pt; line-height: 115%;">Peranan profesi guru dalam
keseluruhan proses pendidikan di sekolah diwujudkan untuk mencapai tujuan
pendidikan yang berupa perkembangan secara optimal. Dalam sejarah pendidikan
guru di Indonesia khususnya pada perkembangan agama Hindu, Budha dan
Kerajaan-kerajaan Islam, guru pernah mempunyai status yang sangat tinggi dalam
masyarakat, mempunyai wibawa yang sangat tinggi, dan dianggap sebagai orang
yang serba tahu. Peranan guru saat itu tidak hanya mendidik anak di depan
kelas. Tetapi mendidik masyarakat, tempat bagi masyarakat untuk bertanya, baik
itu untuk memecahkan masalah pribadi ataupun masalah sosial.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 36.0pt;">
<b><span style="font-size: 12.0pt; line-height: 115%;">“Guru adalah penyampai ilmu, penyejuk qolbu”</span></b><span style="font-size: 12.0pt; line-height: 115%;">. Guru memang seperti profesi yang
menjanjikan saat ini, tapi dibalik cerahnya profesi ini juga muncul kewajiban
dan tanggung jawab yang lebih besar kepada bangsa. Kondisi bangsa kita yang
sedang memasuki era globalisasi, dengan banyak permasalahn multi dimensi
tentunya membutuhkan modal dan pemecahan terhadap semua permasalahan itu.
Korupsi, pertikaian antarwarga juga antar pelajar, kemerosotan moral.
Kemiskinan, kesenjangan sosial dan pergeseran budaya merupakan contoh dari
permasalahan tersebut. Inilah kewajiban para guru untuk menyiapkan modal untuk
kemajuan bangsa dan membangun kembali sumber daya manusia atau generasi penerus
yang lebih baik dari kondisi sekarang.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 36.0pt;">
<span style="font-size: 12.0pt; line-height: 115%;">Jika kita renungkan berbagai
permasalahan yang dihadapi, bangsa kita tidak hanya membutuhkan generasi
penerus yang pandai atau handal dalam ilmu pengetahuan dan teknologi saja.
Lebih utama dan terpenting adalah bangsa membutuhkan generasi penerus yang
memiliki karakter baik, salah satu satunya yaitu karakter yang tidak hanya
mengutamakan kepentingan pribadi tetapi mengutamakan kesejahteraan dan
kemakmuran bangsa. Karakter baik ini tidak bisa dipisahkan dari yang disebut
dengan kebaikan hati. Karena karakter yang baik akan selalu ada pada setiap
manusia yang memiliki kebaikan hati.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 36.0pt;">
<span style="font-size: 12.0pt; line-height: 115%;">Ada salah satu hadist Rosululloh yang
intinya bahwa di dalam tubuh manusia ada segumpal daging, apabila daging itu
baik maka baiklah semuanya, tetapi jika buruk maka buruklah semuanya. Dan
segumpal daging itu adalah hati. Jadi ketika kita ingin membentuk karakter pastilah
tidak lepas dari hati.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 36.0pt;">
<span style="font-size: 12.0pt; line-height: 115%;">Menurut Prof. Dr. H.M. Quraish Shihab
: Himpunan pengalaman, pendidikan, dan lain-lain menumbuhkan kemampuan di dalam
diri kita, sebagai alat ukur paling dalam hati manusia mewujudkan baik
pemikiran, sikap, dan perilaku termasuk akhlak mulia dan budi pekerti. Jelas
sekali bagi kita bahwa karakter dan kecerdasan hati adalah dua hal yang tidak
bisa dipisahkan. Ketika kita ingin memberikan pendidikan karakter maka harus
dengan hati. Dengan kata lain untuk menyiapkan generasi penerus, peran guru
tidak hanya membekali dengan kecerdasan intelektual yang identik dengan kecerdasan
otak tetapi juga <b>kecerdasan hati</b>
untuk berbuat kebaikan.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 36.0pt;">
<span style="font-size: 12.0pt; line-height: 115%;">Paradigma seperti inilah baru dalam
perkembangan peran guru untuk mencerdaskan bangsa. Ketika selama ini kata
mencerdaskan bangsa lebih dilihat dari makna sempit yaitu sebatas kecerdasan
intelektual atau kecerdasan otak maka sekarang inilah harus dibukakan pemikiran
kota bahwa masih harus ada yang dicerdaskan dari generasi penerus bangsa yaitu <b>kecerdasan hati</b>. Roh dari pendidikan
karakter yang telah dicanangkan adalah bagaimana kita mampu memberikan <b>kecerdasan hati</b> kepada peserta didik.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="text-align: justify; text-indent: 36.0pt;">
<span style="font-size: 12.0pt; line-height: 115%;">Mengajarkan <b>kecerdasan hati</b> sangatlah sulit jika guru itu sendiri juga belum
memiliki <b>kecerdasan hati</b>. Sosok guru
sejati yang dapat mengajarkan <b>kecerdasan
hati</b> adalah seorang guru yang nasehat, tindakan, perilaku dan sikapnya
mencerminkan ketulusan hati, keikhlasan, kesungguhan hati dan kebermanfaatan
bagi anak didiknya. Membentuk karakter baik siswa, pada hakekatnya adalah
bagaimana seorang guru mampu mengajarkan <b>kecerdasan
hati</b>.<o:p></o:p></span></div>
</div>
TINTA PENDIDIKANhttp://www.blogger.com/profile/14236128808593931493noreply@blogger.com0Kuningan, Kec. Kuningan, Kabupaten Kuningan, Jawa Barat, Indonesia-6.9810102999999986 108.4928912-35.291244136178847 73.3366412 21.329223536178848 143.6491412tag:blogger.com,1999:blog-4428877027665621033.post-50326633769781112962023-06-28T10:25:00.008+07:002023-06-29T07:20:33.440+07:00Idul Adha 2023 : Perayaan Hari Raya Kurban dalam Semangat Kebersamaan dan Kemanusiaan<p> </p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh81lK1Jd5o9tqD5paZqwPkKOiqYbBdiJde7M7K9wzPBAx6WDvbTQP-DJhGZimr7PB5q-hrFvZm-Rg1VHxs-_M0oGcCodtC-BoN4Cz-F1EKAdeGcktopRwexhxi0tiMFOAqNg1ttfMEgoA38ABpDBRJMabVEMde3SdZX9skjl1O1KvuGrRZLAv0WP9tuUQq/s12000/IMG_20230629_071527.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="9000" data-original-width="12000" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh81lK1Jd5o9tqD5paZqwPkKOiqYbBdiJde7M7K9wzPBAx6WDvbTQP-DJhGZimr7PB5q-hrFvZm-Rg1VHxs-_M0oGcCodtC-BoN4Cz-F1EKAdeGcktopRwexhxi0tiMFOAqNg1ttfMEgoA38ABpDBRJMabVEMde3SdZX9skjl1O1KvuGrRZLAv0WP9tuUQq/s320/IMG_20230629_071527.jpg" width="320" /></a></div></div><div style="text-align: justify;"><br /></div><p></p><p class="MsoNormal" style="text-align: justify;"><span lang="IN" style="font-size: 12pt; line-height: 107%; mso-ansi-language: IN;">Idul Adha, juga dikenal sebagai
Hari Raya Kurban, adalah salah satu perayaan agama yang paling penting dalam
agama Islam. Setiap tahun, umat Muslim di seluruh dunia merayakan Idul Adha
dengan penuh sukacita dan pengabdian. Pada tahun 2023, Idul Adha akan tiba
dengan berbagai harapan dan semangat baru.<o:p></o:p></span></p><div style="text-align: justify;">
<p class="MsoNormal"><span lang="IN" style="font-size: 12pt; line-height: 107%; mso-ansi-language: IN;">Idul Adha jatuh pada tanggal 10
Dzulhijjah, bulan ke-12 dalam kalender Islam. Perayaan ini berlangsung selama
empat hari berturut-turut dan melibatkan serangkaian aktivitas keagamaan,
sosial, dan kemanusiaan. Idul Adha merujuk pada peristiwa penting dalam sejarah
agama Islam, yaitu ketika Nabi Ibrahim (Abraham) bersedia untuk mengorbankan
putranya sendiri, Ismail (Ishmael), sebagai tanda ketaatannya kepada Allah.
Namun, Allah menggantikan Ismail dengan seekor domba dan menjadikan peristiwa
tersebut sebagai ujian keimanan yang penting bagi umat Muslim.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IN" style="font-size: 12pt; line-height: 107%; mso-ansi-language: IN;">Salah satu aspek sentral dari
perayaan Idul Adha adalah penyembelihan hewan kurban. Umat Muslim yang mampu
secara finansial dianjurkan untuk menyembelih hewan seperti domba, sapi, atau
kambing, dan membagikan dagingnya kepada mereka yang membutuhkan. Tindakan ini
melambangkan pengorbanan dan kepedulian sosial umat Muslim terhadap sesama.
Setelah penyembelihan, daging hewan kurban dibagikan kepada keluarga, tetangga,
dan orang-orang yang kurang mampu, sehingga mempererat hubungan sosial dan
meningkatkan rasa persaudaraan.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IN" style="font-size: 12pt; line-height: 107%; mso-ansi-language: IN;">Selain penyembelihan hewan
kurban, Idul Adha juga merupakan waktu untuk memperkuat hubungan dengan
keluarga dan sahabat. Umat Muslim mengenakan pakaian terbaik mereka dan pergi
ke masjid untuk melaksanakan salat Idul Adha. Setelah salat, mereka saling
berjabat tangan dan mengucapkan "Selamat Hari Raya" sebagai tanda
persaudaraan. Keluarga dan teman-teman berkumpul untuk bersama-sama menyantap
hidangan lezat, saling bertukar kunjungan, dan saling memberikan hadiah.
Semangat kebersamaan dan persahabatan tercermin dalam setiap interaksi dan
kegiatan sosial yang dilakukan selama Idul Adha.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IN" style="font-size: 12pt; line-height: 107%; mso-ansi-language: IN;">Selain itu, Idul Adha juga
mengajarkan nilai-nilai kemanusiaan. Banyak organisasi dan lembaga amal
menyelenggarakan program pengumpulan dana dan distribusi bantuan kepada mereka
yang membutuhkan di seluruh dunia. Bantuan tersebut meliputi pemberian makanan,
pakaian, dan obat-obatan kepada orang-orang yang hidup dalam kemiskinan dan
kesulitan. Selama Idul Adha, para dermawan berbagi rezeki mereka dengan
masyarakat yang membutuhkan, menjalankan ajaran Islam tentang kepedulian sosial
dan pengorbanan.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IN" style="font-size: 12pt; line-height: 107%; mso-ansi-language: IN;">Pada tahun 2023, Idul Adha
menjadi momen penting dalam upaya pemulihan dunia dari pandemi COVID-19.
Setelah periode yang sulit dan berkepanjangan, perayaan Idul Adha memberikan
harapan dan optimisme baru bagi umat Muslim. Meskipun masih ada tantangan dan
pembatasan yang perlu diperhatikan, umat Muslim diharapkan dapat merayakan Idul
Adha dengan mematuhi protokol kesehatan yang berlaku.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IN" style="font-size: 12pt; line-height: 107%; mso-ansi-language: IN;">Di tengah semangat kebersamaan
dan kemanusiaan, umat Muslim di seluruh dunia berharap bahwa Idul Adha tahun
2023 akan membawa kedamaian, kebahagiaan, dan kemakmuran bagi semua orang.
Momen ini juga menjadi kesempatan untuk merenungkan nilai-nilai kesabaran,
keikhlasan, dan kepercayaan yang diperlukan dalam menghadapi cobaan kehidupan.<o:p></o:p></span></p>
<span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; line-height: 107%; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Idul Adha tahun 2023 adalah saat yang tepat bagi umat
Muslim untuk menguatkan ikatan keagamaan dan sosial dengan sesama. Dalam
semangat pengorbanan dan solidaritas, perayaan ini mengajarkan umat Muslim
untuk menjaga kepedulian terhadap sesama, memperkuat hubungan keluarga, dan
memperhatikan mereka yang membutuhkan. Dengan menggali nilai-nilai dalam
perayaan Idul Adha, diharapkan akan tercipta masyarakat yang lebih baik, penuh
kasih, dan adil bagi semua. Selamat Hari Raya Idul Adha 2023!</span></div>TINTA PENDIDIKANhttp://www.blogger.com/profile/14236128808593931493noreply@blogger.com0Kuningan, Kec. Kuningan, Kabupaten Kuningan, Jawa Barat, Indonesia-6.9810102999999986 108.4928912-35.291244136178847 73.3366412 21.329223536178848 143.6491412tag:blogger.com,1999:blog-4428877027665621033.post-17155239790407219512023-06-28T06:28:00.002+07:002023-06-28T10:31:59.883+07:00Keluhan Guru Terhadap Perubahan yang Terus-Menerus dalam Kurikulum Pendidikan<p style="background: white; text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibxRF9a5q4EMf9V9AuVh9NbYY_cwuwkFIR8XuuUa5u4Cmk8Hh8-yYCP6qDrA5_guOll_-yarNWbfNn_F1AccZ5TAHwSJEKysm5BNLT5nwTB6dMKSHzXbyzvthfc49_0GLT9zwXNs5qwlBMf7WMIGgfcxpfcLEO2CJf6D4mdn-vjjsCHuGQ4J31J1Wv-gme/s3072/Keluhan%20Guru%20Kurikulum.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="2048" height="425" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibxRF9a5q4EMf9V9AuVh9NbYY_cwuwkFIR8XuuUa5u4Cmk8Hh8-yYCP6qDrA5_guOll_-yarNWbfNn_F1AccZ5TAHwSJEKysm5BNLT5nwTB6dMKSHzXbyzvthfc49_0GLT9zwXNs5qwlBMf7WMIGgfcxpfcLEO2CJf6D4mdn-vjjsCHuGQ4J31J1Wv-gme/w283-h425/Keluhan%20Guru%20Kurikulum.jpg" width="283" /></a></div><br /><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-ansi-language: IN;"><br /></span><p></p><p style="background: white; text-align: justify;"><span style="font-family: Arial, "sans-serif"; font-size: 13.5pt;">Kurikulum
pendidikan adalah pedoman yang mengatur materi pembelajaran, metode pengajaran,
dan evaluasi di sistem pendidikan suatu negara. Namun, dalam beberapa tahun
terakhir, banyak guru yang mengungkapkan keluhan terhadap perubahan yang
terus-menerus dalam kurikulum pendidikan. Artikel ini akan membahas beberapa
keluhan yang sering diutarakan oleh para guru mengenai perubahan tersebut.</span></p><p style="background: white; box-sizing: border-box; margin-block-end: 0px; margin-block-start: calc(2 * var(--wp--custom--gap--baseline)); max-width: var(--wp--style--global--content-size); text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-ansi-language: IN;">Kurangnya Kesiapan dan Pelatihan : Salah satu keluhan
utama guru adalah kurangnya kesiapan dan pelatihan yang diberikan sehubungan
dengan perubahan kurikulum. Ketika kurikulum berubah, para guru sering kali
merasa tidak memiliki cukup waktu dan sumber daya yang diperlukan untuk
memahami perubahan tersebut. Ini mengakibatkan guru merasa tertinggal dan tidak
memiliki kepercayaan diri dalam mengajar materi baru kepada siswa.<o:p></o:p></span></p><p style="background: white; box-sizing: border-box; margin-block-end: 0px; margin-block-start: calc(2 * var(--wp--custom--gap--baseline)); max-width: var(--wp--style--global--content-size); text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-ansi-language: IN;"><br /></span></p><p style="background: white; box-sizing: border-box; margin-block-end: 0px; margin-block-start: calc(2 * var(--wp--custom--gap--baseline)); max-width: var(--wp--style--global--content-size); text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-ansi-language: IN;">Ketidakberlanjutan dan Keragaman Materi : Guru sering
mengeluhkan ketidakberlanjutan dan keragaman materi dalam kurikulum yang terus
berubah. Ketika kurikulum berubah secara konstan, guru harus terus-menerus
menyesuaikan materi yang diajarkan kepada siswa. Hal ini dapat menjadi beban
yang berat, terutama jika guru tidak memiliki sumber daya yang cukup untuk
menyusun dan menyesuaikan materi pembelajaran dengan baik. Kurangnya
kesinambungan kurikulum juga dapat menyebabkan ketidakkonsistenan dalam
pembelajaran siswa dari tahun ke tahun.<o:p></o:p></span></p><p style="background: white; box-sizing: border-box; margin-block-end: 0px; margin-block-start: calc(2 * var(--wp--custom--gap--baseline)); max-width: var(--wp--style--global--content-size); text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-ansi-language: IN;"><br /></span></p><p style="background: white; box-sizing: border-box; margin-block-end: 0px; margin-block-start: calc(2 * var(--wp--custom--gap--baseline)); max-width: var(--wp--style--global--content-size); text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-ansi-language: IN;">Pengukuran dan Evaluasi yang Tidak Konsisten : Perubahan
yang sering dalam kurikulum pendidikan juga berdampak pada pengukuran dan
evaluasi siswa. Ketika kurikulum berubah, metode evaluasi yang digunakan juga
sering berubah, yang dapat membingungkan guru dan siswa. Guru sering kali
mengeluhkan ketidakkonsistenan dalam penilaian dan kesulitan dalam
mempersiapkan siswa untuk menghadapi evaluasi yang berbeda setiap kali
kurikulum berubah.<o:p></o:p></span></p><p style="background: white; box-sizing: border-box; margin-block-end: 0px; margin-block-start: calc(2 * var(--wp--custom--gap--baseline)); max-width: var(--wp--style--global--content-size); text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-ansi-language: IN;"><br /></span></p><p style="background: white; box-sizing: border-box; margin-block-end: 0px; margin-block-start: calc(2 * var(--wp--custom--gap--baseline)); max-width: var(--wp--style--global--content-size); text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-ansi-language: IN;">Terbatasnya Waktu dan Fokus : Kurikulum yang terus
berubah juga dapat mengakibatkan pemborosan waktu dan sumber daya. Para guru
sering merasa terbatas dalam waktu yang mereka miliki untuk mengajar materi
baru yang ditentukan oleh perubahan kurikulum. Hal ini dapat mengarah pada
ketidakmampuan untuk membahas materi secara mendalam atau untuk memberikan
perhatian yang cukup pada aspek-aspek penting dari pembelajaran.<o:p></o:p></span></p><p style="background: white; box-sizing: border-box; margin-block-end: 0px; margin-block-start: calc(2 * var(--wp--custom--gap--baseline)); max-width: var(--wp--style--global--content-size); text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-ansi-language: IN;"><br /></span></p><p style="background: white; box-sizing: border-box; margin-block-end: 0px; margin-block-start: calc(2 * var(--wp--custom--gap--baseline)); max-width: var(--wp--style--global--content-size); text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-ansi-language: IN;">Ketidakpastian dan Ketidakpastian Pekerjaan : Perubahan
yang terus-menerus dalam kurikulum pendidikan dapat menciptakan ketidakpastian
dalam pekerjaan guru. Para guru sering kali tidak yakin apakah mereka harus
terus-menerus mempersiapkan diri untuk perubahan baru atau tetap berpegang pada
kurikulum sebelumnya. Ketidakpastian ini dapat mempengaruhi motivasi dan
kesejahteraan guru secara keseluruhan.<o:p></o:p></span></p><p>
</p><p style="background: white; box-sizing: border-box; margin-block-end: 0px; margin-block-start: calc(2 * var(--wp--custom--gap--baseline)); max-width: var(--wp--style--global--content-size); text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-ansi-language: IN;">Keluhan guru terhadap perubahan yang terus-menerus dalam
kurikulum pendidikan adalah isu yang penting dan perlu diperhatikan. Penting
bagi para pembuat kebijakan pendidikan untuk mendengarkan keluhan dan masukan
dari para guru, serta memastikan adanya pelatihan yang memadai dan dukungan
yang diperlukan untuk menghadapi perubahan kurikulum. Perubahan yang terlalu
sering dan tidak terkoordinasi dapat menghambat efektivitas pengajaran dan
belajar di kelas.<o:p></o:p></span></p>TINTA PENDIDIKANhttp://www.blogger.com/profile/14236128808593931493noreply@blogger.com0Kuningan, Kec. Kuningan, Kabupaten Kuningan, Jawa Barat, Indonesia-6.9810102999999986 108.4928912-35.291244136178847 73.3366412 21.329223536178848 143.6491412tag:blogger.com,1999:blog-4428877027665621033.post-72279401024689361162023-06-28T06:18:00.000+07:002023-06-28T10:30:21.606+07:00Mengapa Kurikulum Perlu Berubah ?<p></p><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi30sZ2acHjQ7JnV3hFnskB9GnFykQ0PIJ59KtHsHJEKFEHJnww2s8qQo3bLMwEbQS2KAXa7Lzh5JvTgTbJiwZoZPmOCN3b2DySw1uVAi2gm6iVvjLJ8BFGx5eivi-jAO2oo684bnXln5YP1Raf-nUadaB1H_UhM9UNZ1JYa2DyOmv7yf3RFf8wmRJLKjA3/s3072/Perubahan%20Kurikulum.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="3072" height="364" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi30sZ2acHjQ7JnV3hFnskB9GnFykQ0PIJ59KtHsHJEKFEHJnww2s8qQo3bLMwEbQS2KAXa7Lzh5JvTgTbJiwZoZPmOCN3b2DySw1uVAi2gm6iVvjLJ8BFGx5eivi-jAO2oo684bnXln5YP1Raf-nUadaB1H_UhM9UNZ1JYa2DyOmv7yf3RFf8wmRJLKjA3/w547-h364/Perubahan%20Kurikulum.jpg" width="547" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><p class="MsoNormal" style="background: white; line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Kurikulum adalah kerangka pedagogis
yang digunakan dalam pendidikan untuk merencanakan dan mengorganisir proses
pembelajaran. Tujuan utama dari kurikulum adalah untuk memastikan bahwa siswa
mendapatkan pendidikan yang relevan dan sesuai dengan perkembangan zaman.
Namun, dalam konteks perubahan sosial, ekonomi, dan teknologi yang cepat,
perubahan dalam kurikulum menjadi sangat penting. Artikel ini akan menjelaskan
mengapa kurikulum perlu berubah dalam menghadapi tantangan zaman yang terus
berkembang.<o:p></o:p></span></p><p class="MsoListParagraph" style="background: white; line-height: normal; margin-left: 35.45pt; mso-add-space: auto; mso-list: l1 level1 lfo7; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -21.25pt;"><!--[if !supportLists]--><span lang="IN" style="font-family: Symbol; font-size: 10.0pt; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size: 7pt; font-stretch: normal; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variation-settings: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Respons terhadap Perubahan Sosial<o:p></o:p></span></p><p class="MsoNormal" style="background: white; line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Kurikulum harus responsif terhadap
perubahan sosial yang terjadi di masyarakat. Masyarakat saat ini menghadapi
berbagai tantangan baru, seperti globalisasi, kemajuan teknologi, dan perubahan
lingkungan. Kurikulum yang kaku dan tidak berubah dapat membuat siswa tidak
siap menghadapi tantangan ini. Oleh karena itu, perubahan dalam kurikulum
diperlukan untuk memastikan bahwa siswa dilengkapi dengan keterampilan yang
relevan dan dapat diterapkan dalam kehidupan nyata.<o:p></o:p></span></p><ul type="disc">
<li class="MsoNormal" style="background: white; line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Pengembangan Keterampilan 21 Abad<o:p></o:p></span></li>
</ul><p class="MsoNormal" style="background: white; line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Kurikulum perlu berubah untuk
memperbarui fokus pada keterampilan yang diperlukan di abad ke-21. Siswa saat
ini perlu dilengkapi dengan keterampilan seperti pemecahan masalah,
kreativitas, pemikiran kritis, komunikasi, dan kolaborasi. Kurikulum yang kuno
yang hanya berfokus pada pengetahuan faktual tidak lagi memadai. Dengan
mengubah kurikulum, pendidikan dapat lebih berfokus pada pengembangan
keterampilan ini, yang esensial dalam menghadapi dunia kerja yang semakin
kompleks.<o:p></o:p></span></p><ul type="disc">
<li class="MsoNormal" style="background: white; line-height: normal; mso-list: l3 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Menggabungkan Teknologi dalam Pembelajaran<o:p></o:p></span></li>
</ul><p class="MsoNormal" style="background: white; line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Perkembangan teknologi informasi dan
komunikasi telah mengubah cara kita belajar dan bekerja. Kurikulum perlu
berubah agar dapat menggabungkan teknologi ini dalam proses pembelajaran.
Penggunaan perangkat teknologi seperti komputer, perangkat mobile, dan internet
dapat meningkatkan aksesibilitas, meningkatkan kualitas pembelajaran, dan
mempersiapkan siswa untuk hidup di era digital. Dengan mengubah kurikulum, kita
dapat memanfaatkan potensi teknologi untuk menciptakan pengalaman pembelajaran
yang lebih interaktif dan mendalam.<o:p></o:p></span></p><ul type="disc">
<li class="MsoNormal" style="background: white; line-height: normal; mso-list: l4 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Peningkatan Relevansi dengan Dunia Nyata<o:p></o:p></span></li>
</ul><p class="MsoNormal" style="background: white; line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Kurikulum yang tidak relevan dengan
kebutuhan dunia nyata dapat menghasilkan lulusan yang tidak siap menghadapi
tantangan pekerjaan. Perubahan dalam kurikulum perlu dilakukan untuk memastikan
keterkaitan antara teori dan praktik, serta menciptakan hubungan yang erat
antara sekolah dan dunia luar. Kurikulum yang diperbarui dapat memasukkan
program magang, proyek nyata, dan kerjasama dengan industri untuk memberikan
siswa pengalaman praktis yang bernilai.<o:p></o:p></span></p><ul type="disc">
<li class="MsoNormal" style="background: white; line-height: normal; mso-list: l2 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Meningkatkan Kualitas Pendidikan<o:p></o:p></span></li>
</ul><p class="MsoNormal" style="background: white; line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Kurikulum yang baik dapat meningkatkan
kualitas pendidikan. Dalam kurikulum baru, terdapat beberapa perubahan yang
bertujuan untuk meningkatkan kualitas pendidikan, seperti penambahan materi
yang relevan dengan kebutuhan dunia kerja, pengembangan keterampilan hidup,
pembelajaran yang lebih aktif dan kolaboratif, serta penggunaan teknologi dalam
pembelajaran.<o:p></o:p></span></p><ul type="disc">
<li class="MsoNormal" style="background: white; line-height: normal; mso-list: l6 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Meningkatkan Keterlibatan Siswa dalam Pembelajaran<o:p></o:p></span></li>
</ul><p class="MsoNormal" style="background: white; line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Kurikulum yang baru juga bertujuan
untuk meningkatkan keterlibatan siswa dalam pembelajaran. Dalam kurikulum baru,
siswa diajak untuk aktif dalam pembelajaran, sehingga mereka dapat lebih
memahami materi yang dipelajari dan dapat mengembangkan keterampilan sosial
mereka.<o:p></o:p></span></p><ul type="disc">
<li class="MsoNormal" style="background: white; line-height: normal; mso-list: l5 level1 lfo6; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Memperbaiki Evaluasi Pembelajaran<o:p></o:p></span></li>
</ul><p class="MsoNormal" style="background: white; line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Evaluasi pembelajaran juga menjadi
salah satu alasan mengapa kurikulum perlu berubah. Kurikulum yang lama sering
kali menggunakan sistem evaluasi yang hanya mengukur kemampuan akademis siswa,
sedangkan pada kurikulum yang baru, evaluasi pembelajaran juga mengukur
keterampilan sosial dan keterampilan hidup siswa.<o:p></o:p></span></p><p class="MsoNormal" style="background: white; line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Perubahan dalam kurikulum merupakan
langkah penting dalam memastikan bahwa pendidikan relevan dengan perkembangan
sosial, ekonomi, dan teknologi. Kurikulum yang kaku dan tidak berubah tidak
dapat memenuhi kebutuhan siswa dan masyarakat pada zaman yang terus berubah
ini. Dengan mengubah kurikulum, pendidikan dapat menjadi lebih responsif, fokus
pada pengembangan keterampilan 21 abad, menggabungkan teknologi dalam
pembelajaran, dan meningkatkan relevansi dengan dunia nyata. Ini akan membantu
siswa siap menghadapi tantangan masa depan dan berhasil dalam kehidupan pribadi
dan profesional mereka.</span></p></div>TINTA PENDIDIKANhttp://www.blogger.com/profile/14236128808593931493noreply@blogger.com0Kuningan, Kec. Kuningan, Kabupaten Kuningan, Jawa Barat, Indonesia-6.9810102999999986 108.4928912-35.291244136178847 73.3366412 21.329223536178848 143.6491412tag:blogger.com,1999:blog-4428877027665621033.post-23729150629961221002016-10-24T22:01:00.001+07:002016-10-24T22:01:57.065+07:0010 Modul Pelatihan Guru Pembelajar untuk Guru Kelas SD Kelas Awal/Rendah/Bawah<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: 12.0pt; line-height: 150%;">Profesional
merupakan salah satu kompetensi yang harus ada dalam diri guru. Guru mempunyai
peranan dan kedudukan dalam keseluruhan proses pendidikan terutama dalam
pendidikan formal, bahkan keseluruhan pembangunan masyarakat pada umumnya. Aktivitas
proses pembelajaran merupakan inti dari proses pendidikan. Proses pembelajaran
berhasil dan mutu pendidikan dapat meningkat apabila guru mampu memahami dan
menghayati profesinya dan tentunya guru memiliki wawasan pengetahuan dan
keterampilan sehingga membuat proses pembelajaran aktif, guru mampu menciptakan
suasana pembelajaran inovatif, kreatif dam menyenangkan.<o:p></o:p></span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">Ada
beberapa langkah strategis yang harus dilakukan oleh seorang guru dalam upaya
meningkatkan keprofesionalannya, salah satunya dengan program Guru Pembelajar
(GP). Program GP dilaksanakan melalui pola tatap muka, daring atau dalam
jaringan (online), dan campuran (blended) tatap muka dan online.<o:p></o:p></span></div>
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<a href="https://2.bp.blogspot.com/-T2OiGlHjsY4/WA4Qm8FsPPI/AAAAAAAAANQ/GOIG6_8fXWUAq_df7kAbXrqomyUlQeZ4ACLcB/s1600/UKG.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="203" src="https://2.bp.blogspot.com/-T2OiGlHjsY4/WA4Qm8FsPPI/AAAAAAAAANQ/GOIG6_8fXWUAq_df7kAbXrqomyUlQeZ4ACLcB/s640/UKG.jpg" width="640" /></a></div>
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<span style="color: #444444; font-size: 12.0pt; line-height: 150%;">Sepuluh Modul Pembelajar Guru Kelas SD
Kelas Awal yang disediakan oleh Dirjen Guru dan Tenaga Kependidikan (GTK)
Kemendikbud 2016 tersebut tersusun dalam file PDF dan tersimpan di Google Drive
sehingga Anda bisa mengunduhnya dengan mudah.<br />
<br />
Adapun daftar link download modul
pembelajar untuk guru kelas awal (kelas 1, 2, dan 3) Kelompok Kompetensi KK-A sampai KK-J ada di bawah ini :</span></div>
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<span style="color: #444444; font-size: 12.0pt; line-height: 150%;">1. Modul KK-A (</span><a href="https://drive.google.com/open?id=0B1BIi-u_eDpnUEoxSzlWb3pkQlE" style="text-align: left;">https://drive.google.com/open?id=0B1BIi-u_eDpnUEoxSzlWb3pkQlE</a>)</div>
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<a href="https://3.bp.blogspot.com/-PNmBiiN4VYA/WA4UuNI3ggI/AAAAAAAAANY/kCBfBM7geHwr9SjNLYqaI64VkMgJmonPACLcB/s1600/UKG%2B1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://3.bp.blogspot.com/-PNmBiiN4VYA/WA4UuNI3ggI/AAAAAAAAANY/kCBfBM7geHwr9SjNLYqaI64VkMgJmonPACLcB/s320/UKG%2B1.jpg" width="297" /></a></div>
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<b><span style="color: #444444; font-size: 12.0pt;">Isi Modul Guru
Pembelajar Guru SD Kelas Awal Kelompok Kompetensi</span></b></div>
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<ul style="text-align: left;">
<li>Profesional: Penguasaan dan Keterampilan
Berbahasa Indonesia</li>
<li>Pedagogik: Karakteristik dan Pengembangan Potensi
Peserta Didik di Sekolah Dasar (SD)</li>
</ul>
<br />
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2. Modul KK-B (<a href="https://drive.google.com/open?id=0B1BIi-u_eDpnT2hQZTdwV2lhSHM" style="text-align: left;">https://drive.google.com/open?id=0B1BIi-u_eDpnT2hQZTdwV2lhSHM</a>)</div>
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<b><span style="color: #444444; font-size: 12.0pt;">Isi Modul Guru Pembelajar Guru SD Kelas Awal Kelompok
Kompetensi B</span></b><span style="color: #444444; font-size: 12.0pt;"><o:p></o:p></span></div>
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</span></div>
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<li class="MsoNormal" style="background: white; color: #444444; line-height: 17.75pt; text-align: left;"><span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pedagogik: Teori Belajar dan Prinsip Pembelajaran</span></li>
</ul>
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<span style="color: #444444;">3. Modul KK-C (</span><a href="https://drive.google.com/open?id=0B1BIi-u_eDpnbzBZUkVQcGdxaGc">https://drive.google.com/open?id=0B1BIi-u_eDpnbzBZUkVQcGdxaGc</a>)</div>
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<b><span style="color: #444444; font-size: 12.0pt;">Isi Modul Guru Pembelajar Guru SD Kelas Awal Kelompok
Kompetensi C</span></b><span style="color: #444444; font-size: 12.0pt;"><o:p></o:p></span></div>
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<span style="color: #444444;">4. Modul KK-D (</span><a href="https://drive.google.com/open?id=0B1BIi-u_eDpnWHI3Zldqa2xKX3c">https://drive.google.com/open?id=0B1BIi-u_eDpnWHI3Zldqa2xKX3c</a>)</div>
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<b><span style="color: #444444; font-size: 12.0pt;">Isi Modul Guru Pembelajar Guru SD Kelas Awal Kelompok
Kompetensi D</span></b><span style="color: #444444; font-size: 12.0pt;"><o:p></o:p></span></div>
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<span style="color: #444444;">5. Modul KK-E (</span><a href="https://drive.google.com/open?id=0B1BIi-u_eDpnQlZDN3BEQWNYdXc">https://drive.google.com/open?id=0B1BIi-u_eDpnQlZDN3BEQWNYdXc</a>)</div>
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<b><span style="color: #444444; font-size: 12.0pt;">Isi Modul Guru Pembelajar Guru SD Kelas Awal Kelompok
Kompetensi E</span></b><span style="color: #444444; font-size: 12.0pt;"><o:p></o:p></span></div>
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<span style="color: #444444;">6. Modul KK-F (</span><a href="https://drive.google.com/open?id=0B1BIi-u_eDpnNExKalY2Y0ZXOHM">https://drive.google.com/open?id=0B1BIi-u_eDpnNExKalY2Y0ZXOHM</a>)</div>
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<b><span style="color: #444444; font-size: 12.0pt;">Isi Modul Guru Pembelajar Guru SD Kelas Awal Kelompok
Kompetensi F</span></b><span style="color: #444444; font-size: 12.0pt;"><o:p></o:p></span></div>
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<span style="color: #444444;">7. Modul KK-G (</span><a href="https://drive.google.com/open?id=0B1BIi-u_eDpnM3B0NExQNEtaM28">https://drive.google.com/open?id=0B1BIi-u_eDpnM3B0NExQNEtaM28</a>)</div>
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<b><span style="color: #444444; font-size: 12.0pt;">Isi Modul Guru Pembelajar Guru SD Kelas Awal Kelompok
Kompetensi G</span></b><span style="color: #444444; font-size: 12.0pt;"><o:p></o:p></span></div>
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<span style="color: #444444;">8. Modul KK-H (</span><a href="https://drive.google.com/open?id=0B1BIi-u_eDpnNU5aQzBxdGdFRE0">https://drive.google.com/open?id=0B1BIi-u_eDpnNU5aQzBxdGdFRE0</a>)</div>
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<b><span style="color: #444444; font-size: 12.0pt;">Isi Modul Guru Pembelajar Guru SD Kelas Awal Kelompok
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<li class="MsoNormal" style="background: white; color: #444444; line-height: 17.75pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Profesional: Pengembangan Materi Ajar di Sekolah<o:p></o:p></span></li>
<li class="MsoNormal" style="background: white; color: #444444; line-height: 17.75pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pedagogik: Pemanfaatan Penilaian Pembelajaran<o:p></o:p></span></li>
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<span style="color: #444444;">9. Modul KK-I (</span><a href="https://drive.google.com/open?id=0B1BIi-u_eDpnbXJqd3lOdklOTkU">https://drive.google.com/open?id=0B1BIi-u_eDpnbXJqd3lOdklOTkU</a>)</div>
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<b><span style="color: #444444; font-size: 12.0pt;">Isi Modul Guru Pembelajar Guru SD Kelas Awal Kelompok
Kompetensi I</span></b><span style="color: #444444; font-size: 12.0pt;"><o:p></o:p></span></div>
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<div>
<span style="color: #444444;">10. Modul KK-J (</span><a href="https://drive.google.com/open?id=0B1BIi-u_eDpnZjZfMnJkQkpXY0E">https://drive.google.com/open?id=0B1BIi-u_eDpnZjZfMnJkQkpXY0E</a>)</div>
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<b><span style="color: #444444; font-size: 12.0pt;">Isi Modul Guru Pembelajar Guru SD Kelas Awal Kelompok
Kompetensi J</span></b><span style="color: #444444; font-size: 12.0pt;"><o:p></o:p></span></div>
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Penelitian Tindakan Kelas (PTK)<o:p></o:p></span></li>
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<span style="color: #444444;">Itulah 10 Modul Pelatihan Guru Pembelajar untuk Guru Kelas SD Kelas Awal/Rendah/bawah. Semoga bermanfaat</span></div>
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TINTA PENDIDIKANhttp://www.blogger.com/profile/14236128808593931493noreply@blogger.com0Kuningan, Kuningan Sub-District, Kuningan Regency, West Java, Indonesia-6.9810102999999986 108.49289120000003-7.0440542999999982 108.41221020000003 -6.9179662999999989 108.57357220000003tag:blogger.com,1999:blog-4428877027665621033.post-2156267551273365052016-10-24T18:40:00.001+07:002016-10-24T18:40:57.475+07:00Teks dengan Efek Kaca Transparan di Photoshop<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Assalamu’alaikum</span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Selamat
datang di Blog Saya Sahabat Bloger, pada kali ini Saya akan berbagi ilmu
tentang </span>tutorial PhotoShop<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">, Saya akan <span style="mso-bidi-font-weight: bold;">menggunakan beberapa layer style untuk membuat kreasi tulisan</span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"> yang terlihat
transparan</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">. Untuk dapat lebih memudahkan dan
paham dalam mengikuti atau mencoba tutorial ini, silakan download file PSD pada
link yang terletak di bagian paling bawah tutorial ini.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Step 1</span></b><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"></span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Untuk langkah pertama
tentunya buka aplikasi Adobe PhotoShop, kali ini Saya pake <b style="mso-bidi-font-weight: normal;">Adobe PhotoShop CS5</b>. Selanjutnya pilih </span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">background yang tepat untuk teks dan
nampak kelihatan bagu</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">s jika dibalik kaca. Kali
ini Saya pake gambar daun hijau, jangan susah-susah nyari tinggal browsing di google
juga banyak. :D</span></div>
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<w:LsdException Locked="false" Priority="60" SemiHidden="false"
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<w:LsdException Locked="false" Priority="61" SemiHidden="false"
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<w:LsdException Locked="false" Priority="62" SemiHidden="false"
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<w:LsdException Locked="false" Priority="63" SemiHidden="false"
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<w:LsdException Locked="false" Priority="64" SemiHidden="false"
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<w:LsdException Locked="false" Priority="65" SemiHidden="false"
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<w:LsdException Locked="false" Priority="66" SemiHidden="false"
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<w:LsdException Locked="false" Priority="70" SemiHidden="false"
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<w:LsdException Locked="false" Priority="72" SemiHidden="false"
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<w:LsdException Locked="false" Priority="73" SemiHidden="false"
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<w:LsdException Locked="false" Priority="60" SemiHidden="false"
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<w:LsdException Locked="false" Priority="61" SemiHidden="false"
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<w:LsdException Locked="false" Priority="62" SemiHidden="false"
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<w:LsdException Locked="false" Priority="64" SemiHidden="false"
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<w:LsdException Locked="false" Priority="65" SemiHidden="false"
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<w:LsdException Locked="false" Priority="60" SemiHidden="false"
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<w:LsdException Locked="false" Priority="63" SemiHidden="false"
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<w:LsdException Locked="false" Priority="64" SemiHidden="false"
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<w:LsdException Locked="false" Priority="60" SemiHidden="false"
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<w:LsdException Locked="false" Priority="61" SemiHidden="false"
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<w:LsdException Locked="false" Priority="64" SemiHidden="false"
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<w:LsdException Locked="false" Priority="71" SemiHidden="false"
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UnhideWhenUsed="false" Name="Light List Accent 6"/>
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UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
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UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
</style>
<![endif]-->
</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Step
2<span style="mso-no-proof: yes;"></span></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Kemudian
dalam langkah ke 2 buat text kata apa saja pada background yang telah dipilih
tadi dengan menggunakan <b style="mso-bidi-font-weight: normal;">Horizontal Type Tool</b>,
</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">dalam
penggunaan jenis font bebas terserah apa saja sesuka kamu. Kali ini Saya pake
jenis font <b style="mso-bidi-font-weight: normal;">SF Beaverton</b>, seperti
yang terlihat pada gambar di bawah ini.</span></div>
<a href="https://www.blogger.com/blogger.g?blogID=4428877027665621033" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" height="179" 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<w:LsdException Locked="false" Priority="29" SemiHidden="false"
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<w:LsdException Locked="false" Priority="68" SemiHidden="false"
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<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
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<w:LsdException Locked="false" Priority="71" SemiHidden="false"
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<w:LsdException Locked="false" Priority="72" SemiHidden="false"
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<w:LsdException Locked="false" Priority="73" SemiHidden="false"
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<w:LsdException Locked="false" Priority="60" SemiHidden="false"
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<w:LsdException Locked="false" Priority="61" SemiHidden="false"
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<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
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<w:LsdException Locked="false" Priority="64" SemiHidden="false"
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<w:LsdException Locked="false" Priority="65" SemiHidden="false"
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<w:LsdException Locked="false" Priority="73" SemiHidden="false"
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<w:LsdException Locked="false" Priority="60" SemiHidden="false"
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<w:LsdException Locked="false" Priority="61" SemiHidden="false"
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<w:LsdException Locked="false" Priority="70" SemiHidden="false"
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<w:LsdException Locked="false" Priority="71" SemiHidden="false"
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<w:LsdException Locked="false" Priority="60" SemiHidden="false"
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<w:LsdException Locked="false" Priority="61" SemiHidden="false"
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<w:LsdException Locked="false" Priority="61" SemiHidden="false"
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<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
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<w:LsdException Locked="false" Priority="64" SemiHidden="false"
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<w:LsdException Locked="false" Priority="68" SemiHidden="false"
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<w:LsdException Locked="false" Priority="71" SemiHidden="false"
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UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
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UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
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UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
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UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
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UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
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UnhideWhenUsed="false" Name="Dark List Accent 6"/>
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UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
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UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
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<![endif]-->
</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Step
3</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Dalam langkah ke 3 ini Saya
mulai menggunakan tool <b style="mso-bidi-font-weight: normal;">Layer Style</b>.
Kilk pada menu bar <b style="mso-bidi-font-weight: normal;">Layer</b> – <b style="mso-bidi-font-weight: normal;">Layer Style</b> – <b style="mso-bidi-font-weight: normal;">Blending Option</b>, dan akan mencul seperti pada gambar di bawah ini.
Kemudian ubah nilai </span><b><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Fill
Opacity</span></b><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> menjadi <b>0%</b><span style="mso-bidi-font-weight: bold;"> terus klik OK</span>, dan kamu jangan kaget
kalau textnya menghilang, itu tidak akan merubah langkah selanjutnya.</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">
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table.MsoNormalTable
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mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
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mso-para-margin-left:0in;
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mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
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</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Step
4</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Selanjutnya Sahabat PhotoShop ikuti kembali langkah ke 3 di
atas namun untuk kali ini kita menggunakan <b>Drop Shadow</b><span style="mso-bidi-font-weight: bold;"> dengan mengklik</span> </span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Layer</span></b><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">
– <b style="mso-bidi-font-weight: normal;">Layer Style</b> –<b style="mso-bidi-font-weight: normal;"> Drove Shadow</b> </span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">ubah
pengaturannya seperti berikut, kemudian klik OK.</span><br />
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<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
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<w:LsdException Locked="false" Priority="70" SemiHidden="false"
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<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
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<w:LsdException Locked="false" Priority="64" SemiHidden="false"
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<w:LsdException Locked="false" Priority="70" SemiHidden="false"
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<w:LsdException Locked="false" Priority="73" SemiHidden="false"
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<w:LsdException Locked="false" Priority="60" SemiHidden="false"
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<w:LsdException Locked="false" Priority="65" SemiHidden="false"
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<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
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<w:LsdException Locked="false" Priority="72" SemiHidden="false"
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<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
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UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
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UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
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</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
</style>
<![endif]-->
<br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Step
5</span></b></div>
<div class="MsoNormal">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Selanjutnya
Sahabat PhotoShop ikuti kembali langkah ke 4 di atas namun untuk kali ini kita
menggunakan <b>Inner Shadow</b><span style="mso-bidi-font-weight: bold;"> dengan
mengklik</span> </span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Layer</span></b><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">
– <b style="mso-bidi-font-weight: normal;">Layer Style</b> –<b style="mso-bidi-font-weight: normal;"> </b></span><b><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Inner
Shadow</span></b><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">ubah pengaturannya seperti berikut,
kemudian klik OK.</span></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<img alt="" height="360" 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" 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TINTA PENDIDIKANhttp://www.blogger.com/profile/14236128808593931493noreply@blogger.com0tag:blogger.com,1999:blog-4428877027665621033.post-28579435404066828692016-10-24T15:09:00.004+07:002016-10-24T20:02:42.187+07:00Cara Mengetahui Siswa Penerima KIP melalui Website Dapodikdasmen<div dir="ltr" style="text-align: left;" trbidi="on">
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Untuk kali ini Saya akan bahas mengenai Cara
Mengetahui Siswa Penerima KIP melalui Website Dapodikdasmen. Kartu Indonesia
Pintar atau sering kita sebut KIP sudah sangat merepotkan kita untuk harus
menginputkan nomor KIP tersebut ke Aplikasi Dapodik, tapi ternyata Admin
Dapodik sangatlah mengerti pekerjaan kita sebagai Operator Sekolah yang
nasibnya belum begitu jelas, tapi tidak menjadi kendala bagi kita untuk
melakukan pekerjaan pendataan Sekolah yang menurut saya sangatlah mulia, baik
kembali ke topik, ternyata kita tidak perlu repot-repot memasukan nomor KIP ke
Aplikasi Dapodik, nomor KIP akan otomatis masuk ke Aplikasi Dapodik setelah
kita melakukan Synkron Aplikasi Dapodik.<span style="font-family: "times new roman" , serif;"> </span><span style="text-align: left;">Mari kita simak bersama dan ikuti langkah-langkah
berikut :</span><br />
<span style="text-align: left;"><br /></span></div>
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<o:p></o:p></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">1. Buka web
resmi <span style="color: blue;"><a href="http://dapo.dikdasmen.kemdikbud.go.id/">http://dapo.dikdasmen.kemdikbud.go.id/</a></span><o:p></o:p></span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">2. Klik <b>Login</b> disebelah kanan atas
dan pilih login <b>Operator Sekolah</b>,<o:p></o:p></span></div>
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<a href="https://2.bp.blogspot.com/-8yld0hZ5LnE/WA2_-KQi3-I/AAAAAAAAAMk/vCvOxWG7lT0yOULxFmbg7VB2pxxsJTL-ACLcB/s1600/KIP1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="356" src="https://2.bp.blogspot.com/-8yld0hZ5LnE/WA2_-KQi3-I/AAAAAAAAAMk/vCvOxWG7lT0yOULxFmbg7VB2pxxsJTL-ACLcB/s640/KIP1.jpg" width="640" /></a></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">3. Masukan <b>User</b> dan <b>Pasword</b> sesuai
dengan login pada saat membuka Aplikasi Dapodik atau bisa</span><br />
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> dengan menggunakan <b>Kode Registrasi Sekolah</b>. Saya sendiri lebih simpel pakai Kode Registrasi</span><br />
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> Sekolah.<o:p></o:p></span></div>
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<a href="https://1.bp.blogspot.com/-taNd0Q5TbQ8/WA3AS7Hp2FI/AAAAAAAAAMo/tKFYUFa9pxAUXnDzAtiANgvymbK6ry9fACLcB/s1600/KIP%2B2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="530" src="https://1.bp.blogspot.com/-taNd0Q5TbQ8/WA3AS7Hp2FI/AAAAAAAAAMo/tKFYUFa9pxAUXnDzAtiANgvymbK6ry9fACLcB/s640/KIP%2B2.jpg" width="640" /></a></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">4. Klik tanda panah sebelah kanan untuk melakukan<b> login
Sebagai Operator Sekolah.</b></span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">5. Klik <b>Profile</b> sekolah untuk
melakukan Download data sekolah kita, <i>lihat gambar berikut :</i><o:p></o:p></span><br />
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><i><br /></i></span></div>
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<a href="https://3.bp.blogspot.com/-ezLD94Rcvm4/WA3Az2WaFII/AAAAAAAAAMs/A0BVED_Wufg3eAC_OfaaANcLgrtx6OYEwCLcB/s1600/KIP%2B3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="534" src="https://3.bp.blogspot.com/-ezLD94Rcvm4/WA3Az2WaFII/AAAAAAAAAMs/A0BVED_Wufg3eAC_OfaaANcLgrtx6OYEwCLcB/s640/KIP%2B3.jpg" width="640" /></a></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">6. Buka hasil download Profile sekolah, format xls
(exel)<o:p></o:p></span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">7. Buka pada <b>sheet data Peserta Didik</b> dan
lihat pada kolom terima KPS apakah daftar siswa<o:p></o:p></span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> tersebut
"<b>Terima</b>" atau "<b>Tidak</b>" jika terima maka Nomor
KIP ada pada kolom<o:p></o:p></span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> sebelahnya.<b>lihat
gambar berikut.</b><o:p></o:p></span></div>
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<a href="https://2.bp.blogspot.com/-cydRUi6y-14/WA3BYOmgbRI/AAAAAAAAAMw/-YGsGzVCnAcDzYDxR8vTyOhu8Jyym8aUwCLcB/s1600/KIP%2B4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="401" src="https://2.bp.blogspot.com/-cydRUi6y-14/WA3BYOmgbRI/AAAAAAAAAMw/-YGsGzVCnAcDzYDxR8vTyOhu8Jyym8aUwCLcB/s640/KIP%2B4.jpg" width="640" /></a></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Nah itulah Cara Mengetahui Siswa Penerima KIP
melalui login Operator Sekolah semoga bermanfaat, jangan lupa segera lakukan
syinkron agar data KIP masuk ke Aplikasi Dapodik kita, share again ya jika bermanfaat.<o:p></o:p></span></div>
</div>
TINTA PENDIDIKANhttp://www.blogger.com/profile/14236128808593931493noreply@blogger.com0tag:blogger.com,1999:blog-4428877027665621033.post-38887971290365379782016-10-24T15:09:00.001+07:002016-10-24T18:44:58.407+07:00Cara Mengetahui Siswa Penerima KIP melalui Website Dapodikdasmen<div dir="ltr" style="text-align: left;" trbidi="on">
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Untuk kali ini Saya akan bahas mengenai Cara
Mengetahui Siswa Penerima KIP melalui Website Dapodikdasmen. Kartu Indonesia
Pintar atau sering kita sebut KIP sudah sangat merepotkan kita untuk harus
menginputkan nomor KIP tersebut ke Aplikasi Dapodik, tapi ternyata Admin
Dapodik sangatlah mengerti pekerjaan kita sebagai Operator Sekolah yang
nasibnya belum begitu jelas, tapi tidak menjadi kendala bagi kita untuk
melakukan pekerjaan pendataan Sekolah yang menurut saya sangatlah mulia, baik
kembali ke topik, ternyata kita tidak perlu repot-repot memasukan nomor KIP ke
Aplikasi Dapodik, nomor KIP akan otomatis masuk ke Aplikasi Dapodik setelah
kita melakukan Synkron Aplikasi Dapodik.<span style="font-family: "times new roman" , serif;"> </span><span style="text-align: left;">Mari kita simak bersama dan ikuti langkah-langkah
berikut :</span><br />
<span style="text-align: left;"><br /></span></div>
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<o:p></o:p></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">1. Buka web
resmi <span style="color: blue;"><a href="http://dapo.dikdasmen.kemdikbud.go.id/">http://dapo.dikdasmen.kemdikbud.go.id/</a></span><o:p></o:p></span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">2. Klik <b>Login</b> disebelah kanan atas
dan pilih login <b>Operator Sekolah</b>,<o:p></o:p></span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><br /></span></div>
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<a href="https://2.bp.blogspot.com/-8yld0hZ5LnE/WA2_-KQi3-I/AAAAAAAAAMk/vCvOxWG7lT0yOULxFmbg7VB2pxxsJTL-ACLcB/s1600/KIP1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="356" src="https://2.bp.blogspot.com/-8yld0hZ5LnE/WA2_-KQi3-I/AAAAAAAAAMk/vCvOxWG7lT0yOULxFmbg7VB2pxxsJTL-ACLcB/s640/KIP1.jpg" width="640" /></a></div>
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<br /></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">3. Masukan <b>User</b> dan <b>Pasword</b> sesuai
dengan login pada saat membuka Aplikasi Dapodik atau bisa</span><br />
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> dengan menggunakan <b>Kode Registrasi Sekolah</b>. Saya sendiri lebih simpel pakai Kode Registrasi</span><br />
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> Sekolah.<o:p></o:p></span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><br /></span></div>
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<a href="https://1.bp.blogspot.com/-taNd0Q5TbQ8/WA3AS7Hp2FI/AAAAAAAAAMo/tKFYUFa9pxAUXnDzAtiANgvymbK6ry9fACLcB/s1600/KIP%2B2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="530" src="https://1.bp.blogspot.com/-taNd0Q5TbQ8/WA3AS7Hp2FI/AAAAAAAAAMo/tKFYUFa9pxAUXnDzAtiANgvymbK6ry9fACLcB/s640/KIP%2B2.jpg" width="640" /></a></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><br /></span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">4. Klik tanda panah sebelah kanan untuk melakukan<b> login
Sebagai Operator Sekolah.</b></span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">5. Klik <b>Profile</b> sekolah untuk
melakukan Download data sekolah kita, <i>lihat gambar berikut :</i><o:p></o:p></span><br />
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><i><br /></i></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-ezLD94Rcvm4/WA3Az2WaFII/AAAAAAAAAMs/A0BVED_Wufg3eAC_OfaaANcLgrtx6OYEwCLcB/s1600/KIP%2B3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="534" src="https://3.bp.blogspot.com/-ezLD94Rcvm4/WA3Az2WaFII/AAAAAAAAAMs/A0BVED_Wufg3eAC_OfaaANcLgrtx6OYEwCLcB/s640/KIP%2B3.jpg" width="640" /></a></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">6. Buka hasil download Profile sekolah, format xls
(exel)<o:p></o:p></span></div>
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</span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">7. Buka pada <b>sheet data Peserta Didik</b> dan
lihat pada kolom terima KPS apakah daftar siswa<o:p></o:p></span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> tersebut
"<b>Terima</b>" atau "<b>Tidak</b>" jika terima maka Nomor
KIP ada pada kolom<o:p></o:p></span></div>
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</div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> sebelahnya.<b>lihat
gambar berikut.</b><o:p></o:p></span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><b><br /></b></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-cydRUi6y-14/WA3BYOmgbRI/AAAAAAAAAMw/-YGsGzVCnAcDzYDxR8vTyOhu8Jyym8aUwCLcB/s1600/KIP%2B4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="401" src="https://2.bp.blogspot.com/-cydRUi6y-14/WA3BYOmgbRI/AAAAAAAAAMw/-YGsGzVCnAcDzYDxR8vTyOhu8Jyym8aUwCLcB/s640/KIP%2B4.jpg" width="640" /></a></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Nah itulah Cara Mengetahui Siswa Penerima KIP
melalui login Operator Sekolah semoga bermanfaat, jangan lupa segera lakukan
syink agar data KIP masuk ke Aplikasi Dapodik kita, share again ya jika bermanfaat.<o:p></o:p></span></div>
</div>
TINTA PENDIDIKANhttp://www.blogger.com/profile/14236128808593931493noreply@blogger.com0tag:blogger.com,1999:blog-4428877027665621033.post-22415176089368983202016-09-21T21:44:00.000+07:002016-10-24T18:44:41.229+07:00Cara Registrasi Nomor Ujian Kompetensi Guru (UKG) 2015<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="background: white; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 115%;">Assalamu’alaikum.<o:p></o:p></span></div>
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<span style="background: white; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></div>
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<span style="background: white; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 115%;">Sedikit menginformasikan mengenai Cara registrasi Nomor UKG 2015.</span></div>
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<span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 12.0pt;">Dari hasil UKG tahun 2015 yang lalu,
para guru atau tenaga kependidikan bisa mengetahui kemampuannya dengan melihat
nilai UKG tersebut. Guru yang mendapatkan nilai kecil akan mengikuti pelatihan
secara langsung atau tatap muka, guru yang nilainya sedang atau sesuai standar
akan mengikuti pelatihan secara online dan tatap muka, sementara untuk guru
yang memiliki nilai di atas rata-rata akan mengikuti pelatihan secara online
atau daring. <o:p></o:p></span></div>
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<br /></div>
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<span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 12.0pt;">Untuk mengetahui tindak lanjut setelah
UKG (Uji Kompetensi Guru) diharapkan mengikuti beberapa tahapan sebagai Guru
Pembelajar di antaranya dengan mendaftar akun Guru Pembelajar. Berikut ini Cara
registrasi dan login akun GURU PEMBELAJAR secara mandiri : <o:p></o:p></span></div>
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<br /></div>
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<span style="background: white; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 115%;">Siapkan Kartu UKG 2015, disana tertera
Nomor UKG (Uji Kompetensi Guru).<o:p></o:p></span></div>
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<span style="background: white; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></div>
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<span style="background: white; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 115%;">Catat Tanggal Bulan Tahun lahir Anda.<o:p></o:p></span></div>
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<span style="background: white; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 115%;">Kemudian buka link berikut : </span><a href="https://sim.gurupembelajar.id/"><span style="background: white; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 115%;">https://sim.<b>gurupembelajar</b>.id/</span></a><span style="background: white; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 115%;"><o:p></o:p></span></div>
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</div>
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<span style="background: white; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></div>
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<span style="background: white; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 115%;">Dan akan muncul tampilan seperti di
bawah ini.<o:p></o:p></span></div>
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<span style="background: white; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-U8SPREEpomQ/V-Kau8HV7xI/AAAAAAAAAME/fKAeV24Iar0BzajGvAqpE80IV_CG0IJTgCLcB/s1600/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="286" src="https://2.bp.blogspot.com/-U8SPREEpomQ/V-Kau8HV7xI/AAAAAAAAAME/fKAeV24Iar0BzajGvAqpE80IV_CG0IJTgCLcB/s400/1.jpg" width="400" /></a></div>
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<span style="background: white; color: #222222; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 115%;">Setelah itu klik </span><b><span style="background: white; color: red; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 115%;">Registrasi
Akun >></span></b><span style="background: white; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 115%;"> dan muncul tampilan seperti
di bawa ini :<o:p></o:p></span></div>
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</div>
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<span style="background: white; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 115%;">Dan akan muncul tampilan seperti di
bawah ini.<o:p></o:p></span></div>
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<span style="background: white; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-vnfwjfYnqgM/V-KbJ3LGyiI/AAAAAAAAAMI/azVDFFbV6uIZVj0D94CeDSVzFQ0z8RnegCLcB/s1600/2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://2.bp.blogspot.com/-vnfwjfYnqgM/V-KbJ3LGyiI/AAAAAAAAAMI/azVDFFbV6uIZVj0D94CeDSVzFQ0z8RnegCLcB/s320/2.jpg" width="231" /></a></div>
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<span style="background: white; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></div>
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<span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 12.0pt;">Setelah itu isikan Nomor UKG dan tanggal
lahir Anda, jangan lupa centang reCAPTCHA <b>"Saya bukan robot"</b> <o:p></o:p></span></div>
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<span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 12.0pt;"><br /></span></div>
<div class="MsoNormal" style="background: white; line-height: 16.8pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 12.0pt;">Pastikan isian sesuai dengan data,
Kemudian klik <b>register</b><o:p></o:p></span></div>
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<span style="background: white; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 115%;">
</span></div>
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<span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 12.0pt;"><br /></span></div>
<div class="MsoNormal" style="background: white; line-height: 16.8pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 12.0pt;">Dan akan muncul tampilan seperti di
bawah ini dan Klik SETUJU.<o:p></o:p></span></div>
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<span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 12.0pt;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-pOE23JQNEVA/V-Kbmgtz0RI/AAAAAAAAAMM/hSRTkOJHX2MHOsyj2yMAKyCUl7hpMQP9ACLcB/s1600/3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://3.bp.blogspot.com/-pOE23JQNEVA/V-Kbmgtz0RI/AAAAAAAAAMM/hSRTkOJHX2MHOsyj2yMAKyCUl7hpMQP9ACLcB/s320/3.jpg" width="311" /></a></div>
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<span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 12.0pt;"><br /></span></div>
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<span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 12.0pt;">Setelah itu otomatis kita akan
mendownload file dengan format <b>pdf </b>(seperti gambar di bawah), berupa surat rahasia yang berisi
username dan password (bila perlu langsung di save as) <o:p></o:p></span></div>
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</div>
<div class="MsoNormal" style="background: white; line-height: 16.8pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 12.0pt;"><br /></span></div>
<div class="MsoNormal" style="background: white; line-height: 16.8pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 12.0pt;">Ingat dan simpan baik-baik username dan
password tersebut. (Bila perlu diprint). Kalau saya sendiri di print, soalnya tidak bisa di save.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 16.8pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 12.0pt;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-RtTuBVPYCIE/V-Kb8vWOlqI/AAAAAAAAAMQ/CG6wihdKCogJ25DeuEQz3cavYfmMoGv5ACLcB/s1600/4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="356" src="https://2.bp.blogspot.com/-RtTuBVPYCIE/V-Kb8vWOlqI/AAAAAAAAAMQ/CG6wihdKCogJ25DeuEQz3cavYfmMoGv5ACLcB/s640/4.jpg" width="640" /></a></div>
<div class="MsoNormal" style="background: white; line-height: 16.8pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 12.0pt;"><br /></span></div>
<div class="MsoNormal" style="background: white; line-height: 16.8pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 12.0pt;">Kemudian klik tulisan<span class="apple-converted-space"> </span><i>"kembali ke login"<span class="apple-converted-space"> </span></i>pada sudut kiri bagian
bawah atau masuk dengan klik </span><a href="http://paspor.gurupembelajar.id/"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt;">http://paspor.gurupembelajar.id</span></a><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 12.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 16.8pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 12.0pt;"><br /></span></div>
<div class="MsoNormal" style="background: white; line-height: 16.8pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 12.0pt;">Masukkan username dan
password tadi, setelah itu bapak/ibu dapat materi modul yang sudah lulus atau belum
lulus pada UKG 2015 lalu.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 16.8pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #222222; font-family: "arial" , sans-serif; font-size: 12pt;"><br /></span></div>
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<span style="color: #222222; font-family: "arial" , sans-serif; font-size: 12pt;">Sekian
dan terimakasih, semoga bermanfaat bagi Anda.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 16.8pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
</div>
<div class="MsoNormal" style="background: white; line-height: 16.8pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: #222222; font-family: "arial" , sans-serif; font-size: 12pt;"><br /></span></div>
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<span style="color: #222222; font-family: "arial" , sans-serif; font-size: 12pt;">Catatan
: Jika registrasi tidak berhasil, hubungi Admin Guru Pembelajar yang ada di
Dinas Pendidikan Kab/Kota setempat atau Admin P4TK atau Ketua MGMP/KKG/GUGUSTK
di wilayah kerja masing-masing, untuk meminta CETAK AKUN Guru Pembelajar
alternatif lainnya.<o:p></o:p></span></div>
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TINTA PENDIDIKANhttp://www.blogger.com/profile/14236128808593931493noreply@blogger.com0Kuningan, Kuningan Sub-District, Kuningan Regency, West Java, Indonesia-6.9810102999999986 108.49289120000003-7.0440542999999982 108.41221020000003 -6.9179662999999989 108.57357220000003tag:blogger.com,1999:blog-4428877027665621033.post-42588800323776550752014-03-14T22:39:00.002+07:002015-03-06T23:47:32.945+07:00Membuat Label Berputar Di Blog<div dir="ltr" style="text-align: left;" trbidi="on">
Tabel berputar (tag Cloud)
biasanya ditempatkan pada sidebar blog, untuk mengelompokan postingan menurut
kategori, tag ini dapat berputar ketika poiner mouse bergerak masuk ke
dalam label.<br />
<div style="line-height: 150%; text-align: justify;">
<span style="font-family: ""serif"","serif";">Caranya
mudah, langsung aja masuk ke Blogger >> Rancangan >> Edit HTML
(centang expand template widget) cari kode di bawah ini :</span></div>
<div style="text-align: justify;">
<span style="color: #e36c0a; font-family: ""serif"","serif"; mso-themecolor: accent6; mso-themeshade: 191;"><b:section
class=’sidebar’ id=’sidebar’ preferred=’yes’></span><span style="color: #e36c0a; mso-themecolor: accent6; mso-themeshade: 191;"></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: ""serif"","serif";">Kalo
ga ada, biasanya yang pake blogger designer cari code di bawah ini :</span></div>
<div style="text-align: justify;">
<span style="color: #e36c0a; font-family: ""serif"","serif"; font-size: 11.0pt; mso-themecolor: accent6; mso-themeshade: 191;"><b:section-contents
id=’sidebar-right-1’></span><span style="color: #e36c0a; mso-themecolor: accent6; mso-themeshade: 191;"></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: ""serif"","serif";">Lalu
masukkan kode berikut di bawahnya</span></div>
<div style="text-align: justify;">
<span style="color: #e36c0a; font-family: ""serif"","serif"; font-size: 10.0pt; mso-themecolor: accent6; mso-themeshade: 191;"><b:widget id='Label99'
locked='false' title='Labels' type='Label'> <b:includable id='main'>
<b:if cond='data:title'> <h2><data:title/></h2>
</b:if> <div class='widget-content'> <script src='http://sites.google.com/site/bloggerustemplatus/code/swfobject.js'
type='text/javascript'/> <div id='flashcontent'>Blogumulus by <a
href='http://www.roytanck.com/'>Roy Tanck</a> and <a
href='http://www.bloggerbuster.com'>Amanda Fazani</a></div>
<script type='text/javascript'> var so = new SWFObject("http://sites.google.com/site/bloggerustemplatus/code/tagcloud.swf",
"tagcloud", "240", "300", "7",
"#ffffff"); // uncomment next line to enable transparency
//so.addParam("wmode", "transparent");
so.addVariable("tcolor", "0x333333"); so.addVariable("mode",
"tags"); so.addVariable("distr", "true");
so.addVariable("tspeed", "100");
so.addVariable("tagcloud", "<tags><b:loop
values='data:labels' var='label'><a expr:href='data:label.url'
style='12'><data:label.name/></a></b:loop></tags>");
so.addParam("allowScriptAccess", "always");
so.write("flashcontent"); </script> <b:include
name='quickedit'/> </div> </b:includable> </b:widget></span><span style="color: #e36c0a; mso-themecolor: accent6; mso-themeshade: 191;"></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: ""serif"","serif";">Simpan
template</span></div>
<div style="text-align: justify;">
<b><i><span style="color: #e36c0a; font-family: ""serif"","serif"; mso-themecolor: accent6; mso-themeshade: 191;">Catatan :</span></i></b><span style="color: #e36c0a; mso-themecolor: accent6; mso-themeshade: 191;"></span></div>
<div style="line-height: 150%; margin-left: 14.2pt; text-align: justify; text-indent: -14.2pt;">
<span style="color: #e36c0a; mso-themecolor: accent6; mso-themeshade: 191;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b><i><span style="color: #e36c0a; font-family: ""serif"","serif"; mso-themecolor: accent6; mso-themeshade: 191;">Kalau sebelumnya memasang tag text hapus salah satu jika
ada dua, dan jika ada satu ubah tag ke bentuk cloud</span></i></b><span style="color: #e36c0a; mso-themecolor: accent6; mso-themeshade: 191;">.</span></div>
<div style="line-height: 150%; margin-left: 14.2pt; text-align: justify; text-indent: -14.2pt;">
<span style="color: #e36c0a; mso-themecolor: accent6; mso-themeshade: 191;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b><i><span style="color: #e36c0a; font-family: ""serif"","serif"; mso-themecolor: accent6; mso-themeshade: 191;">Silahkan edit warna (#ffffff) dan luasnya
("240", "300") dll</span></i></b><span style="color: #e36c0a; mso-themecolor: accent6; mso-themeshade: 191;">.</span></div>
<div style="text-align: justify;">
<span style="font-family: ""serif"","serif";">Semoga
membantu dan Selamat mencoba !</span></div>
<div style="text-align: justify;">
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<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
</style>
<![endif]--></div>
</div>
TINTA PENDIDIKANhttp://www.blogger.com/profile/14236128808593931493noreply@blogger.com0tag:blogger.com,1999:blog-4428877027665621033.post-35868682304457776112014-03-14T22:37:00.002+07:002014-03-15T10:35:32.522+07:00Cara Membuat Tulisan Berjalan Mengikuti Kursor<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-3rftxsPPaV4/UyPJ_QWZHcI/AAAAAAAAAH0/5l8KVOi2jks/s1600/mouse-cursor-1.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-3rftxsPPaV4/UyPJ_QWZHcI/AAAAAAAAAH0/5l8KVOi2jks/s1600/mouse-cursor-1.png" /></a></div>
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<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]-->
<span style="font-family: ""serif"","serif";"> </span><br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><span style="font-family: ""serif"","serif";">Ada
beberapa cara untuk membuat tulisan yang mengikuti cursor, salah satunya adalah
sebagai berikut :</span><br />
<div style="line-height: 150%; text-align: justify;">
<span style="font-family: ""serif"","serif";">Login
ke Blogger </span></div>
<div style="line-height: 150%; text-align: justify;">
<span style="font-family: ""serif"","serif";">Klik
<b>Rancangan</b> (<i> Yang dulunya <b>Tata Letak</b></i> )</span></div>
<div style="line-height: 150%; text-align: justify;">
<span style="font-family: ""serif"","serif";">Klik
tab <b>Edit HTML</b></span></div>
<div style="line-height: 150%; text-align: justify;">
<span style="font-family: ""serif"","serif";">Klik
tulisan <b>Download Template Lengkap</b>.</span></div>
<div style="line-height: 150%; text-align: justify;">
<span style="font-family: ""serif"","serif";">Silahkan
<i>save</i> dulu template tersebut, ini di maksudkan untuk mengurangi resiko
apabila terjadi kesalahan ketika melakukan editting pada template, kita masih
punya back up data untuk mengembalikannya seperti semula.</span></div>
<div style="line-height: 150%; text-align: justify;">
<span style="font-family: ""serif"","serif";">Beri
tanda <i>centang</i> pada kotak di samping tulisan <b>Expand Template Widget</b>,
kemudian cari kode <span style="color: #e36c0a; mso-themecolor: accent6; mso-themeshade: 191;"></head></span></span></div>
<div style="line-height: 150%; text-align: justify;">
<b><span style="font-family: ""serif"","serif";">Tips</span></b><span style="font-family: ""serif"","serif";">
: Untuk mempercepat pencarian sobat bisa gunakan tombol <b>Ctrl</b> + <b>F</b>
atau (<b>F3</b>).<br />
Kalau sudah ketemu, <b>Copy</b> <b>Paste</b> kode berikut dan letakkan
diatasnya</span>.</div>
<span style="font-family: ""serif"","serif";"></span><span style="color: #e36c0a; font-family: ""serif"","serif"; mso-themecolor: accent6; mso-themeshade: 191;"><style type='text/css'><br />
#outerCircleText {<br />
font-style: italic;<br />
font-weight: bold;<br />
font-family: 'comic sans ms', verdana, arial;<br />
color: #</span><span style="color: blue; font-family: ""serif"","serif";">0000ff</span><span style="color: #e36c0a; font-family: ""serif"","serif"; mso-themecolor: accent6; mso-themeshade: 191;">; <br />
position: absolute;top: 0;left: 0;z-index: 3000;cursor: default;}<br />
#outerCircleText div {position: relative;}<br />
#outerCircleText div div {position: absolute;top: 0;left: 0;text-align:
center;}<br />
</style><br />
<br />
<script type='text/javascript'><br />
//<![CDATA[<br />
;(function(){<br />
// Your message here (QUOTED STRING)<br />
var msg = "</span><span style="color: blue; font-family: ""serif"","serif";">Blog
Guru Naruto</span><span style="color: #e36c0a; font-family: ""serif"","serif"; mso-themecolor: accent6; mso-themeshade: 191;">"; <br />
/* THE REST OF THE EDITABLE VALUES BELOW ARE ALL UNQUOTED NUMBERS */<br />
// Set font's style size for calculating dimensions<br />
// Set to number of desired pixels font size (decimal and negative numbers not
allowed)<br />
var size =</span><span style="color: blue; font-family: ""serif"","serif";">20</span><span style="color: red; font-family: ""serif"","serif";">; <br />
</span><span style="color: #e36c0a; font-family: ""serif"","serif"; mso-themecolor: accent6; mso-themeshade: 191;">// Set both to 1 for plain circle, set one of them
to 2 for oval<br />
// Other numbers & decimals can have interesting effects, keep these low (0
to 3)<br />
var circleY = 0.75; var circleX = 2;<br />
// The larger this divisor, the smaller the spaces between letters<br />
// (decimals allowed, not negative numbers)<br />
var letter_spacing = 5;<br />
// The larger this multiplier, the bigger the circle/oval<br />
// (decimals allowed, not negative numbers, some rounding is applied)<br />
var diameter = 10;<br />
// Rotation speed, set it negative if you want it to spin clockwise (decimals
allowed)<br />
var rotation = 0.4;<br />
// This is not the rotation speed, its the reaction speed, keep low!<br />
// Set this to 1 or a decimal less than one (decimals allowed, not negative
numbers)<br />
var speed = 0.3;<br />
////////////////////// Stop Editing //////////////////////<br />
if (!window.addEventListener && !window.attachEvent ||
!document.createElement) return;<br />
msg = msg.split('');<br />
var n = msg.length - 1, a = Math.round(size * diameter * 0.208333), currStep =
20,<br />
ymouse = a * circleY + 20, xmouse = a * circleX + 20, y = [], x = [], Y = [], X
= [],<br />
o = document.createElement('div'), oi = document.createElement('div'),<br />
b = document.compatMode && document.compatMode !=
"BackCompat"? document.documentElement<br />
:<br />
document.body,<br />
mouse = function(e){<br />
e = e || window.event;<br />
ymouse = !isNaN(e.pageY)? e.pageY : e.clientY; // y-position<br />
xmouse = !isNaN(e.pageX)? e.pageX : e.clientX; // x-position<br />
},<br />
makecircle = function(){ // rotation/positioning<br />
if(init.nopy){<br />
o.style.top = (b || document.body).scrollTop + 'px';<br />
o.style.left = (b || document.body).scrollLeft + 'px';<br />
};<br />
currStep -= rotation;<br />
for (var d, i = n; i > -1; --i){ // makes the circle<br />
d = document.getElementById('iemsg' + i).style;<br />
d.top = Math.round(y[i] + a * Math.sin((currStep + i) / letter_spacing) *
circleY - 15) +<br />
'px';<br />
d.left = Math.round(x[i] + a * Math.cos((currStep + i) / letter_spacing) *
circleX) + 'px';<br />
};<br />
},<br />
drag = function(){ // makes the resistance<br />
y[0] = Y[0] += (ymouse - Y[0]) * speed;<br />
x[0] = X[0] += (xmouse - 20 - X[0]) * speed;<br />
for (var i = n; i > 0; --i){<br />
y[i] = Y[i] += (y[i-1] - Y[i]) * speed;<br />
x[i] = X[i] += (x[i-1] - X[i]) * speed;<br />
};<br />
makecircle();<br />
},<br />
init = function(){ // appends message divs, & sets initial values for positioning
arrays<br />
if(!isNaN(window.pageYOffset)){<br />
ymouse += window.pageYOffset;<br />
xmouse += window.pageXOffset;<br />
} else init.nopy = true;<br />
for (var d, i = n; i > -1; --i){<br />
d = document.createElement('div'); d.id = 'iemsg' + i;<br />
d.style.height = d.style.width = a + 'px';<br />
d.appendChild(document.createTextNode(msg[i]));<br />
oi.appendChild(d); y[i] = x[i] = Y[i] = X[i] = 0;<br />
};<br />
o.appendChild(oi); document.body.appendChild(o);<br />
setInterval(drag, 25);<br />
},<br />
ascroll = function(){<br />
ymouse += window.pageYOffset;<br />
xmouse += window.pageXOffset;<br />
window.removeEventListener('scroll', ascroll, false);<br />
};<br />
o.id = 'outerCircleText'; o.style.fontSize = size + 'px';<br />
if (window.addEventListener){<br />
window.addEventListener('load', init, false);<br />
document.addEventListener('mouseover', mouse, false);<br />
document.addEventListener('mousemove', mouse, false);<br />
if (/Apple/.test(navigator.vendor))<br />
window.addEventListener('scroll', ascroll, false);<br />
}<br />
else if (window.attachEvent){<br />
window.attachEvent('onload', init);<br />
document.attachEvent('onmousemove', mouse);<br />
};<br />
})();<br />
//]]><br />
</script></span><br />
<span style="font-family: ""serif"","serif";"><br />
Tulisan yang berwarna <span style="color: blue;">biru</span> bisa Anda ganti
sesuai selera<br />
<b>Simpan</b> dan lihat hasilnya.</span></div>
TINTA PENDIDIKANhttp://www.blogger.com/profile/14236128808593931493noreply@blogger.com0tag:blogger.com,1999:blog-4428877027665621033.post-91652770919256132182014-03-14T22:19:00.002+07:002014-03-15T10:30:31.731+07:00Cara Menghilangkan Garis Bawah (Underline) Pada Semua Link di Blog<div dir="ltr" style="text-align: left;" trbidi="on">
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]-->
<br />
<div style="line-height: 150%; text-align: justify;">
<a href="http://2.bp.blogspot.com/-piEahlhC-pI/UyPJQMsYZDI/AAAAAAAAAHs/yKGanVlP4KY/s1600/Untitled.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-piEahlhC-pI/UyPJQMsYZDI/AAAAAAAAAHs/yKGanVlP4KY/s1600/Untitled.jpg" height="134" width="320" /></a><b><span style="color: #e36c0a; mso-themecolor: accent6; mso-themeshade: 191;">Cara Menghilangkan Garis Bawah
(Underline) Pada Semua Link di Blog</span></b> - Secara default pada tampilan
blog semua link yang terdapat di dalamnya masih terdapat bergaris bawah
(underline), jika Anda ingin menghilangkan garis bawah (underline) pada link
tersebut Anda harus mengedit template blog anda. cara mengubah semua link
bergaris bawah pada blog sehingga secara otomatis semua link yang ada di blog
menjadi tidak bergaris bawah. Caranya simple saja, berikut <b><span style="color: #e36c0a; mso-themecolor: accent6; mso-themeshade: 191;">Cara
Menghilangkan Garis Bawah (Underline) Pada Semua Link di Blog </span></b><span style="color: #e36c0a; mso-themecolor: accent6; mso-themeshade: 191;">:</span></div>
<div style="line-height: 150%; text-align: justify;">
<br /></div>
<div style="line-height: 150%; margin-left: 14.2pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -14.2pt;">
<span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span>Login
ke Blogger.</div>
<div style="line-height: 150%; margin-left: 14.2pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -14.2pt;">
<span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span>Klik
<b><span style="color: #e36c0a; mso-themecolor: accent6; mso-themeshade: 191;">Template
» Edit HTML » Lanjutkan</span></b>. Centang <b><span style="color: #e36c0a; mso-themecolor: accent6; mso-themeshade: 191;">Expand Widget Template</span></b>.</div>
<div style="line-height: 150%; margin-left: 14.2pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -14.2pt;">
<span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span>Cari
kode <b><span style="color: #e36c0a; mso-themecolor: accent6; mso-themeshade: 191;">]]></b:skin></span></b>
(gunakan Ctrl+F untuk mempermudah pencarian), lalu letakkan kode di bawah ini
tepat diatasnya.</div>
<div style="margin-left: 14.2pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;">a:link {text-decoration: none}</b></div>
<div style="margin-left: 14.2pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;">a:visited {text-decoration: none} </b></div>
<div style="margin-left: 14.2pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;">a:active {text-decoration: none}</b></div>
<div style="margin-left: 14.2pt; text-align: justify;">
<br /></div>
<div style="line-height: 150%; margin-left: 14.2pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -14.2pt;">
<span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span>Simpan
Template.</div>
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<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
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TINTA PENDIDIKANhttp://www.blogger.com/profile/14236128808593931493noreply@blogger.com0tag:blogger.com,1999:blog-4428877027665621033.post-45765991235068073372013-04-08T08:16:00.000+07:002013-04-08T18:01:21.906+07:00Verifikasi Data PTK | Cek di P2TK Dikdas Kemdikbud<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-upYxxB3HIy0/UWIZa5yZKTI/AAAAAAAAABk/wALhpSQbwF8/s1600/verifikasi-data-ptk.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-upYxxB3HIy0/UWIZa5yZKTI/AAAAAAAAABk/wALhpSQbwF8/s1600/verifikasi-data-ptk.png" /></a></div>
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</xml><![endif]--><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Verifikasi Data PTK | Cek di P2TK
Dikdas Kemdikbud</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> - Sebelumnya, bagi para Guru atau
Pendidik Tenaga Kependidikan (PTK) di jenjang pendidikan dasar tentu sudah
mengetahui tentang sistem online pendataan pendidikan. Diberlakukannya sistem
online ini maka segala unsur data sekolah, termasuk guru atau PTK akan diupdate
datanya secara online.</span><br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Data Guru atau PTK di update berdasarkan data pada Dapodik (Data Pokok Pendidikan)
sekolah yang telah diinput atau diisi melalui aplikasi pendataan sekolah dan
dikirim ke server pusat Dapodik secara online. Jika Anda seorang guru tentu
data anda yang diupload harus benar dan valid karena ada <a href="http://infopendataan.dikdas.kemdiknas.go.id/dload/infopenting-DAPODIK%20terkait-data-PTK.pdf" target="_blank"><span style="color: blue;">kelengkapan isian PTK di Dapodik yang
wajib diisi terkait tunjangan</span></a> yang berpengaruh langsung ke
program-program di P2TK Dikdas.<br />
<br />
<b>Cara melihat dan mengecek verifikasi data Guru/PTK di P2TK Dikdas Kemdikbud</b>
</span></div>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kunjungi website P2TK DIKDAS di <a href="http://p2tkdikdas.kemdikbud.go.id/" target="_blank"><span style="color: blue;">http://p2tkdikdas.kemdikbud.go.id</span></a>, atau ke server
ini <a href="http://116.66.201.163:8083/info.php" target="_blank"><span style="color: blue;">http://116.66.201.163:8083/info.php</span></a></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> Untuk login verifikasi data PTK, ketik atau masukkan <a href="http://pelitedabo.blogspot.com/2012/03/penelusuran-nuptk-layanan-baru-melihat.html" target="_blank"><span style="color: blue;">NUPTK</span></a> sebagai username, serta
tanggal lahir sebagai password.</span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-XhsIb5AKWus/UWIZ1odrxqI/AAAAAAAAABs/o46N-s3LaNQ/s1600/verifikasi-data-ptk.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="161" src="http://1.bp.blogspot.com/-XhsIb5AKWus/UWIZ1odrxqI/AAAAAAAAABs/o46N-s3LaNQ/s400/verifikasi-data-ptk.jpg" width="400" /></a></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Jika login verifikasi data PTK
berhasil, berikut contoh halaman yang ditampilkan.</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-8gTCa7mwfyM/UWIaGvDWZUI/AAAAAAAAAB0/sF8Biw2_Nvw/s1600/info-data-ptk-1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="220" src="http://4.bp.blogspot.com/-8gTCa7mwfyM/UWIaGvDWZUI/AAAAAAAAAB0/sF8Biw2_Nvw/s400/info-data-ptk-1.jpg" width="400" /></a></div>
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<b>verifikasi data PTK</b>, selengkapnya silahkan lihat pada keterangan yang
ditampilkan pada server. Demikian sekilas share, semoga bermanfaat.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span> <br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"></span></div>
TINTA PENDIDIKANhttp://www.blogger.com/profile/14236128808593931493noreply@blogger.com0tag:blogger.com,1999:blog-4428877027665621033.post-52683604926354098212013-04-07T23:15:00.002+07:002014-03-15T10:13:39.738+07:00Download Tabel Statistik (Chi Kuadrat, Tabel t, Tabel Z, Tabel F)<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-kAFZpglV4Pg/UyPEIb3haOI/AAAAAAAAAHA/GtigaDzIuFs/s1600/ucdzzrl.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-kAFZpglV4Pg/UyPEIb3haOI/AAAAAAAAAHA/GtigaDzIuFs/s1600/ucdzzrl.png" height="200" width="200" /></a></div>
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<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Verdana","sans-serif";">Dalam mengolah dan menganalisis data
secara manual khususnya dalam Penelitian Eksperimen, hal terpenting dan harus
diperhatikan adalah melakukan perbandingan antara statistik hitung dengan
statistik uji. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Verdana","sans-serif";">Untuk membuat perbandingan tersebut,
maka yang harus dimiliki oleh seorang peneliti adalah adanya statistik uji.
Jika statistik hitung di dapatkan dari hasil perhitungan, maka statistik uji
didapatkan dari tabel distribusi. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Verdana","sans-serif";">Misalkan kita akan melakukan uji
homogenitas dengan menggunakan statistik uji F, maka kita harus menggunakan
tabel F sebagai pembandingnya. jika statistik uji t yang kita gunakan, maka
tabel t yang harus kita pakai sebagai perbandingan. </span><br />
<span style="font-family: "Verdana","sans-serif";"> </span> <span style="font-family: "Verdana","sans-serif";"><br />
Pada kesempatan kali ini Saya akan memberikan beberapa <b style="mso-bidi-font-weight: normal;"><span style="color: #e36c0a; mso-themecolor: accent6; mso-themeshade: 191;">Daftar
Tabel Statistik</span></b> tersebut secara gratis, Saya sengaja ketik ulang
sewaktu Saya menyusun Skirpsi dan disadur dari buku </span><span style="font-family: "Verdana","sans-serif"; mso-bidi-font-family: "Times New Roman";">Sumber
: <span style="color: #e36c0a; mso-themecolor: accent6; mso-themeshade: 191;">Dr.
Riduwan, M.B.A (2010). <i style="mso-bidi-font-style: normal;">Dasar-Dasar
Statistika</i>. Bandung : Alfabeta</span><span style="color: black;">.</span></span><span style="font-family: "Verdana","sans-serif";"></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Verdana","sans-serif";">Berikut daftar linknya, semoga
bermanfaat.</span></div>
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TINTA PENDIDIKANhttp://www.blogger.com/profile/14236128808593931493noreply@blogger.com0tag:blogger.com,1999:blog-4428877027665621033.post-48184637630828166672012-09-03T23:25:00.001+07:002016-04-22T09:36:45.100+07:00RPP Kelas Kontrol dan Eksperimen<div dir="ltr" style="text-align: left;" trbidi="on">
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;">Lampiran 1.2 </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;">RENCANA PELAKSANAAN PEMBELAJARAN</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;">(RPP)</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;">Sekolah<span style="mso-tab-count: 2;"> </span>:<span style="mso-spacerun: yes;"> </span>SMA NEGERI 2 KUNINGAN</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;">Mata Pelajaran<span style="mso-tab-count: 1;"> </span>:<span style="mso-spacerun: yes;"> </span>Ekonomi</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 70.9pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;">Kelas / Program<span style="mso-tab-count: 1;"> </span>:<span style="mso-spacerun: yes;"> </span>X (sepuluh)</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;">Semester<span style="mso-tab-count: 2;"> </span>:<span style="mso-spacerun: yes;"> </span>2 (dua)</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 70.9pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;">Alokasi Waktu<span style="mso-tab-count: 1;"> </span>:<span style="mso-spacerun: yes;"> </span>2 x 45 menit</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;"><span style="mso-list: Ignore;">I.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;">Standar Kompetensi</span></b><span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;"></span></div>
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<span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;">7. <span style="mso-spacerun: yes;"> </span>Memahami Uang dan Perbankan.</span></div>
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<span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;"><span style="mso-tab-count: 1;"> </span></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;"><span style="mso-list: Ignore;">II.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;">Kompetensi Dasar</span></b><span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;"></span></div>
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<span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;">7.1 Menjelaskan konsep permintaan dan penawaran uang.</span></div>
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<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l2 level1 lfo1; text-align: justify; text-indent: -21.3pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;"><span style="mso-list: Ignore;">III.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;">Indikator</span></b><span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;"></span></div>
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<span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;">Mendeskripsikan pengertian uang.</span></div>
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<span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;">Mengidentifikasi fungsi uang.</span></div>
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<span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;">Mendeskripsikan permintaan uang.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; mso-hyphenate: auto; mso-list: l1 level1 lfo3; text-indent: -14.15pt;">
<span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;">Mendeskripsikan penawaran uang.</span></div>
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<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l2 level1 lfo1; text-align: justify; text-indent: -21.3pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;"><span style="mso-list: Ignore;">IV.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;">Tujuan Pembelajaran</span></b></div>
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<span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;">Melalui penerapan metode <i style="mso-bidi-font-style: normal;">Think Pair Share</i>, peserta didik mampu :</span></div>
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<span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;">Mendeskripsikan Pengertian Uang dengan <i style="mso-bidi-font-style: normal;">jujur dan saling menghargai</i>.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; mso-hyphenate: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -14.15pt;">
<span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;">Mengidentifikasi Fungsi Uang dengan <i style="mso-bidi-font-style: normal;">rasa ingin tahu, disiplin, dan <span style="mso-spacerun: yes;"> </span>teliti.</i></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; mso-hyphenate: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -14.15pt;">
<span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;">Mendeskripsikan Permintaan Uang dengan <i style="mso-bidi-font-style: normal;">jujur dan saling menghargai</i>.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; mso-hyphenate: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -14.15pt;">
<span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "times new roman" , "serif"; mso-ansi-language: IN;">Mendeskripsikan Penawaran Uang dengan <i style="mso-bidi-font-style: normal;">jujur dan saling menghargai</i>.</span></div>
<br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4428877027665621033.post-72451804662959728812012-07-02T16:14:00.004+07:002012-08-29T08:39:02.166+07:00Apakah Kelas Anda Itu Merupakan Suatu Kelompok ?<div style="text-align: justify;">
<i>Apakah Anda menganggap kelas Anda tersebut sebagai cermin kepribadian Anda sendiri ? Apakah Anda merasa kuat jika murid-murid Anda itu patuh,dan apakah Anda meragukan kemampuan-kemampuan Anda sendiri jika murid-murid tadi menunjukkan sikap yang mengganggu ? Atau apakah Anda sungguh-sungguh merasa diri Anda sebagai bagian dari kelompok yang tergabung di dalam kelas Anda ?</i><br />
<br />
Perselisihan-perselisihan dengan seorang anak yang bersikap kurang ajar akan banyak menghamburkan waktu yang berharga. Lebih baik jika waktu tersebut kita gunakan untuk membimbing si anak menuju sikap yang sosial dalam suatu kelompok. Dalam bab-bab yang lalu kita telah mengetahui apa yang menyebabkan si anak bersikap tidak wajar; dan sekarang marilah kita berpaling kepada pertanyaan bagaimana sikap si anak tersebut dalam lingkungan suatu kelompok.<br />
Kita selalu dibayangi oleh prasangka-prasangka yang kuat dan yang tidak disadari terhadap anak-anak. Kita tidak berhasil memberikan penghargaan bagi bakat dan kemampuan-kemampuan si anak dengan semestinya.<br />
Banyak guru yang beranggapan bahwa mereka hanya diharuskan mengajar, memberikan informasi-informasi yang sesuai dengan mata pelajaran, dan mendidik sejumlah murid yang diserahkan kepada mereka di kelasnya masing-masing; tidak menjadi soal apakah jumlah murid-murid tadi besar atau kecil. Hasil-hasil yang kita peroleh dari dinamika kelompok sangat bertentangan dengan pandangan yang demikian. Jika seorang guru bermaksud untuk membimbing kelasnya sebagai seorang pemimpin kelompok, maka ia harus membedakan apakah kelasnya itu terdiri dari 10, 30 atau 50 anak karena kelas yang besar itu pun harus tetap sebagai kelompok.<br />
Kita harus belajar menciptakan suatu iklim kelompok yang dilandaskan kepada aspek-aspek dinamika kelompok. Keutuhan kelompok itu akan meningkatkan kesediaan para murid untuk saling bekerja sama sesuai dengan kemampuan-kemampuannya. Usia serta taraf kemampuan para murid tidak diharuskan sama.<br />
Percobaan-percobaan yang dilakukan dalam penerapan metode-metode pengajaran yang modern telah menunjukkan, betapa semakin pentingnya untuk mengintegrasikan para murid. Hal tersebut dapat saja dilakukan di dalam kelas, atau setiap hari untuk suatu jangka waktu yang tertentu di dalam sebuah kelompok. Jika kita tidak bekerja keras untuk mengintegrasikan anak-anak tersebut, maka kita segera akan dapat melihat bagaimana kelas tersebut terpecah menjadi dua : golongan yang satu terdiri dari murid-murid yang memihak, dan dalam golongan yang lain terdapat mereka yang menentang kita.<br />
<i>Sumber : Rudolf Dreikurs & Pearl Cassel, Disiplin Tanpa Hukuman, Remadja Karya Bandung 1986.</i></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4428877027665621033.post-34083219831695094772012-07-02T16:01:00.003+07:002012-07-02T16:15:01.955+07:00Guru Profesional<div style="text-align: justify;">
Pada bagian ini, diagarisbawahi perlunya peningkatan kualitas tenaga kependidikan, khususnya guru. Guru mempunyai peranan amat penting dalam keseluruhan upaya pendidikan. Sedemikian pentingnya peranan guru, sehingga hampir semua usaha pembaharuan di bidang pendidikan seperti pembaharuan kurikulum dan penerapan metode mengajar baru pada akhirnya tergantung kepada guru. Tanpa guru menguasai bahan pelajaran dan strategi belajar-mengajar, tanpa mereka dapat mendorong siswa untuk mencapai prestasi yang tinggi, maka segala upaya untuk meningkatkan kualitas pendidikan tidak akan mencapai hasil maksimal.<br />
Memang kualitas pendidikan bukan hanya ditentukan oleh guru, melainkan oleh mutu masukan (siswa), sarana, dan faktor-faktor eksternal lainnya. Akan tetapi semua itu pada akhirnya tergantung kepada kualitas pengajaran, dan kualitas pengajaran tergantung pada kualitas guru. Dalam melaksanakan tugasnya, guru tidak berada dalam lingkungan yang kosong. Ia bagian dari sistem pendidikan nasional, dan karena itu ia terikat pada rambu-rambu yang telah ditetapkan secara rasional mengenai apa yang seyogyanya dilakukan<br />
Guru profesional, adalah guru yang memiliki paling tidak lima ciri.<br />
<i>Pertama</i>, mempunyai komitmen kepada peserta didik dan proses belajarnya. Ini berarti bahwa komitmen tertinggi guru adalah kepada kepentingan siswa.<br />
<i>Kedua</i>, menguasai secara mendalam bahan/mata pelajaran yang diajarkannya serta cara mengajarkannya kepada para siswa. Bagi guru, ini dua hal yang tidak bisa dipisahkan.<br />
<i>Ketiga</i>, guru bertanggung jawab memantau hasil belajar murid melalui berbagai teknik evaluasi, mulai cara pengamatan dalam perilaku murid sampai tes hasil belajar.<br />
<i>Keempat</i>, guru mampu berfikir sistematis tentang apa yang dilakukannya, dan belajar dari pengalamnnya. Artinya, harus selalu ada waktu bagi guru untuk mengadakan refleksi dan koreksi terhadap apa yang telah dilakukannya. Untuk bisa belajar dari pengalaman, ia harus tahu mana yang benar dan salah, serta baik dan buruk dampaknya pada proses belajar murid.<br />
<i>Kelima</i>, guru seyogyanya merupakan bagian dari masyarakat belajar dalam lingkungan profesinya, sehingga dimungkinkan terjadinya berbagai pengalaman dan menambah pengalaman baru melalui pergaulannya yang luas dan profesional.<br />
Untuk meningkatkan profesionalisme guru, maka peningkatan kualifikasi pendidikan dan pelatihan mereka adalah penting, baik melalui pendidikan pra jabatan maupun dalam jabatan. Akan tetapi, itu saja tidak cukup, bahkan tidak begitu besar artinya jika tidak diciptakan usaha untuk terjadinya kerjasama antara para guru sehingga terjadi berbagai pengalaman. Di kita, telah tersedia wahana yang bisa digunakan untuk meningkatkan profesionalisme guru, misalnya PKG (Pusat Kegiatan Guru), dan KKG (Kelompok Kerja Guru) yang memungkinkan para guru untuk berbagi pengalaman dalam memecahkan masalah-masalah yang mereka hadapi dalam kegiatan mengajarnya. Bahkan sekarang-sekarang ini ribuan guru sedang bahkan ada yang sudah melaksanakan diklat sertifikasi guru, guna menjadikannya sebagai guru profesional.</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4428877027665621033.post-6168676046242659182012-07-02T15:48:00.003+07:002012-07-02T15:58:47.545+07:00Organisasi Kelas<div style="text-align: justify;">
<span style="font-size: small;">Salah satu tugas guru adalah menciptakan suasana kelas sedemikian rupa sehingga terjadi interaksi yang mendorong siswa belajar secara aktif. Guru mewujudkan interaksi belajar mengajar guru harus memiliki kemampuan mengatur kelas.</span><br />
Dalam kegiatan belajar mengajar terdapat dua hal yang harus dan turut menentukan berhasil tidaknya pengajaran, yaitu pengaturan kelas dan pengajaran itu sendiri. Kedua hal tersebut saling mempengaruhi. Keberhasilan pengajaran tersebut saling tergantung dari pengaturan (manajemen kelas). Kelas yang diatur secara tepat dapat menciptakan suasana wajar, tanpa tekanan dan menggairahkan siswa untuk belajar secara efektifitas. Suasana demikian merupakan titik awal keberhasilan pengajaran.<br />
Dalam kegiatan belajar, siswa memerlukan suasana yang memungkinkan terjadi berbagai bentuk komunikasi, baik dengan guru, teman maupun lingkungan sekitar. Siswa membutuhkan bimbingan, bantuan dan perhatian guru. Kebutuhan itu berbeda antara seorang siswa dengan siswa lainnya.<br />
Untuk menciptakan suasana yang menggairahkan serta memungkinkan komunikasi, dialog, pemberian bimbingan dan bantuan serta perhatian kepada siswa dalam belajar diperlukan pengorganisasian kelas yang memadai. Pengorganisasian kelas adalah keteraturan kelas yang memadai. Pengorganisasian kelas adalah suatu rangkaian kegiatan guru untuk menumbuhkan dan mempertahankan keteraturan kelas yang berhasil guna, yang meliputi (1) pengaturan ruang belajar dan perabot sekolah, dan (2) pengaturan siswa dalam belajar.<br />
Selain organisasi kelas, guru perlu mengorganisasikan pelajaran yang akan disajikan.<br />
Untuk melihat organisasi pengajaran dapat dikembangkan pertanyaan berikut :<br />
1. Dibawa kemana siswa ?<br />
2. Dengan apa ?<br />
3. Apa yang diperlukan ?<br />
4. Bagaimana kita mengetahui proses dan hasilnya ?<br />
Pertanyaan pertama menyangkut tujuan yang harus dicapai. Pertanyaan kedua menyangkut materi atau bahan yang harus dipelajari agar tujuan tercapai. Pertanyaan ketiga menyangkut metode atau cara mengantarkan bahan agar terarah dan tepat mengenai tujuan. Pertanyaan keempat menyangkut fasilitas yang harus tersedia. Pertanyaan kelima menyangkut penilaian.<br />
Perencanaan pengajaran pada dasarnya adalah merupakan proyeksi dari apa yang akan dikerjakan dalam kegiatan mengajar. Biasanya isi perencanaan pengajaran meliputi :<br />
1. Merumuskan tujuan yang akan dicapai secara operasional.<br />
2. Menetapkan jenis dan alat evaluasi untuk mengukur tercapainya tujuan.<br />
3. Menetapkan kegiatan belajar mengajar.<br />
4. Menyusun kegiatan guru yang meliputi :<br />
a. Pemilihan materi pelajaran,<br />
b. Pemilihan metode dan alat pelajaran, dan<br />
c. Menerapkan waktu yang diperlukan.</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4428877027665621033.post-16284641988444839482012-07-02T15:45:00.001+07:002012-07-02T15:45:44.246+07:00Hasil Belajar Bidang Kognitif<div style="text-align: justify;">
Hasil belajar bidang kognitif terdiri dari berbagai bidang yaitu :<br />1. Bidang Pengetahuan Hafalan<br />Pengetahuan hafalan dimaksudkan sebagai terjemahan dari kata knowlwdge dari Bloom cakupan dari pengetahuan hafalan termasuk pengetahuan yang sifatnya faktual, disamping pengetahuan yang sifatnya mengandung hal-hal yang perlu diingat kembali seperti batasan, peristilahan, pasal, hukum, bab, ayat, rumus, dan lain sebagainya.<br />Ada beberapa cara untuk menguasai hafalan, misalnya dibaca berulang-ulang, menggunakan teknik mengingat. Tipe belajar ini termasuk tipe belajar tingkat rendah dibandingkan dengan tipe belajar lainnya. Namun tipe belajar ini penting untuk prasyarat dalam menguasai dan mempelajari tipe belajar lainnya, yang lebih tinggi.setidak-tidaknya pengetahuan hafalan merupakan kemampuan terminal untuk menguasai tipe belajar lain.<br />2. Bidang Pemahaman<br />Hasil belajar pemahaman lebih tinggi satu tingkat dari belajar hafalan. Pemahaman memerlukan kemampuan menangkap makna atau arti dari sesuatu konsep. Untuk itu maka diperlukan adanya hubungan antara konsep dengan makna yang ada dalam konsep tersebut. Ada tiga macam pemehaman yang berlaku umum, pertama pemahaman terjemahan, yakni kesanggupan memahami makna yang terkandung di dalamnya. Pemahaman penafsiran, misalnya memahami grafik, menghubungkan dua konsep yang berbeda, ini disebut pemahaman yang kedua. Sedangkan ketiga adalah pemahaman ekstrapolasi yakni kesanggupan melihat dibalik yang tertulis, tersirat dan tersurat, meramalkan sesuatu atau memperluas wawasan.<br />Ketiga pemahaman di atas kadang-kadang suli dibedakan, dan bergantung kepada konteks isi pelajaran.<br />3. Bidang Penerapan<br />Aplikasi adalah kesanggupan menerapkan, dan mengabstraksi suatu konsep atau ide, rumus, hukum, dalam situasi yang baru. Jadi dalam aplikasi harus ada konsep, teori, hukum, rumus dalil hukum tersebut diterapkan dalam suatu masalah. Dengan perkataan lain aplikasi bukan keterampilan motorik tapi lebih banyak keterampilan mental.<br />4. Bidang Analisis<br />Analisis adalah kesanggupan memecah, mengurai suatu integritas menjadi unsur-unsur atau bagian-bagian yang mempunyai arti, atau mempunai tingkatan. Analisis merupakan tipe belajar yang kompleks, yang memanfaatkan unsur tipe hasil belajar sebelumnya yakni pengetahuan, pemahaman, dan aplikasi. Ananlisis sangat diperlukan bagi Anda, maka Anda akan mengkrasi sesuatu yang baru.<br />5. Bidang Sintesis<br />Sintesis adalah kebalikan dari analisis. Bila pada analisis tekanan pada kesanggupan menguraikan sesuatu integritas menjadi bagian yang bermakna, pada sistesis adalah kesanggupan menyatukan untur atau bagian menjadi satu integritas. Sudah barang tentu sintesis memerlukan hafalan, pemahaman, aplikasi, dan analisis. Pada berfikir sintesis adalah berfikir devergent sedangkan berfikir analisis adalah berfikir konvergent. Dengan sintesis dan analisis maka berfikir kreatif untuk menemukan sesuatu yang baru akan lebih mudah dikembangkan.<br />6. Bidang Evaluasi<br />Evaluasi adalah kesanggupan memberikan keputusan tentang nilai sesuatu berdasarkan perkiraan yang dimiliki dan kriteria yang dipakai. Tipe belajar inin dikategorikan paling tinggi dan terkandung semua tipe hasil belajar yang telah dijelaskan sebelumnya.<br />Dalam tipe belajar evaluasi tekanan pada pertimbangan sesuatu nilai, mengenai baik tidaknya, tepat tidaknya dengan menggunakan kriteria tertentu.<br />Memberikan kriteria dengan sesuatu yang nampak atau aktual terjadi mendorong seseorang menentukan putusan tentang nilai sesuatu ersebut. Dalam proses ini diperlukan kemampuan yang mendahuluinya, yakni pengetahuan, pemahaman, analisis, sintesis.<br /></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4428877027665621033.post-63499088960662236332012-07-02T15:40:00.000+07:002012-07-02T15:42:31.804+07:00Strategi Belajar Tuntas (Mastery Learning)<div style="text-align: justify;">
Belajar tuntas atau mastery learning adalah kegiatan belajar yang menuntun siswa dapat menguasai materi pelajaran secara tuntas.</div>
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Pada pengertian belajar tuntas terseburt ada terdapat tiga hal pokok, yaitu kegiatan belajar, menuntun siswa, dan menguasai pelajaran secara tuntas.</div>
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1. Kegiatan Belajar</div>
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Kegaiatan belajar mengacu pada prinsip-prinsip kegiatan belajar mengajar, yakni adanya perbuatan atau kegiatan anak didik yang dibantu oleh guru untuk dapat mengubah tingkah lakunya. Perubahan tingkah laku ini sesuai dengan pola-pola tertentu yang telah disusun secara sistematis, berjenjang, dan terpadu.</div>
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2. Menuntun Siswa</div>
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Menuntun siswa dalam hal ini adalah upaya guru sebagai pelaksanaan dan tindak lanjut dari proses belajar mengajar, terutama ditekankan pada penyusunan materi pelajaran secara sistematis, berjenjang, dan terpadu.</div>
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3. Menguasai Pelajaran secara Tuntas</div>
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Guru dituntut untuk mampu mengelola proses belajar mengajar dengan sebaik mungkin agar siswa dapat menguasai pelajaran secara tuntas. Dalam hal ini, tugas guru adalah menyampaikan bahan atau mateeri pelajaran kepada siswa.</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4428877027665621033.post-83667505695382131612012-07-02T15:29:00.000+07:002012-07-02T15:41:04.820+07:00Abstraksi Skripsi Penelitian Eksperimen<div style="text-align: center;">
<b>ABSTRAK</b></div>
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<b>HANNA HANDAYANA (NIM. 20080210171). Pengaruh Penerapan Pembelajaran Kooperatif Metode Think Pair Share Terhadap Pengusaan Konsep Ekonomi (Studi Eksperimen di Kelas X SMA Negeri 2 Kuningan Kabupaten Kuningan Tahun Pelajaran 2011/2012). Skripsi. Program Studi Pendidikan Ekonomi. Fakultas Keguruan dan Ilmu Pendidikan. Universitas Kuningan. 2012.</b></div>
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Hasil belajar siswa untuk mata pelajaran ekonomi di SMA Negeri 2 Kuningan tergolong masih rendah. Hal tersebut dikarenakan dalam pembelajaran ekonomi masih menggunakan metode konvensional yang kurang mengembangkan kemampuan belajar dan membangun individu. Pembelajaran konvensional cenderung meminimalkan keterlibatan siswa sehingga guru nampak lebih aktif. Penggunaan metode ini dirasakan kurang efektif, alternatif metode yang dapat digunakan agar siswa menjadi aktif dan pembelajaran lebih bermakna, menarik, menyenangkan, meningkatkan aktivitas dan kerja sama siswa adalah dengan menggunakan metode pembelajaran Think Pair Share.</div>
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Rumusan masalah dalam penelitian ini adalah apakah terdapat perbedaan penguasaan konsep ekonomi antara siswa yang dibelajarkan menggunakan metode Think Pair Share dengan siswa yang dibelajarkan metode konvensional.<br />
Penelitian ini bertujuan untuk mengetahui perbedaan penguasaan konsep ekonomi antara siswa yang dibelajarkan menggunakan metode Think Pair Share dengan siswa yang dibelajarkan metode konvensional. Hipotesis dalam penelitian ini adalah terdapat perbedaan penguasaan konsep ekonomi antara siswa yang dibelajarkan menggunakan metode Think Pair Share dengan siswa yang dibelajarkan menggunakan metode konvensional.<br />
Penelitian ini menggunakan metode penelitian eksperimen. Instrumen yang digunakan dalam penelitian ini berupa tes objektif pilihan ganda dengan 5 option sebanyak 20 soal. Populasi dalam penelitian ini adalah seluruh siswa kelas X SMA Negeri 2 Kuningan pelajaran 2011/2012. Sampel yang digunakan dalam penelitian ini sebanyak 60 siswa yaitu kelas X3 sebagai kelas eksperimen dengan jumlah siswa 29 orang dan X1 sebagai kelas kontrol dengan jumlah siswa 31 orang. Dalam pembelajarannya, kelas eksperimen menggunakan metode Think Pair Share sedangkan kelas kontrol menggunakan metode konvensional. Pengumpulan data yang digunakan dalam penelitian ini terdiri dari data pretest dan posttest.<br />
Uji hipotesis menggunakan uji kesamaan dua rata-rata (Uji t). Berdasarkan hasil pengolahan data akhir (posttest) diperoleh nilai rata-rata dari kelompok eksperimen sebesar 14,91 dan kelompok kontrol sebesar 10,27. Hasil uji hipotesis uji t menunjukan bahwa dengan taraf signifikansi 95 % dan derajat kebebasan (db) 58 t (5,041) > t (2,004), ini berarti uji hipotesis uji t adalah Hₒ ditolak dan H₁ diterima.<br />
Dapat disimpulkan bahwa terdapat perbedaan penguasaan konsep ekonomi antara siswa yang dibelajarkan menggunakan metode Think Pair Share dengan siswa yang dibelajarkan menggunakan metode konvensional pada materi pokok uang di kelas X SMA Negeri 2 Kuningan.</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4428877027665621033.post-884740002221717682012-04-03T08:51:00.001+07:002012-04-03T08:51:17.109+07:00Soal Pendapatan Nasional<br />
<b>Untuk download tinggal klik link di bawah ini :</b><br />
<a class="normal12blue" href="http://www.ziddu.com/download/19044704/SoalPendapatanNasional.rtf.html"><b>http://www.ziddu.com/download/19044704/SoalPendapatanNasional.rtf.html</b></a>Unknownnoreply@blogger.com0