tag:blogger.com,1999:blog-14134236788990329522024-03-19T03:11:41.440-07:00Inspirasiferdian_rahmawanhttp://www.blogger.com/profile/05376428625203963411noreply@blogger.comBlogger18125tag:blogger.com,1999:blog-1413423678899032952.post-75432466102759979962012-06-10T11:06:00.000-07:002012-06-10T11:06:47.366-07:00Eksperimen sains : Bunga ajaib<a 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" 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" style="height: 161px; width: 162px;" /></a>Pada tumbuhan terdapat suatu saluran yang berfungsi untuk menyerap air serta zat hara, lalu membawanya hingga ke bagian daun atau bunga. Dalam eksperimen ini kita akan melihat hal menarik mengenai adanya pembuluh pada tumbuhan. Seperti apa sih itu ? Langsung saja dicoba eksperimennya.<br />
Bahan :<br />
1. Bunga mawar putih<br />
2. Gelas kecil (2 buah)<br />
3. Pewarna makanan berwarna merah<br />
4. Air<br />
5. Sendok<br />
6. Selotip<br />
7. Cutter<br />
Cara :<br />
1. Isi kedua gelas dengan air sampai setengah penuh.<br />
2. Tuangkan 1/2 sendok teh pewarna makanan ke dalam salah satu gelas tadi, lalu aduk hingga pewarna makanan larut seleruhnya.<br />
3. Potong tangkai bunga mawar hingga tersisa 15 cm.<br />
4. Lilitkan selotip pada bagian tengah tangkai bunga mawar yang telah dipotong tadi.<br />
5. Belah tangkai bunga mawar dengan cutter, dari bagian bawah tangkai sampai batas lilitan selotip.<br />
6. Letakkan kedua gelas tersebut saling berdekatan, kemudian celupkan kedua belahan tangkai bunga mawar, masing-masing ke dalam gelas yang berbeda.<br />
7. Tunggu sampai beberapa jam, kira-kira 1,5 - 2 jam.<br />
Yang terjadi :<br />
Ternyata terjadi perubahan warna yang unik kelopak bunga mawar putih. Pada sisi kelopak bunga yang tangkainya terendam cairan berwarna merah, akan berubah warna menjadi merah muda, sedangkan sisi yang lain tetap.<br />
Penjelasan :<br />
Air dapat naik hingga mencapai kelopak bunga disebabkan karena adanya <strong>daya kapilaritas</strong> dari air. Pembuluh pada tangkai mawar berlaku seperti sumbu pada kompor dan lampu teplok. Api dari kompor dan lampu teplok bisa terus menyala disebabkan karena minyak atau bahan bakarnya bisa merambat naik melalui sumbunya, sehingga pembakaran bisa terus terjadi.<br />
Di samping faktor daya kapilaritas air, masuknya air ke dalam tangkai bunga juga disebabkan karena faktor <strong>osmosis</strong>. Kandungan air di dalam tangkai bunga lebih sedikit dibandingkan kandungan air di dalam gelas. Akibatnya, air akan bergerak dari daerah yang kandungan airnya banyak menuju daerah yang kandungan airnya sedikit.<br />
nah,, selamat mencoba,,,,,ferdian_rahmawanhttp://www.blogger.com/profile/05376428625203963411noreply@blogger.com0tag:blogger.com,1999:blog-1413423678899032952.post-55024160310356824602012-06-06T22:53:00.000-07:002012-06-06T22:53:41.675-07:00arti sebuah kesempurnaanSeorang lelaki yang sangat tampan dan sempurna merasa bahwa Tuhan pasti menciptakan seorang perempuan yg sangat cantik dan sempurna pula untuk jodohnya. Karena itu ia pergi berkeliling untuk mencari jodohnya. Kemudian sampailah ia disebuah desa. Ia bertemu dengan seorang petani yg memiliki 3 anak perempuan dan semuanya sangat cantik. Lelaki tersebut menemui bapak petani dan mengatakan bahwa ia ingin mengawini salah satu anaknya tapi bingung; mana yang paling sempurna. <br />
Sang Petani menganjurkan untuk mengencani mereka satu persatu dan si Lelaki setuju. Hari pertama ia pergi berduaan dengan anak pertama. Ketika pulang,ia berkata kepada bapak Petani,”Anak pertama bapak memiliki satu cacat kecil, yaitu jempol kaki kirinya lebih kecil dari jempol kanan.”<br />
Hari berikutnya ia pergi dengan anak yang kedua dan ketika pulang dia berkata,”Anak kedua bapak juga punya cacat yang sebenarnya sangat kecil yaitu agak juling.”<span id="more-404"></span><br />
Akhirnya pergilah ia dengan anak yang ketiga. Begitu pulang ia dengan gembira mendatangi Petani dan berkata,”inilah yang saya cari-cari. Ia benar-benar sempurna.”<br />
Lalu menikahlah si Lelaki dgn anak ketiga Petani tersebut. Sembilan bulan kemudian si Istri melahirkan. dengan penuh kebahagian, si Lelaki menyaksikan kelahiran anak pertamanya. Ketika si anak lahir, Ia begitu kaget dan kecewa karena anaknya sangatlah jelek. Ia menemui bapak Petani dan bertanya “Kenapa bisa terjadi seperti ini Pak. Anak bapak cantik dan saya Tampan, Kenapa anak saya bisa sejelek itu..?”"<br />
Petani menjawab,” Ia mempunyai satu cacat kecil yang tidak kelihatan . Waktu itu Ia sudah hamil duluan…..”<br />
<em>Kadangkala saat kita mencari kesempurnaan, yang kita dapat kemudian kekecewaan. Tetapi kala kita siap dengan kekurangan, maka segala sesuatunya akan terasa istimewa.</em>ferdian_rahmawanhttp://www.blogger.com/profile/05376428625203963411noreply@blogger.com0tag:blogger.com,1999:blog-1413423678899032952.post-19142855319551986042012-06-06T22:40:00.000-07:002012-06-06T22:40:57.696-07:00Eksperimen sains : Bunga ajaib<a 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" 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" /></a>Pada tumbuhan terdapat suatu saluran yang berfungsi untuk menyerap air serta zat hara, lalu membawanya hingga ke bagian daun atau bunga. Dalam eksperimen ini kita akan melihat hal menarik mengenai adanya pembuluh pada tumbuhan. Seperti apa sih itu ? Langsung saja dicoba eksperimennya.<br />
Bahan :<br />
1. Bunga mawar putih<br />
2. Gelas kecil (2 buah)<br />
3. Pewarna makanan berwarna merah<br />
4. Air<br />
5. Sendok<br />
6. Selotip<br />
7. Cutter<br />
Cara :<br />
1. Isi kedua gelas dengan air sampai setengah penuh.<br />
2. Tuangkan 1/2 sendok teh pewarna makanan ke dalam salah satu gelas tadi, lalu aduk hingga pewarna makanan larut seleruhnya.<br />
3. Potong tangkai bunga mawar hingga tersisa 15 cm.<br />
4. Lilitkan selotip pada bagian tengah tangkai bunga mawar yang telah dipotong tadi.<br />
5. Belah tangkai bunga mawar dengan cutter, dari bagian bawah tangkai sampai batas lilitan selotip.<br />
6. Letakkan kedua gelas tersebut saling berdekatan, kemudian celupkan kedua belahan tangkai bunga mawar, masing-masing ke dalam gelas yang berbeda.<br />
7. Tunggu sampai beberapa jam, kira-kira 1,5 - 2 jam.<br />
Yang terjadi :<br />
Ternyata terjadi perubahan warna yang unik kelopak bunga mawar putih. Pada sisi kelopak bunga yang tangkainya terendam cairan berwarna merah, akan berubah warna menjadi merah muda, sedangkan sisi yang lain tetap.<br />
Penjelasan :<br />
Air dapat naik hingga mencapai kelopak bunga disebabkan karena adanya <strong>daya kapilaritas</strong> dari air. Pembuluh pada tangkai mawar berlaku seperti sumbu pada kompor dan lampu teplok. Api dari kompor dan lampu teplok bisa terus menyala disebabkan karena minyak atau bahan bakarnya bisa merambat naik melalui sumbunya, sehingga pembakaran bisa terus terjadi.<br />
Di samping faktor daya kapilaritas air, masuknya air ke dalam tangkai bunga juga disebabkan karena faktor <strong>osmosis</strong>. Kandungan air di dalam tangkai bunga lebih sedikit dibandingkan kandungan air di dalam gelas. Akibatnya, air akan bergerak dari daerah yang kandungan airnya banyak menuju daerah yang kandungan airnya sedikit.<br />
nah,, selamat mencoba,,,,,ferdian_rahmawanhttp://www.blogger.com/profile/05376428625203963411noreply@blogger.com0tag:blogger.com,1999:blog-1413423678899032952.post-61629637267587969292012-06-05T18:52:00.001-07:002012-06-05T19:09:39.215-07:00Perlu Komitmen Presiden untuk Hindari Meluasnya Lahan Bancakan Parpol<b>Jakarta </b> Imbas dari putusan MK, presiden kini memiliki kewenangan begitu luas karena dapat memilih wakil menteri tanpa merujuk pada status pejabat karir. Agar lahan bagi-bagi jatah kursi partai di pemerintahan tidak meluas, diperlukan komitmen presiden untuk mewujudkan pemerintahan yang profesional.<br />
<br />
"Jelas diperlukan komitmen dari presiden sendiri untuk mewujudkan pemerintahan yang profesional," tutur pengamat hukum dari UGM Zainal Arifin Mochtar Rabu (6/5/2012).<br />
<br />
Menurut Zainal, kondisi di mana posisi wakil menteri merupakan jabatan politik merupakan kabar gembira bagi para kader parpol. Hal itu disebabkan karena ruang untuk bagi-bagi kursi di pemerintahan semakin luas dan juga didukung ketentuan yang ada.<br />
<br />
"Presiden bisa membatasi kewenangannya sendiri dengan membuat keppres soal itu. Yang jelas kondisi seperti sekarang ini, posisi wamen bisa jadi alat tukar menukar politik," ujarnya.<br />
<br />
MK menyatakan penjelasan pasal 10 UU 39/2008 tentang Kementerian Negara tidakber kekuatan hukum mengikat.<br />
<br />
"MK menilai keberadaan Penjelasan tersebut justru menimbulkan ketidakpastian hukum yang adil dalam pelaksanaan hukum dan telah membatasi atau membelenggu kewenangan eksklusif Presiden dalam hal mengangkat dan memberhentikan menteri/wakil menteri berdasarkan UUD 1945 sehingga Penjelasan tersebut harus dinyatakan inkonstitusional," demikian bunyi putusan tersebut.<br />
<br />
Penjelasan pasal 10 yang dianggap inskonstutisional tersebut berbunyi: Yang dimaksud dengan "Wakil Menteri" adalah pejabat karir dan bukan merupakan anggota kabinet.<br />
<br />
<b> </b>ferdian_rahmawanhttp://www.blogger.com/profile/05376428625203963411noreply@blogger.com0tag:blogger.com,1999:blog-1413423678899032952.post-22680868228518719982012-06-04T00:58:00.000-07:002012-06-04T00:58:17.641-07:00jual beli dalam islam<a href="https://encrypted-tbn2.google.com/images?q=tbn:ANd9GcSHBvaSpKVNSx9cP1Z50ho9JqbXA4WPDW50KsVzmR9QT-wAf8u7fg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" class="rg_hi uh_hi" data-height="191" data-width="264" height="191" id="rg_hi" src="https://encrypted-tbn2.google.com/images?q=tbn:ANd9GcSHBvaSpKVNSx9cP1Z50ho9JqbXA4WPDW50KsVzmR9QT-wAf8u7fg" style="height: 191px; width: 264px;" width="264" /></a>Tulisan: Ikhwan Abidin Basri, MA<br />
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Pengertian<br />
<br />
Secara bahasa syirkah atau musyarakah berarti mencampur. Dalam hal ini mencampur satu modal dengan modal yang lain sehingga tidak dapat dipisahkan satu sama lain. Dalam istilah fikih syirkah adalah suatu akad antara dua orang atau lebih untuk berkongsi modal dan bersekutu dalam keuntungan.<br />
<br />
Landasan Syariah<br />
<br />
Akad syirkah ini mendapatkan landasan syariahnya dari al-Qur’an, hadis dan ijma’.<br />
<br />
1. Dari al-Qur’an<br />
” Maka mereka berserikat dalam sepertiga” Q.S. An-Nisa’ : 12. Ayat ini sebenarnya tidak memberikan landasan syariah bagi semua jenis syirkah, ia hanya memberikan landasan kepada syirkah jabariyyah ( yaitu perkongsian beberapa orang yang terjadi di luar kehendak mereka karena mereka sama-sama mewarisi harta pusaka).<br />
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” Dan sesungguhnya kebanyakan dari orang-orang yang berkongsi itu benar-benar berbuat zalim kepada sebagian lainnya kecuali orang-orang yang beriman dan mengerjakan amal sholeh”. Q.S. Shod: 24. Ayat ini mencela perilaku orang-orang yang berkongsi atau berserikat dalam berdagang dengan menzalimi sebagian dari mitra mereka. Kedua ayat al-Qur’an ini jelas menunjukkan bahwa syirkah pada hakekatnya diperbolehkan oleh risalah-risalah yang terdahulu dan telah dipraktekkan.<br />
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2. Dari Sunnah<br />
Diriwayatkan dari Abu Hurairah bahwa Rasulullah SAW bersabda : Sesungguhnya Allah SWT telah berfirman : Aku adalah mitra ketiga dari dua orang yang bermitra selama salah satu dari kedunya tidak mengkhianati yang lainnya. Jika salah satu dari keduanya telah mengkhianatinya, maka Aku keluar dari perkongsian itu”. H. R. Abu Dawud dan al-Hakim. Arti hadis ini adalah bahwa Allah SWT akan selalu bersama kedua orang yang berkongsi dalam kepengawasanNya, penjagaanNya dan bantuanNya. Allah akan memberikan bantuan dalam kemitraan ini dan menurunkan berkah dalam perniagaan mereka. Jika keduanya atau salah satu dari keduanya telah berkhianat, maka Allah meninggalkan mereka dengan tidak memberikan berkah dan pertolongan sehingga perniagaan itu merugi. Di samping itu masih banyak hadis yang lain yang menceritakan bahwa para sahabat telah mempraktekkan syirkah ini sementara Rasulullah SAW tidak pernah melarang mereka. Sehingga dapat disimpulkan bahwa Rasulullah telah memebrikan ketetapan kepada mereka.<br />
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3. Ijma’<br />
Kaum Muslimin telah sepakat dari dulu bahwa syirkah diperbolehkan, hanya saja mereka berbeda pandangan dalam hukum jenis-jenis syirkah yang banyak variasinya itu.<br />
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Jenis-jenis Syirkah/Musyarokah<br />
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Pada prinsipnya syirkah itu ada dua macam yaitu Syirkah amlak (kepemilikan) dan syirkah Uqud ( terjadi karena kontrak). Syirkah kepemilikan ini ada dua macam yaitu ikhtiari dan jabari. Ikhtiyari terjadi karena karena kehendak dua orang atau lebih untuk berkongsi sedangkan jabari terjadi karena kedua orang atau lebih tidak dapat mengelak untuk berkongsi misalnya dalam pewarisan.<br />
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Sedangkan syirkah uqud adalah perkongsian yang terjadi karena kesepakatan dua orang atau lebih untuk berkongsi modal, kerja atau keahlian dan jika perkongsiannya itu menghasilkan untung, maka hal itu akan dibagi bersama menurut saham dan kesepakatan masing-masing. Syirkah uqud ini memiliki banyak variasi yaitu syirkah ‘Inan, Mufawadhoh, Abdan, Wujuh dan Mudhorobah.<br />
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Bagaimana mendirikan Syirkah Uqud ?<br />
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Rukun Syirkah<br />
Menurut madzhab Hanafi hanya ada dua rukun dalam syirkah yaitu Ijab dan Qobul.<br />
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1. Syirkah ‘Inan<br />
‘Inan artinya sama dalam menyetorkan atau menawarkan modal. Syirkah ‘Inan merupakan suatu akad di mana dua orang atau lebih berkongsi dalam modal dan sama-sama memperdagangkannya dan bersekutu dalam keuntungan. Hukum jenis syirkah ini merupakan titik kesepakatan di kalangan para fukoha. Demikan juga syirkah ini merupakan bentuk syirkah yang paling banyak dipraktekkan kaum Muslimin di sepanjang sejarahnya. Hal ini disebabkan karena bentuk perkongsian ini lebih mudah dan praktis karena tidak mensyaratkan persamaan modal dan pekerjaan. Salah satu dari patner dapat memiliki modal yang lebih tinggi dari pada mitra yang lain. Begitu pula salah satu pihak dapat menjalankan perniagaan sementara yang lain tidak ikut serta. Pembagian keuntunganpun dapat dilakukan sesuai dengan kesepakatan mereka bahkan diperbolehkan salah seorang dari patner memiliki keuntungan lebih tinggi sekiranya ia memang lebih memiliki keahlian dan keuletan dari pada yang lain. Adapun kerugian harus dibagi menurut perbandingan saham yang dimiliki oleh masing-masing patner.<br />
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2. Syirkah Mufawadhoh<br />
Mufawadhoh artinya sama-sama. Syirkah ini dinamakan syirkah mufawadhoh karena modal yang disetor para patner dan usaha fisik yang dilakukan mereka sama atau proporsional. Jadi syirkah mufawadhoh merupakan suatu bentuk akad dari beberapa orang yang menyetorkan modal dan usaha fisik yang sama. Masing-masing patner saling menaggung satu dengan lainnya dalam hak dan kewajiban. Dalam syirkah ini tidak diperbolehkan satu patner memiliki modal dan keuntungan yang lebih tinggi dari para patner lainnya. Yang perlu diperhatian dalam syirkah ini adalah persamaan dalam segala hal di antara masing-masing patner.<br />
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3. Syirkah Wujuh<br />
Syirkah ini dibentuk tanpa modal dari para patner. Mereka hanya bermodalkan nama baik yang diraihnya karena kepribadiannya dan kejujurannya dalam berniaga. Syirkah ini terbentuk manakala ada dua orang atau lebih yang memiliki reputasi yang baik dalam bisnis memesan suatu barang untuk dibeli dengan kredit (tangguh) dan kemudian menjualnya dengan kontan. Keuntungan yang dihasilkan dari usaha ini kemudian dibagi menurut persyaratan yang telah disepakati antara mereka.<br />
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4. Syirkah Abdan (A’mal)<br />
Syirkah ini dibentuk oleh beberapa orang dengan modal profesi dan keahlian masing-masing. Profesi dan keahlian ini bisa sama dan bisa juga berbeda. Misalnya satu pihak tukang cukur dan pihak lainnya tukang jahit. Mereka menyewa satu tempat untuk perniagaannya dan bila mendapatkan keuntungan dibagi menurut kesepakatan di antara mereka. Syirkah ini dinamakan juga dengan syirkah shona’i atau taqobul.<br />
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Syarat-syarat umum syirkah<br />
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1. Jenis usaha fisik yang dilakukan dalam syirkah ini harus dapat diwakilkan kepada orang lain. Hal ini penting karena dalam kenyataan, sering kali satu patner mewakili perusahaan untuk melakukan dealing dengan perusahaan lain. Jika syarat ini tidak ada dalam jenis usaha, maka akan sulit menjalankan perusahaan dengan gesit.<br />
2. Keuntungan yang didapat nanti dari hasul usaha harus diketahui dengan jelas. Masing-masing patner harus mengetahui saham keuntungannya seperti 10 % atau 20 % misalnya.<br />
3. Keuntungan harus disebar kepada semua patner.<br />
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Syarat-syarat khusus<br />
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1. Modal yang disetor harus berupa barang yang dihadirkan. Tidak diperbolehkan modal masih berupah utang atau uang yang tidak dapat dihadirkan ketika akad atau beli. Tidak disyaratkan modal yang disetor oleh para patner itu dicampur satu sama lain. Karena syirkah ini dapat diwujudkan dengan akad dan bukan dengan modal.<br />
2. Modal harus berupa uang kontan. Tidak diperbolehkan modal dalam bentuk harta yang tidak bergerak atau barang. Karena barang-barang ini tidak dapat dijadikan ukuran sehingga akan menimbulkan persengketaan di kemudian hari karena keuntungan yang dihasilkannya juga menjadi tidak jelas proporsinya dengan modal yang disetor akibat sulitnya dinilai.<br />
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Persoalan syirkah ‘Inan<br />
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1. Persyaratan kerja fisik. Dalam syirkah ‘Inan dibolehkan masing-masing patner untuk menyepakati persyaratan bahwa masing-masing harus ikut kerja atau salah satu saja yang bekerja.<br />
2. Pembagian keuntungan. Keuntungan yang diraih bisa dibagi sama rata atau ada yang lebih tinggi. Sedangkan kerugian yang terjadi harus dibagi menurut kadar saham yang disetor oleh masing-masing patner.<br />
3. Hilangnya modal syirkah. Jika modal syirkah ini hancur sebagian atau seluruhnya sebelum pembelian dan sebelum dicampur, maka syirkah ini menjadi batal.<br />
4. Menjalankan modal syirkah. Masing-masing patner berhak untuk menjalankan modal perusahaan karena keduanya telah sepakat untuk berkongsi sehingga menimbulkan pengertian sudah ada izin dari masing-masing untuk menjalankan perusahaannya. Ini juga disebabkan karena syirkah pada hakekatnya mengandung pengertian perwakilan sehingga masing-masing patner mewakili yang lainnya.ferdian_rahmawanhttp://www.blogger.com/profile/05376428625203963411noreply@blogger.com0tag:blogger.com,1999:blog-1413423678899032952.post-71948975960623774272012-06-04T00:55:00.000-07:002012-06-04T00:55:22.427-07:00perbedaan bank syariah dan bank konvensional<a 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" 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" style="height: 191px; width: 263px;" width="263" /></a>Bank syariah adalah bank yang beroperasi berdasarkan syariah atau prinsip agama Islam. Sesuai dengan prinsip Islam yang melarang sistem bunga atau riba yang memberatkan, maka bank syariah beroperasi berdasarkan kemitraan pada semua aktivitas bisnis atas dasar kesetaraan dan keadilan.<br />
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Perbedaan yang mendasar antara bank syariah dengan bank konvensional, antara lain :<br />
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1. Perbedaan Falsafah<br />
Perbedaan pokok antara bank konvensional dengan bank syariah terletak pada landasan falsafah yang dianutnya. Bank syariah tidak melaksanakan sistem bunga dalam seluruh aktivitasnya sedangkan bank kovensional justru kebalikannya. Hal inilah yang menjadi perbedaan yang sangat mendalam terhadap produk-produk yang dikembangkan oleh bank syariah, dimana untuk menghindari sistem bunga maka sistem yang dikembangkan adalah jual beli serta kemitraan yang dilaksanakan dalam bentuk bagi hasil. Dengan demikian sebenarnya semua jenis transaksi perniagaan melalu bank syariah diperbolehkan asalkan tidak mengandung unsur bunga (riba). Riba secara sederhana berarti sistem bunga berbunga atau compound interest dalam semua prosesnya bisa mengakibatkan membengkaknya kewajiban salah satu pihak seperti efek bola salju pada cerita di awal artikel ini. Sangat menguntungkan saya tapi berakibat fatal untuk banknya. Riba, sangat berpotensi untuk mengakibatkan keuntungan besar disuatu pihak namun kerugian besar dipihak lain, atau malah ke dua-duanya.<br />
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2. Konsep Pengelolaan Dana Nasabah<br />
Dalam sistem bank syariah dana nasabah dikelola dalam bentuk titipan maupun investasi. Cara titipan dan investasi jelas berbeda dengan deposito pada bank konvensional dimana deposito merupakan upaya mem-bungakan uang. Konsep dana titipan berarti kapan saja si nasabah membutuhkan, maka bank syariah harus dapat memenuhinya, akibatnya dana titipan menjadi sangat likuid. Likuiditas yang tinggi inilah membuat dana titipan kurang memenuhi syarat suatu investasi yang membutuhkan pengendapan dana. Karena pengendapan dananya tidak lama alias cuma titipan maka bank boleh saja tidak memberikan imbal hasil. Sedangkan jika dana nasabah tersebut diinvestasikan, maka karena konsep investasi adalah usaha yang menanggung risiko, artinya setiap kesempatan untuk memperoleh keuntungan dari usaha yang dilaksanakan, didalamnya terdapat pula risiko untuk menerima kerugian, maka antara nasabah dan banknya sama-sama saling berbagi baik keuntungan maupun risiko.<br />
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Sesuai dengan fungsi bank sebagai intermediary yaitu lembaga keuangan penyalur dana nasabah penyimpan kepada nasabah peminjam, dana nasabah yang terkumpul dengan cara titipan atau investasi tadi kemudian, dimanfaatkan atau disalurkan ke dalam traksaksi perniagaan yang diperbolehkan pada sistem syariah. Hasil keuntungan dari pemanfaatan dana nasabah yang disalurkan ke dalam berbagai usaha itulah yang akan dibagikan kepada nasabah. Hasil usaha semakin tingi maka semakin besar pula keuntungan yang dibagikan bank kepada dan nasabahnya. Namun jika keuntungannya kecil otomatis semakin kecil pula keuntungan yang dibagikan bank kepada nasabahnya. Jadi konsep bagi hasil hanya bisa berjalan jika dana nasabah di bank di investasikan terlebih dahulu kedalam usaha, barulah keuntungan usahanya dibagikan. Berbeda dengan simpanan nasabah di bank konvensional, tidak peduli apakah simpanan tersebut di salurkan ke dalam usaha atau tidak, bank tetap wajib membayar bunganya.<br />
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Dengan demikian sistem bagi hasil membuat besar kecilnya keuntungan yang diterima nasabah mengikuti besar kecilnya keuntungan bank syariah. Semakin besar keuntungan bank syariah semakin besar pula keuntungan nasabahnya. Berbeda dengan bank konvensional, keuntungan banknya tidak dibagikan kepada nasabahnya. Tidak peduli berapapun jumlah keuntungan bank konvesional, nasabah hanya dibayar sejumlah prosentase dari dana yang disimpannya saja.<br />
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3. Kewajiban Mengelola Zakat<br />
Bank syariah diwajibkan menjadi pengelola zakat yaitu dalam arti wajib membayar zakat, menghimpun, mengadministrasikannya dan mendistribusikannya. Hal ini merupakan fungsi dan peran yang melekat pada bank syariah untuk memobilisasi dana-dana sosial (zakat. Infak, sedekah)<br />
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4. Struktur Organisasi<br />
Di dalam struktur organisasi suatu bank syariah diharuskan adanya Dewan Pengawas Syariah (DPS). DPS bertugas mengawasi segala aktifitas bank agar selalu sesuai dengan prinsip-prinsip syariah. DPS ini dibawahi oleh Dewan Syariah Nasional (DSN). Berdasarkan laporan dari DPS pada masing-masing lembaga keuangan syariah, DSN dapat memberikan teguran jika lembaga yang bersangkutan menyimpang. DSN juga dapat mengajukan rekomendasi kepada lembaga yang memiliki otoritas seperti Bank Indonesia dan Departemen Keuangan untuk memberikan sangsi.<br />
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Bagaimana Nasabah Mendapat Keuntungan<br />
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Jika bank konvensional membayar bunga kepada nasabahnya, maka bank syariah membayar bagi hasil keuntungan sesuai dengan kesepakatan. Kesepakatan bagi hasil ini ditetapkan dengan suatu angka ratio bagi hasil atau nisbah. Nisbah antara bank dengan nasabahnya ditentukan di awal, misalnya ditentukan porsi masing-masing pihak 60:40, yang berarti atas hasil usaha yang diperolah akan didisitribusikan sebesar 60% bagi nasabah dan 40% bagi bank. Angka nisbah ini dengan mudah Anda dapatkan informasinya dengan bertanya ke customer service atau datang langsung dan melihat papan display “ Perhitugan dan Distribusi Bagi Hasil” yang ada di cabang bank syariah.ferdian_rahmawanhttp://www.blogger.com/profile/05376428625203963411noreply@blogger.com0tag:blogger.com,1999:blog-1413423678899032952.post-40663094494502422382012-06-04T00:44:00.000-07:002012-06-04T00:44:37.590-07:00hukum di indonesia<img alt="" class="rg_hi uh_hi" data-height="201" data-width="200" height="201" id="rg_hi" src="https://encrypted-tbn0.google.com/images?q=tbn:ANd9GcSx-g-adEiiS2swmKd3sErf67gA6BKFJ61cFRsld0kiuJvo7G9U" style="height: 201px; width: 200px;" width="200" /><br />
Penegakan hukum yang bertanggungjawab (akuntabel) dapat diartikan sebagai suatu upaya pelaksanaan penegakan hukum yang dapat dipertanggungjawabkan kepada publik, bangsa dan negara yang berkaitan terhadap adanya kepastian hukum dalam sistem hukum yang berlaku, juga berkaitan dengan kemanfaatan hukum dan keadilan bagi masyarakat. Proses penegakan hukum memang tidak dapat dipisahkan dengan sistem hukum itu sendiri. Sedang sistem hukum dapat diartikan merupakan bagian-bagian proses / tahapan yang saling bergantung yang harus dijalankan serta dipatuhi oleh Penegak Hukum dan Masyarakat yang menuju pada tegaknya kepastian hukum. Sudah menjadi rahasia umum bahwa penegakan hukum di Indonesia sangat memprihatinkan, di samping itu anehnya masyarakatpun tidak pernah jera untuk terus melanggar hukum, sehingga masyarakat sudah sangat terlatih bagaimana mengatasinya jika terjadi pelanggaran-pelanggaran hukum yang dilakukannya, apakah itu bentuk pelanggaran lalu-lintas, atau melakukan delik-delik umum, atau melakukan tindak pidana korupsi, tidak menjadi masalah. Sebagian besar masyarakat kita telah terlatih benar bagaimana mempengaruhi proses hukum yang berjalan agar ia dapat terlepas dari jerat hukumannya. Kenyataan ini merupakan salah satu indikator buruknya law enforcement di negeri ini. Sekalipun tidak komprehensif perlu ada angkah-langkah untuk membangun sistem penegakan hukum yang akuntabel, antara lain : 1). Perlunya penyempurnaan atau memperbaharui serta melengkapi perangkat hukum dan perundang-undangan yang ada, sebagai contoh, perlunya ditindaklanjuti dengan mengeluarkan Peraturan Pemerintah (PP) dari UU No.4 tahun 2004 terutama yang mengatur tentang pemberian sanksi pidana bagi pelanggar KUHAP, khususnya bagi mereka, yang ditangkap, ditahan,dituntut, atau diadili tanpa berdasarkan hukum yang jelas, atau karena kekeliruan orang atau hukum yang diterapkan sebagaimana telah ditegaskan dalam pasal 9 ayat (2) UU No. 4 tahun 2004 tentang Kekuasaan Kehakiman ; 2) Meningkatkan kualitas Sumber Daya Manusia (SDM) Penegak Hukum baik dari segi moralitas dan intelektualitasnya, karena tidak sedikit Penegak Hukum yang ada saat ini, tidak paham betul idealisme hukum yang sedang ditegakkannya ; 3). Dibentuknya suatu lembaga yang independen oleh Pemerintah dimana para anggotanya terdiri dari unsur-unsur masyarakat luas yang cerdas (non Hakim aktif, Jaksa aktif dan Polisi aktif) yang bertujuan mengawasi proses penegakan hukum ( law enforcemen’ ) dimana lembaga tersebut nantinya berwenang merekomendasikan agar diberikannya sanksi bagi para penegak hukum yang melanggar moralitas hukum dan / atau melanggar proses penegakan hukum [ vide : pasal 9 ayat (1) dan (2) UU No.4 tahun 2004 tentang Kekuasaan Kehakiman , Jo. pasal 17 Jo psl. 3 ayat (2 ) dan (3) Jo. Psl.18 ayat (1) dan (4) UU No.39 tahun 1999 tentang Hak Asasi Manusia (HAM) ] ; 4) Perlu dilakukannya standarisasi dan pemberian tambahan kesejahteraan yang memadai khususnya bagi Penegak Hukum yang digaji yaitu : Hakim, Jaksa dan Polisi ( Non Advokat ) agar profesionalisme mereka sebagai bagian terbesar penegak hukum di Indonesia dalam kerjanya lebih fokus menegakkan hukum sesuai dari tujuan hukum itu sendiri ;. 5) Dilakukannya sosialisasi hukum dan perundang-undangan secara intensif kepada masyarakat luas sebagai konsekuensi asas hukum yang mengatakan bahwa ; “ setiap masyarakat dianggap tahu hukum ”, sekalipun produk hukum tersebut baru saja disahkan dan diundangkan serta diumumkan dalam Berita Negara. Disini peran Lembaga Bantuan Hukum atau LBH-LBH dan LSM-LSM atau lembaga yang sejenis sangat diperlukan terutama dalam melakukan “advokasi” agar hukum dan peraturan perundang-undangan dapat benar-benar disosialisasikan dan dipatuhi oleh semua komponen yang ada di negeri ini demi tercapainya tujuan hukum itu sendiri ;. 6). Membangun tekad (komitmen) bersama dari para penegak hukum yang konsisten. Komitmen ini diharapkan dapat lahir terutama yang dimulai dan diprakarsai oleh “Catur Wangsa” atau 4 unsur Penegak Hukum, yaitu : Hakim, Advokat, Jaksa dan Polisi, kemudian komitmen tersebut dapat dicontoh dan diikuti pula oleh seluruh lapisan masyarakat ; Namun usul langkah-langkah di atas untuk membangun sistem penegakan hukum yang akuntabel tentu tidak dapat berjalan mulus tanpa ada dukungan penuh dari Pemerintahan yang bersih (‘clean government’), karena penegakan hukum (‘law enforcement’) adalah bagian dari sistem hukum pemerintahan. Pemerintahan negara ( ‘lapuissance de executrice’) harus menjamin kemandirian institusi penegak hukum yang dibawahinya dalam hal ini institusi “Kejaksaan” dan “Kepolisian” karena sesungguhnya terjaminnya institusi penegakan hukum merupakan platform dari politik hukum pemerintah yang berupaya mengkondisi tata-prilaku masyarakat indonesia yang sadar dan patuh pada hukum dalam kehidupan berbangsa dan bernegara. Penegakan hukum yang akuntabel merupakan dasar dan bukti bahwa Indonesia benar-benar sebagai Negara Hukum ( ‘rechtsstaat’ ). Di samping itu rakyat harus diberitahu kriteria / ukuran yang dijadikan dasar untuk menilai suatu penegakan hukum yang dapat dipertanggungjawabkan kepada publik guna menciptakan budaya kontrol dari masyarakat, tanpa itu penegakan hukum yang baik di Indonesia hanya ada di Republik Mimpi.ferdian_rahmawanhttp://www.blogger.com/profile/05376428625203963411noreply@blogger.com0tag:blogger.com,1999:blog-1413423678899032952.post-90820763394113758972012-06-02T11:32:00.000-07:002012-06-02T11:32:57.710-07:00Pendidikan bukanlah mengisi gelas kosong<img alt="" 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" />Pendidikan yang membebaskan bukanlah memberikan banyak pelajaran kepada anak didik hingga ia menguasai banyak ilmu pengetahuan. Sama sekali bukan. Ibarat mengisi gelas kosong maka pendidikan bertugas mengisi air ilmu pengetahuan sehingga gelas itu penuh. Bila sudah penuh maka berhasillah pendidikan itu. Sungguh, pendidikan yang demikian bukanlah model pendidikan yang membebaskan.<br />
Bila demikian yang terjadi, murid akan selalu menjadi objek sedangkan guru yang menjadi subjek. Murid tidak pernah ditanya apa yang dibutuhkan dan disenanginya, namun pendidikan terus memberikan apa saja yang dinilainya penting dibutuhkan oleh anak didik. Murid mau atau tidak mau, suka atau tidak suka, harus menerima dan menjalani proses pendidikan yang diberikan oleh sang pendidik atau lembaga pendidikan yang diikutinya.<br />
Pendidikan yang membebaskan adalah pendidikan yang diberikan kepada anak didik sesuai dengan perkembangan dan potensi yang dimiliki oleh anak didik agar tumbuh dan berkembang menjadi manusia yang merdeka. Sungguh, hanya manusia merdeka yang bisa merasakan kebahagiaan dalam hidup. Inilah hal yang mendasar dalam pendidikan yang membebaskan. Bahasa ekstremnya, hasil dari pendidikan yang membebaskan lebih baik menjadi pekerja sederhana yang bahagia daripada sarjana yang selalu saja gelisah dalam hidupnya.<span id="more-1188"></span><br />
Dengan demikian, memerhatikan potensi yang dimiliki oleh anak didik adalah hal yang tidak boleh ditinggalkan dalam pendidikan yang membebaskan. Di sinilah sesungguhnya dibutuhkan seorang pendidik yang jeli dan bisa membaca kebutuhan sekaligus potensi yang dimiliki oleh setiap anak didiknya. Dengan demikian, seorang pendidik bisa memberikan apa yang dibutuhkan oleh anak didik sesuai dengan apa yang dibutuhkannya. Sungguh, anak didik bukanlah robot-robot yang siap dijadikan apa saja setelah melalui proses pendidikan.<br />
Pemahaman seperti tersebut di atas, sesungguhnya tidak hanya penting bagi para pendidik dan orang-orang yang berkecimpung di dunia pendidikan. Akan tetapi, penting juga bagi setiap orangtua. Ada seorang anak yang sangat mencintai ilmu biologi ketika duduk di bangku SMA. Sang anak ingin melanjutkan kuliah pada jurusan dan fakultas yang sesuai dengan ilmu biologi. Namun, ayahnya yang seorang sarjana teknik bersikeras agar anaknya melanjutkan kuliah di fakultas teknik. Maka, sang anak yang tidak ingin dituduh sebagai anak yang durhaka kepada orangtua akhirnya hanya bisa menuruti keinginan sang ayah.<br />
Pada saat kuliah, sang anak yang sesungguhnya tidak menyukai fakultas teknik, tidak bisa belajar dengan baik. Hal ini terjadi karena sang anak tidak mempunyai kecintaan dan semangat untuk belajar ilmu teknik. Bila sudah begini, siapakah sesungguhnya yang menjadi korban? Sekian tahun sang anak memaksakan diri mempelajari ilmu pengetahuan yang sesungguhnya ia sama sekali tidak menyukainya.<br />
Setelah berjuang sekuat tenaga menyelesaikan kuliahnya di fakultas teknik, sang anak pun akhirnya lulus dengan nilai yang tidak begitu memuaskan. Sudah selesaikah penderitaan sang anak? Ternyata belum. Setelah lulus dari fakultas teknik, sang anak dipaksa oleh orangtuanya untuk bekerja di sebuah instansi di mana ayahnya bekerja di sana sebagai sarjana teknik. Lagi-lagi, sang anak yang sebelumnya sudah menyatakan ketidaksetujuannya dengan sang ayah hanya bisa menangis dan akhirnya menuruti kehendak sang ayah yang keras kepala. Jadilah sang anak bekerja di sebuah instansi yang sesungguhnya tidak sesuai dengan pilihan dan cita-citanya.<br />
Pembaca yang budiman, kisah dari sang anak yang dipaksa ayahnya untuk kuliah dan bahkan untuk bekerja sesuai dengan kehendak orangtuanya di atas sama sekali bukan sekadar ilustrasi dari tulisan ini yang diangkat dari kisah rekaan. Sungguh, penulis mendapatkan cerita langsung dari sang anak tersebut yang kini telah bekerja di sebuah instansi, yang sekali lagi, di luar keinginannnya. Inilah yang penulis maksudkan jangan sampai terjadi dalam dunia pendidikan kita.<br />
Orangtua memang mendapatkan amanat dari Tuhan untuk mendidik anaknya agar menjadi orang yang baik dan bertakwa kepada-Nya. Namun, bukan berarti bisa bertindak semena-mena sesuai dengan kehendaknya sendiri tanpa mendengar apa yang menjadi keinginan sang anak. Demikian pula dengan dunia pendidikan, yang dalam hal ini adalah pendidikan secara formal di sekolah. Lembaga pendidikan yang dipercaya oleh masyarakat ini hendaknya juga bisa menemukan apa yang menjadi keinginan dan cita-cita dari peserta didiknya sehingga dapat mengembangkan pendidikan yang diselenggarakannya dengan penuh semangat dan kegembiraan bersama anak didik.<br />
Jika pendidikan masih memberlakukan anak didik sebagai gelas kosong, yang akan diisi apa saja sesuai dengan kehendak orang-orang yang bertindak dan mempunyai kebijakan di dunia pendidikan, maka akan hanya menghasilkan manusia-manusia yang jauh dari merdeka. Mereka hanyalah manusia yang dicetak untuk menjadi pelaku industri di dunia kapitalisme atau beragam kepentingan kekuasaan yang ada.<br />
Dalam pendidikan yang tidak membebaskan, murid tidak pernah dipandang sebagai pribadi yang mempunyai pilihan dan berkemampuan untuk berkreasi. Murid dipandang seakan sebuah benda yang siap menerima dengan pasif sederet dalil pengetahuan dari seorang guru. Bila sudah begini, maka pengertian, pemahaman, dan kesadaran akan ilmu pengetahuan yang diberikan seorang guru kepada muridnya sudah bukan hal yang penting lagi. Ciri dari pendidikan yang semacam ini biasanya lebih mengajarkan menghafal kepada murid-muridnya daripada memahami, pilihan tertutup daripada esai, atau menyalin dan mencatat daripada membahasakannya kembali dengan cara atau apalagi pemahaman baru.<br />
Sudah tentu kita tidak menginginkan model pendidikan sebagaimana tersebut. Kita menginginkan pendidikan yang membebaskan sehingga anak didik dapat menjadi manusia yang lebih tercerahkan. Dalam pendidikan yang membebaskan sangat menghargai proses daripada hasil pendidikan. Proses yang terjadi dalam pendidikan yang dilakukan dengan penuh kesadaran dalam rangka untuk memperoleh pemahaman akan ilmu pengetahuan itu jauh lebih penting daripada hafalan-hafalan akan teori ilmu pengetahuan.<br />
Bila merujuk pada pemikiran Freire, pendidikan yang membebaskan adalah pendidikan yang menumbuhkan kesadaran kritis yang mendorong kemampuan anak didik untuk memiliki kedalaman menafsirkan persoalan nyata dalam kehidupannya. Bila sudah demikian, menurut Freire, pendidikan yang membebaskan juga membangun kepercayaan diri anak didik untuk menyikapi keadaan yang terjadi. Oleh karena itu, proses dalam pendidikan dinilai lebih penting daripada hasil itu sendiri.<br />
Dengan demikian, pendidikan tak sama dengan mengisi gelas kosong anak didik dengan ilmu pengetahuan bermakna pendidikan yang menghargai betapa pentingnya anak didik berproses. Proses dalam belajar dimaknai sebagai dinamika pergerakan dari sebuah tingkat kesadaran tertentu menuju tingkat kesadaran yang lebih tinggi. Hal ini penting bagi anak didik yang menjalani proses belajar agar lebih mudah memahami apa yang sedang dipelajarinya, mempraktikkannya, dan mempunyai sikap ketika menghadapi permasalahan.<br />
Salam Pendidikan Indonesia,ferdian_rahmawanhttp://www.blogger.com/profile/05376428625203963411noreply@blogger.com1tag:blogger.com,1999:blog-1413423678899032952.post-533934110428162942012-06-02T11:26:00.000-07:002012-06-02T11:26:50.328-07:00Menjadi Guru Yang Baik Atau Tidak Sama Sekali<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2_u38sNRMu4Qkis-ovN3199S7ibnVvBJUlVJnz8Qp6VmOwpdhRgMJg9KY4vj7k4bDpVia00iGbRhbILD_eKmx-7GQbc4CIi3Jf1Yi8aGsREhphKn07oMPR3zbR6OsCzNfoDbc2Pv_Pg/s1600/Guru+yang+baik.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2_u38sNRMu4Qkis-ovN3199S7ibnVvBJUlVJnz8Qp6VmOwpdhRgMJg9KY4vj7k4bDpVia00iGbRhbILD_eKmx-7GQbc4CIi3Jf1Yi8aGsREhphKn07oMPR3zbR6OsCzNfoDbc2Pv_Pg/s1600/Guru+yang+baik.jpg" /></a></div><div class="MsoNormal" style="line-height: normal; margin: .75pt; mso-outline-level: 1; text-indent: .75pt;"> <b>Tantangan Guru di Era Global dan Otonomi Daerah</b></div><div class="MsoNormal" style="line-height: normal; margin: .75pt; text-indent: .75pt;"> </div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> Memasuki abad ke 21 kita menghadapi perubahan-perubahan besar dan amat fundamental dilingkungan global. Perubahan lingkungan strategis pada tataran global tersebut tercermin pada pembentukan forum-forum seperti GATT, WTO, dan APEC, NAFTA dan AFTA, IMG-GT, IMS-GT, BIMP-EAGA, dan SOSEKMALINDO yang merupakan usaha untuk menyongsong perdagangan bebas dimana pasti akan berlangsung tingkat persaingan yang amat ketat. Suatu perubahan regulasi yang semula monopoli (<i>monopoly</i>) menjadi persaingan bebas (<i>free competition</i>). Demikian pula, terjadi pada pasar yang pada awalnya berorientasi pada produk (<i>product oriented)</i> beralih pada orientasi pasar (<i>market driven</i>), serta dari proteksi (protection) berpindah menjadi pasar bebas (<i>free market</i> ). </div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> Kemajuan ekonomi diberbagai negara, sangat terkait dengan kualitas Sumber Daya Manusia. Contohnya Singapura dan Jepang. Walaupun sumber daya alam yang dimilikinya terbatas, tetapi karena kualitas sumber daya manusianya unggul, kedua negara tersebut menjadi pemimpin ekonomi di kawasan Asia. Untuk itu perlu mengantisipasi keadaan ini dengan memperkuat kemampuan bersaing diberbagai bidang dengan pengembangan Sumber Daya Manusia. Sayangnya SDM kita saat ini memprihatinkan, menurut UNDP. Indonesia menempati peringkat 109 dari 174, peringkat daya saing ke –46 yang paling bawah di kawasan Asia Tenggara, Singapura ke-2, Malaysia ke-27. Phillipina ke –32, dan Tailand ke –34, dan termasuk negara yang paling korup didunia.</div><a href="" name="more"></a><br />
<div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> Dalam upaya peningkatan SDM, peranan pendidikan cukup menonjol. Dari pengalaman beberapa negara menunjukkan bahwa dalam menuju perubahan struktural, dengan meningkatnya pembangunan ekonomi telah terjadi proporsi tenaga kerja di bawah pendidikan dasar yang semakin mengecil, sedangkan proporsi tengan kerja berpendidikan menengah dan tinggi semakin meningkat. Berbeda dengan negara lain yang mengalami tinggal landas, proporsi yang berpendidikan dasar dan menengah di Korea pada pertengahan tahun 70-an cukup besar yaitu 19 persen tidak berpendidikan, 43 persen berpendidikan dasar, 31 persen berpendidikan menengah dan 7 persen berpendidikan tinggi (Macharany, 1990). Selanjutnya, Yudo Swasono dan Boediono (Macharany, 1990) mengungkapkan bahwa struktur tenaga kerja Indonesia pada tahun 1985 adalah 53 persen tidak berpendidikan, 34 persen berpendidikan dasar, 11 persen berpendidiian menengah dan 2 persen berpendidikan tinggi. Bila kita ingin mencapai tinggal landas seperti Korea, diperkirakan struktur tenaga kerja menurut pendidikan dalam tiga skenario pertumbuhan GDP per kapita, yaitu rendah 6 persen, sedang 7 persen, dan tinggi 8 persen pada tahun 2019. </div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> Di era otonomi daerah kebijakan strategis yang diambil Direktorat Jenderal Pendidikan Dasar dan Menengah dalam meningkatkan mutu pendidikan untuk mengembangkan SDM adalah : (1) Manajemen peningkatan mutu berbasis sekolah (<i>school based management</i>) dimana sekolah diberikan kewenangan untuk merencanakan sendiri upaya peningkatan mutu secara keseluruhan; (2) Pendidikan yang berbasiskan pada partisipasi komunitas (<i>community based education</i>) di mana terjadi interaksi yang positif antara sekolah dengan masyarakat, sekolah sebagai <i>community learning center</i>; dan (3) Dengan menggunakan paradigma belajar atau <i>learning paradigm</i> yang akan menjadikan pelajar-pelajar atau<b><i> </i></b><i>learner</i> menjadi manusia yang diberdayakan. Selain itu pada pemerintah telah mengumumkan suatu gerakan nasional untuk peningkatan mutu pendidikan, sekaligus menghantar perluasan pendekatan <i>Broad Base Education System (BBE)</i> yang memberi pembekalan kepada pelajar untuk siap bekerja membangun keluarga sejahtera. Dengan pendekatan itu setiap siswa diharapkan akan mendapatkan pembekalan <i>life skills</i> yang berisi pemahaman yang luas dan mendalam tentang lingkungan dan kemampuannya agar akrab dan saling memberi manfaat. Lingkungan sekitarnya dapat memperoleh masukan baru dari insan yang mencintainya, dan lingkungannya dapat memberikan topangan hidup yang mengantarkan manusia yang mencintainya menikmati kesejahteraan dunia akhirat (Depdiknas, 2000).</div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> </div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> <b>Menjadi Guru Yang Profesional</b></div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> Apa yang diharapkan dari seorang guru untuk menghadapi tantangan era global, era otonomi daerah dalam merealisasikan program pemerintah dalam bidang pendidikan?. jawabannya hanya sederhana : ” <i>Menjadi guru yang baik, atau tidak sama sekali</i>”. Tidak ada diantara kita yang dipaksa menjadi guru yang ada hanya terpaksa menjadi guru dan secara sukarela menjadi guru. Apapun itu yang penting untuk menjadi guru maka tugas mulia ini mesti dilaksanakan dengan penuh tanggung jawab dan pengabdian. Guru yang baik diharapkan untuk menjadikan dirinya secara profesional, dan untuk mendapatkan guru yang profesional merupakan suatu keharusan. </div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> </div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> Moh Uzer Usman (2000) mengemukakan tiga tugas guru sebagai profesi meliputi mendidik, mengajar dan melatih. (1) mendidik berarti meneruskan dan mengembangkan nilai-nilai hidup, (2) mengajar berarti meneruskan dan mengembangkan ilmu pengetahuan, (3) melatih berarti mengembangkan keterampilan-keterampilan pada siswa. DG Amstrong mengemukakan ada lima tugas dan tanggung jawab pengajar, yakni tanggung jawab dalam (1) pengajaran, (2) bimbingan belajar, (3) pengembangan kurikulum, (4) pengembangan profesinya, dan (5) pembinaan kerjasama dengan masyarakat.</div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> Untuk dapat melaksanakan tugas dan tanggung jawab diatas, seorang guru dituntut memiliki beberapa kemampuan dan keterampilan tertentu. Kemampuan dan keterampilan tersebut sebagai bagian dari kompetensi profesionalisme guru. Kompetensi merupakan suatu kemampuan yang mutlak dimiliki oleh guru agar tugasnya sebagai pendidik dapat terlaksana dengan baik. </div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> Glasser dalam Nana Sudjana (1988) mengemukakan empat jenis kompetensi tenaga pengajar, yakni (a) mempunyai pengetahuan belajar dan tingkah laku manusia, (b) menguasai bidang ilmu yang dibinanya, (c) memiliki sikap yang tepat tentang dirinya sendiri dan teman sejawat serta bidang ilmunya , (d) keterampilan mengajar.</div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> </div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> <b>Upaya Meningkatkan Citra Guru</b></div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> </div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> Untuk meningkatkan mutu pendidikan secara formal aspek guru mempunyai peranan penting dalam mewujudkannya, disamping aspek lainnya seperti sarana/prasarana, kurikulum, siswa, manajemen, dan pengadaan buku. Guru merupakan kunci keberhasilan pendidikan, sebab inti dari kegiatan pendidikan adalah belajar mengajar yang memerlukan peran dari guru di dalamnya. </div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> Berdasarkan hasil studi di negara-negara berkembang, guru memberikan sumbangan dalam prestasi belajar siswa (36%), selanjutnya manajemen (23%), waktu belajar (22%), dan sarana fisik (19%). Aspek yang berkaitan dengan guru adalah menyangkut citra/mutu guru dan kesejahteraan (Indra Djati Sidi, 2000)</div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> Citra/mutu guru saat ini sering didengung-dengungkan dan dibicarakan orang baik yang pro dan kontra dan semakin lama citra guru semakin terpuruk. Masyarakat sering mengeluh dan menuding guru tidak mampu mengajar manakala putra-putrinya memperoleh nilai rendah, rangkingnya merosot, atau NEM-nya anjlok. Akhirnya sebagian orang tua mengikut sertakan putra/putrinya untuk kursus, privat atau bimbingan belajar. Pihak dunia kerja ikut memprotes guru karena kualitas lulusan yang diterimanya tidak sesuai keinginan dunia kerja. Belum lagi mengenai kenakalan dan dekadensi moral para pelajar yang belakangan semakin marak saja, hal ini sering dipersepsikan bahwa guru gagal dalam mendidik anak bangsa.</div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> </div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> Rendahnya mutu guru menurut J. Sudarminta (2000) amtara lain tampak dari gejala-gejala berikut : (1) lemahnya penguasaan bahan yang diajarkan; (2) ketidaksesuaian antara bidang studi yang dipelajari guru dan yang dalam kenyataan lapangan yang diajarkan; (3) kurang efektifnya cara pengajaran; (4) kurangnya wibawa guru di hadapan murid; (4) lemahnya motivasi dan dedikasi untuk menjadi pendidik yang sungguh-sungguh; semakin banyak yang kebetulan menjadi guru dan tidak betul-betul menjadi guru; (6) kurangnya kematangan emosional, kemandirian berpikir, dan keteguhan sikap dalam cukup banyak guru sehingga dari kepribadian mereka sebenarnya tidak siap sebagai pendidik; kebanyakan guru dalam hubungan dengan murid masih hanya berfungsi sebagai pengajar dan belum sebagai pendidik; (7) relatif rendahnya tingkat intelektual para mahasiswa calon guru yang masuk LPTK (Lembaga Pengadaan Tenaga Kependidikan) dibandingkan dengan yang masuk Universitas.</div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> Sementara itu Nana Sudjana (2000) menjelaskan rendahnya pengakuan masyarakat terhadap profesi guru disebabkan oleh faktor berikut : (1) adanya pandangan sebagian masyarakat, bahwa siapapun dapat menjadi guru asalkan ia berpengetahuan; (2) kekurangan guru di daerah terpencil, memberikan peluang untuk mengangkat seseorang yang tidak mempunyai keahlian untuk menjadi guru; (3) banyak guru yang belum menghargai profesinya, apalagi berusaha mengembangkan profesinya itu. Perasaan rendah diri karena menjadi guru, penyalahgunaan profesi untuk kepuasan dan kepentingan pribadinya, sehingga wibawa guru semakin merosot. Sedang Muhibbin Syah (2000) menyorot rendahnya tingkat kompetensi profesionalisme guru. Penguasaan guru terhadap materi dan metode pengajaran masih berada di bawah standar. </div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> </div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> Oleh karena itu usaha untuk meningkatkan mutu/citra guru salah satu komponen yang berperan adalah meningkatkan profesional guru yang bercirikan : menguasai tugas, peran dan kompetensinya, mempunyai komitmen yang tinggi terhadap profesinya, dan menganut paradigma belajar bukan saja di kelas tetapi juga bagi dirinya sendiri melakukan pendidikan berkelanjutan sepanjang masa.</div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> Di dalam penelitian yang dilakukan di Amerika Serikat telah dikembangakan konsep <i>Next Century School (NCS)</i> sebagai berikut : (i) guru sebagai pelatih yang mendorong siswanya untuk mau meningkatkan prestasinya, <b>guru tidak selalu lebih pintar dari siswa</b>. Guru bersama-sama siswa berupaya keras untuk meningkatkan prestasi siswa. Mereka merupakan team work yang padu, (ii) Sebagai konselor, sebagai sahabat siswa yang menjadi tempat mendiskusikan berbagai masalah kehidupan, bersama-sama mencari solusi. Guru dapat menjadi teladan atau idola siswa; (iii) guru menjadi manajer belajar, artinya bersama-sama dengan siswa mencari pengaturan yang optimal untuk mengelola waktu belajar. Dengan singkat dapat disampaikan bahwa hubungan antara guru dengan siswa tidak dibatasi oleh ruang kelas, di pasar, dilapangan, di perpustakaan, di tempat rekreasi dan lain-lain. Hal inilah yang akan menciptakan suasana yang kondusif yang didasarkan hubungan harmonis antara guru dengan siswa (Indra Djati Sidi, 2000). Dengan demikian proses penuingkatan mutu guru ditekankan pada proses berkelanjutan melalui pemberdayaan diri sendiri.</div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> Sejalan dengan kehidupan yang serba materialisme dan konsumerisme yang membudaya dikalangan kita maka berdampak pula terhadap citra guru. Guru yang penghasilannya pas-pasan membuat masyarakat kurang menghargai profesinya. Guru terpaksa harus mencari penghasilan tambahan seperti mengojek, menghonor di sekolah lain, memberi les/privat dan lain-lain yang menyebabkan guru kurang persiapan dalam mengajar dan mengajar apa adanya. Turunnya semangat guru tidak terlepas dari kesejahteraan saat ini. Misalnya kasus manipulasi NEM oleh oknum guru di beberapa daerah, hanyalah untuk mendapatkan imbalan yang tidak seberapa besarnya. </div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> </div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> <b>Penutup</b></div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> Guru yang profesional tidak hanya tahu akan tugas, peranan dan kompetensinya namun juga dapat melaksanakan apa-apa yang menjadi tugas dan peranannya, dan selalu meningkatkan kompetensinya agar tercapai kondisi proses belajar mengajar yang efektif dan tercapai tujuan belajar secara optimal. Guru yang profesional selalu belajar dan belajar untuk mengembangkan profesinya.</div><div style="text-align: justify;"> Sebagai guru yang baik dengan tingkat kesejahteraan yang masih rendah maka seharusnya tidak usah berkeluh kesah, dan menurunkan semangat kerja. Sebagai orang-orang yang berpendidikan seharusnya guru dapat mengatasi persoalan ekonomi baik secara individual maupun secara kooperatif. Guru membekali dirinya dengan kemampuan untuk berwirausaha. Kita syah-syah saja mencari penghasilan tambahan, sebagaimana dokter yang penghasilannya lebih besar dari guru, masih ngobyek untuk menambahi penghasilannya, asal tidak meninggalkan kewajiban utamanya sebagai pendidik. Guru tidak boleh mengorbankan pelajar karena sedang ada bisnis. Kewajiban utama tetap dikedepankan, baru sisa waktu (waktu luang) untuk kerja sambilan. Sebab jika guru terlalu berorientasi pada upaya penumpukan materi (kekayaan) dikhawatirkan akan melalaikan fungsi guru sebagai pendidik. </div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> Kekhawatiran akan fungsi guru bukan lagi pendidik telah telah terbukti, akhir-akhir ini jumlah tenaga guru semakin sedikit, sebaliknya jumlah pengajar terus membengkak. Menurut Menteri Pendidikan Nasional dalam sambutan pelantikan rektor Universitas Surabaya (Unesa) di Surabaya mengatakan :”Indonesia saat ini minus tenaga guru, yang banyak adalah tenaga pengajar. Dia bekerja per jam, dan setiap jam minta bayaran”. Guru, menurut Malik Fadjar, lebih dari sekedar pengajar. Guru merupakan pusat teladan dan panutan. Guru punya pengaruh terhadap siswanya (Republika, 2002). Jika demikian apakah ada jaminan jika kesejahteraan guru ditingkatkan maka mutu guru menjadi baik ?.</div><div class="MsoNormal" style="line-height: normal; margin: 0.75pt; text-align: justify; text-indent: 0.75pt;"> Secara sendiri-sendiri guru diharapkan mempunyai pola hidup sederhana dan menggali bakat dan kemampuan yang bisa digunakan membuka usaha kecil/ usaha sampingan seperti membuka warung di rumah, menulis buku, memberikan les/kursus, membuka reparasi elektronik, membuka wartel/warnet dan lain sebagainya. Secara bersama-sama guru dapat : (1) mengembangkan koperasi guru dan karyawan. Koperasi saat ini dan sampai kapanpun masih relevan membantu perekonomian masyarakat kecil termasuk guru; (2) mengembangkan unit produksi (unit usaha ) sekolah sebagaimana dikembangkan di SMK. Banyak usaha yang bisa digarap dan diusahakan dengan menggunakan fasilitas sekolah seoptimal mungkin. Asal dikelola dengan baik dan profesional, maka keuntungan unit produksi (unit usaha) sekolah akan membantu perekonomian guru; (3) meningkatkan peran masyarakat dan pemerintah kota/daerah dalam pembiayaan pendidikan baik melalui Komite Sekolah, alumni, dunia usaha dan pihak lain yang perduli dengan pendidikan dimana sebagian alokasi dana diperuntukkan bagi kesejahteraan guru.</div>ferdian_rahmawanhttp://www.blogger.com/profile/05376428625203963411noreply@blogger.com0tag:blogger.com,1999:blog-1413423678899032952.post-62747559685205157382012-06-02T10:51:00.000-07:002012-06-02T10:51:00.922-07:00Problem Muslim Mayoritas<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIhJ7Uj7ZKrB3AmAfycO-iwCWWgtKVu0B5UWN0NreHsABYdlnDz4FTPwK5w7Kq8sHjWkiAEl4xK2hzUvrV6Bf16sQQIjz8NeVlgqCy4Qdw0MSUHH6Jd6Ql4J7Eo_0taHXuMMWRBJiy3w/s1600/Bangladeshi+Muslim+protesters+shout+slogans+as+they+burn+a+Swedish+flag+during+a+protest+against+social+networking+website+facebook+for+holding+a+competition+on+caricatures+of+Prophet+Mohammed,+in+Dhaka.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIhJ7Uj7ZKrB3AmAfycO-iwCWWgtKVu0B5UWN0NreHsABYdlnDz4FTPwK5w7Kq8sHjWkiAEl4xK2hzUvrV6Bf16sQQIjz8NeVlgqCy4Qdw0MSUHH6Jd6Ql4J7Eo_0taHXuMMWRBJiy3w/s320/Bangladeshi+Muslim+protesters+shout+slogans+as+they+burn+a+Swedish+flag+during+a+protest+against+social+networking+website+facebook+for+holding+a+competition+on+caricatures+of+Prophet+Mohammed,+in+Dhaka.jpg" width="320" /></a></div>Bangsa Indonesia memiliki penganut muslim terbesar di dunia. Ironisnya kerukunan interumat beragama (Islam) masih lumpuh, apalagi kerukunan antar agama yang masih terseok-seok. Berbeda dengan Negara yang memiliki penduduk Islam minoritas. Walaupun mereka berbeda <em>firqoh</em>, namun mereka masih bisa bersatu dalam berbagai hal.<br />
Bagaimana tidak 90% penduduknya telah menganut agama Islam. Terlepas itu Islam taat ataupun yang hanya ber-Islam ala KTP. Ada banyak pula yang ber-Islam dengan model dan keyakinannya sendiri, seperti ahmadiah, jamaah Noto Ati, dan seabrek lagi model ber-Islam sempalan yang lainnya. Mereka mengaku dirinya Islam, walaupun beberapa ormas Islam bahkan Negara pun menganggapnya bukan bagian dari Islam. Sisanya beragama Kristen, Katolik, Hindu, Budha, Konghucu, dan penganut kepercayaan.<br />
Kuantitas muslim yang tergolong besar ini menjadi kebanggaan tersendiri bagi dunia Islam. Namun sangat disayangkan sekali jumlah yang besar itu belum diikuti oleh kerukunan dan kebersamaan dalam mengharumkan nilai-nilai Islam. Pada kenyataannya masih banyak problematika yang tidak sepaham antara ormas Islam satu dengan yang lainnya. Mereka masih saling mengkafirkan antara satu dengan yang lainnya. Mereka masih memiliki anggapan bahwa alirannya paling benar.<br />
Pandangan ini tentunya berbeda dengan Negara-negara yang memiliki jumlah muslimnya sedikit. Minoritas agama rupanya bisa mempersatukan ber-Islam-nya seseorang. Sebut saja Amerika misalnya. Di Negeri Paman Sam ini keberadaan muslim sangat minoritas. Kurang lebih jumlahnya hanya mencapai 8 juta orang saja. Jumlah sebanyak itu terdiri dari berbagai aliran golongan (<em>firqoh</em>), namun mereka bisa hidup berdampingan antara satu dengan yang lainnya.<br />
Masarakat Islam di Amerika terdiri dari puluhan Aliran-aliran seperti; Madhab Safi’i, Hanafi,Maliki, Hambali, Sunni, Tabligh,Wahabi, Salafiah, Khawarajji, Mu’tazilah, Muslim Black Amerika, Golongan Anti Hadits. Sedangkan Syi’ah terbagi 12 imam, Sufi, Islamel, Fatimah, Zaidi, dan Druze Ahmadiyah dll. Jika dalam segi perjuangan bisa dibagi dalam 3 golongan yaitu Liberal, Radikal dan Moderat .<br />
Kelompok Kristen juga memiliki sekte-sekte yang jumlahnya mencapai ratusan. Namun melalui demokrasi sekuler yang diterapkan di Amerika, mereka bisa hidup berdampingan dengan tanpa mempermasalahkan agamanya masing-masing. Konflik-konflik yang mengatasnamakan agama sangat minim sekali.<br />
Hal ini tentunya berbeda dengan Negara-negara yang memiliki jumlah muslim mayoritas. Di Negara-negara yang jumlah muslimnya terbanyak malah seringkali terjadi konflik internal Islam. Di sisi lain diskriminasi terhadap kelompok non Islam ataupun Islam tidak resmi juga tinggi. Sebut saja misalnya di Saudi Arabia, Iran , Malaysia, Pakistan,India, Iraq, Afganistan dan Sudan atau bahkan di Negara kita ini. Mungkin kita masih belum bisamenerima jika Negara ini dipimpin oleh non muslim. Hal ini juga berlaku untuk Negara-negara yang mayoritas penduduknya muslim.<br />
Negara-negara ini juga tidak bisa memberikan ruang pada kelompok-kelompok minoritas atau aliran-aliran Islam sempalan. Akibatnya dalam masarakat Islam selalu terjadi konflik dan permusuhan bahkan virus kebencian senantiasa ditanamkan hingga hari ini. Menyedihkan sekali keberagamaan di Negara ini. Negara yang memiliki penduduk muslim mayoritas seringkali memperlakukan muslim minoritas sebagai entitas yang di-<em>liyan</em>-kan keberadaannya. Mereka senantiasa terstigma sebagai aliran yang sesat dan melenceng dari koridor Islam yang di(resmi)kan. Apalagi untuk agama-agama yang berada di luar Islam, justru resistensi dan penolakannya cukup tinggi.<br />
<div class="wp-caption alignleft" id="attachment_2473" style="width: 310px;">Sebagaimana kita ketahui bersama bahwa bahwa ajaran Islam itu adalah ajaran yang membawa rahmat untuk semua masarakat agar dapat hidup damai dan hormoni apalagi sesama muslim. Namun cita-cita ini masih paradog. Negara kita yang memiliki jumlah penduduk mayoritas muslim belum bisa mengamalkan Islam <em>rahmatal lil alamin</em> ini. Masih banyak perselisihan dan konflik-konflik yang mengatasnamakan agama. Ini tentunya sangat memprihatinkan sekali.</div>Alangkah indahnya bangsa ini jika mampu melindungi hak masyarakat sipil terlebih masalah kebebasan beragama dan beribadah. Tidak hanya dalam undang-undang belaka, namun bisa dipraktikan dalam kehiupan nyata. Pasal 29 ayat 2 sudah dipampang dalam UUD 1945 dan wajib dihafalkan oleh anak-anak sekolah. Namun dalam pelaksanaannya bangsa ini masih belum bisa mengamalkan ini. Sampai kini kita semua tentunya memiliki angan-angan dan mimpi. Kita berharap agar seluruh agama dan masyarakat bisa memilih agamanya sesuai dengan keyakinannya serta bisa beribadah dengan nyaman dan tentram. Sebuah mimpi yang entah berantah kapan bisa menjadi kenyataan.ferdian_rahmawanhttp://www.blogger.com/profile/05376428625203963411noreply@blogger.com0tag:blogger.com,1999:blog-1413423678899032952.post-19931856744840570102012-06-02T10:43:00.000-07:002012-06-02T10:43:02.584-07:00Mereduksi Konflik Antar Agama<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPve5MK9fG6KNUb_h_P9_3koNAFSgXupfw1lYdLKhgou2cpjgv9Eu65ZC4Fk0FvAdDPVhU-gNxYgCThkaJsvjWLbjzffmnHavOUhkBXiB15BMbWfUTfQ9ceipTrGC8nuZV5U9AQXlvtA/s1600/indahnya-kebersamaan.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="231" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPve5MK9fG6KNUb_h_P9_3koNAFSgXupfw1lYdLKhgou2cpjgv9Eu65ZC4Fk0FvAdDPVhU-gNxYgCThkaJsvjWLbjzffmnHavOUhkBXiB15BMbWfUTfQ9ceipTrGC8nuZV5U9AQXlvtA/s320/indahnya-kebersamaan.jpg" width="320" /></a></div><div style="text-align: justify;">“Orang-orang yang diberi alkitab tidak berselisih kecuali setelah mereka mendapatkan ilmu karena rasa ingin saling mengalahkan (baghy) diantara mereka” (QS 3:9)</div><div style="text-align: justify;">“Bukti kepercayaan terbesar adalah jika seseorang memutuskan bahwa dirinya bukanlah Tuhan” (Oliver Wendell Holmes, Jr)</div><div style="text-align: justify;">Pengalaman agama adalah soal batiniah dan subyektif, juga sangat individualistis. Juga barangkali tidak ada orang yang bicara begitu bersemangat dan emosional lebih dari pada membicarakan agama” (Mukti Ali) Persoalan agama merupakan hal yang sensitif, karena berhubungan dengan pribadi antar manusia dengan Tuhan. Agama menyakut kesadaran religius, yang tersembunyi dalam setiap individu. Jadi keimanan beragama merupakan suatu hal yang tidak dapat dipaksakan. Setiap usaha memaksa, dengan cara mewajibkan atau melarang agama tertentu merupakan pelanggaran serius terhadap hak pribadi (Siagian, 1987). Oleh karena itu penghinaan atau penghujatan terhadap suatu agama tertentu menjadi persoalan serius yang sulit untuk diatasi, apalagi hanya memandang dari perspektif hukum positif.</div><div style="text-align: justify;">Berdasarkan sejarah masa lalu, sebenarnya menurut Parsen (dalam Koentjaraningrat, 1982) Indonesia merupakan tempat pertemuan agama-agama di dunia. Keaneka-ragaman agama yang ada di Indonesia dapat dikatakan tidak menimbulkan permasalahan atau pertentangan, namun justru menunjukkan adanya toleransi, kerjasama dan saling menghormati. Memang tidak dapat dipungkiri bahwa dalam kehidupan bermasyarakat dan bernegara tidak dapat dilepaskan dari dinamika kehidupan yang mendorong terjadinya perubahan sosial. Perubahan tersebut searah dengan semakin majunya masyarakat menuju era modernisasi dan globalisasi dalam segenap bidang kehidupan.<br />
</div><div style="text-align: justify;">Modernisasi dalam masyarakat adalah suatu proses transformasi; suatu perubahan masyarakat dalam segala aspeknya (Schoorl, 1991). Perubahan-perubahan tersebut meliputi:</div><div style="text-align: justify;">1. Bidang Politik<br />
Dari sistem yang menganut kekuasaan kepala adat / desa yang sederhana digantikan dengan sistem pemilihan umum, perwakilan dan birokrasi. Selain itu persoalan keagamaan dijadikan “isu” politik, karena dukungan politik sangat diperlukan untuk membesarkan suatu kelompok / sekte agama tertentu. Akhirnya persoalan agama menjadi kendaraan politik bagi pemimpinnya.</div><div style="text-align: justify;">2. Bidang Teknologi<br />
Terjadi perubahan dalam penggunaan teknik-teknik yang sederhana dan tardisional ke taknologi canggih hasil penggetahuan ilmiah. Perangkat komunikasi yang semakin canggih akan mengurangi sensitifitas dan keterdekatan secara sosial antar satu individu dengan individu lainnya. Akhirnya akan mempermudah keberpihakan pada kepentingan individual daripada kepentingan bersama.</div><div style="text-align: justify;">3. Bidang Pendidikan<br />
Masyarakat berusaha keras meningkatkan kemampuan baca tulis dan mengurangi buta huruf. Hal ini berpengaruh dalam penafsiran akan firman Allah yang mulai menggunakan rasio (logika). Hal ini pun menjadi awal persoalan internal kelompok beragama maupun antar umat yang berbeda agama. Padahal kemampun akal dalam melakukan interpretasi terhadap sebuah teks selalu banyak mengalami kelemahan (Jamuin, 1999), apalagi menyalahi ketentuan agama (Mudzakarah dalam Al Muslimun, 1998)</div><div style="text-align: justify;">4. Bidang Sosial<br />
Adanya mobilitas geografis dan sosial cenderung merenggangkan sistem-sistem hirarki yang ada. Anggota masyarakat yang sebelumnya mempunyai sikap kebersamaan dan keterkaitan yang tinggi pada adat istiadatnya serta kepatuhan terhadap ketua adat atau sesepuh, sekarang sikap tersebut semakin melemah dan bahkan hilang sama sekali. Selain penyelesaikan persoalan yang bisa dilakukan secara adat / budaya berubah menjadi penyelesaian secara hukum.</div><div style="text-align: justify;">Faktor Penyebab Pertentangan Antar Umat Beragama<br />
Ada beberapa hal yang menyebabkan terjadinya permasalahan / pertentangan antar umat beragama, antara lain:</div><div style="text-align: justify;">1. Prasangka Sosial<br />
Prasangka merupakan fenomena yang terjadi antar kelompok yang cenderung berkonotasi negatif (Kuppuswamy, 1973). Prasangka bisa muncul karena adanya konflik atau kompetisi antar kelompok. Prasangka tersebut terkait erat dengan stereotipe negatif pada kelompok lain atau stigma yang akan melekat dan diturunkan terus menerus dalam kehidupan berikutnya, akhirnya prasangka tersebut akan terlihat sebagai dosa turun temurun yang akan selalu dilabelkan dari satu generasi ke generasi berikutnya. Pada akhirnya, prasangka yang tak kunjung selesai akan menciptakan keinginan untuk melakukan diskriminasi dalam berbagai bidang kehidupan. Akan muncul konsep dan yang menganggap orang-orang yang se ide dan se ideologi sebagai kelompok yang benar, dan sebaliknya orang yang tidak satu ideologi dianggap sebagai ancaman. Sebagaimana yang terungkap dalam investigasi (Gatra, 2001) tentang banyak bermunculan panglima cilik dari komunitas Islam (putih) maupun Kristen (Merah) di dalam kerusahan Ambon, akibat dari konflik yang terus menerus dan semakin menguatkan persepsi negatif diantara mereka.</div><div style="text-align: justify;">2. Fanatisme yang berlebihan dan keliru dalam kehidupan beragama<br />
Pertentangan antar umat beragama bisa muncul bila terjadi pandangan yang mengagung-agungkan agamanya, namun menganggap rendah agama lain. Akhirnya, segala hal yang menyangkut agama lain, dianggap sesuatu yang negatif atau bahkan dianggap sebagai musuh yang tidak wajib dihormati. Akhirnya pandangan tersebut menjadi embrio lahirnya konflik antar umat beragama.</div><div style="text-align: justify;">3. Kurangnya Komunikasi<br />
Suatu pertentangan atau permusuhan kadangkala disebabkan oleh ketidaklancaran dalam mengkomunikasikan pesan. Dimana pesan ditangkap oleh orang lain sebagai sesuatu yang berbeda dengan yang sebenarnya diinginkan oleh pemberi pesan. Akhirnya akan terjadi kesalahan persepsi akan maksud pesan tersebut, yang berlanjut dengan ketegangan antara pemberi dan penerima pesan.Begitu juga dalam kehidupan beragama, suatu ketegangan akan terjadi bila suatu hal yang dikomunikasikan oleh agama tertentu dipersepsikan keliru oleh agama yang lain. Maka dari itu sangat perlu adanya forum komunikasi antar umat beragama dalam rangka untuk mereduksi persepsi dan sensitivitas antar pemeluk agama.</div><div style="text-align: justify;">4. Pencampur adukan kepentingan agama dengan kehidupan sosial, politik, dan ekonomi<br />
Kepentingan agama memang tidak dapat dilepaskan dari faktor-faktor lain yang melingkupinya. Kadangkala umat beragama perpecah menjadi berbagai kepenting yang mempunyai misi dan visi berbeda. Akhirnya apabila muncul ketegangan diantara berbagai kepentingan tidak dapat melepaskan diri dari atribut kepentingan politik atau ekonomi yang disandangnya. Memang dalam sejarah Indonesia banyak sekali variasi dalam hubungan antar umat beragama dengan kekuasaan dan negara.</div><div style="text-align: justify;">5. Kurangnya wawasan akan ilmu agama<br />
Cara pemahaman masyarakat / umat beragama dalam kehidupan beragama lebih cenderung mengarah pada fanatisme, bukan pada perluasan wacana keagamaan. Yang terjadi justru distorsi akan nilai-nilai agama, dan lebih mengedepankan kharismatisme dan pengkultusan tokoh agama, bukan pada cara-cara menggunakan analisis atau pemahaman hakekat keagamaan.</div><div style="text-align: justify;">6. Terakumulasi permasalahan sosial ekonomi<br />
Masalah-masalah sosial di masyarakat; pengangguran dan kemiskinan dapat pula menjadi dasar munculnya kerusuhan di masyarakat, apalagi bila dihubungan dengan persoalan agama. Karena fakta sampai saat ini agama bisa menjadi precipitating factor / even yang ampuh dalam memunculkan kerusuhan. Apalagi hadir aktor “provokator” yang bisa memainkan isu, sehingga massa dengan muda terbakar emosi, yang akhirnya konflik tidak dapat dihindari lagi.</div><div style="text-align: justify;">Dalam kehiduapan sosial yang semakin komplek dan penuh dengan kompetisi, maka penghayatan akan toleransi masih merupakan wacana yang sulit untuk diimplementasikan pada tingkatan realitas. Dimana orang-orang masih melakukan proses heuristics atau mental dalam mempersepsikan segala hal yang terkait dengan orang lain. Ada prototype di dalam struktur kognitif seseorang yang dibangun dari sebuah proses interaksi dan internalisasi dengan lingkungan sosialnya, dalam arti kultur, agama, etnis atau lingkungan keluarga. Prototype tersebut tidak selalu benar, banyak distorsi kognitif yang menyulitkan munculnya toleransi pada orang lain. Selain itu egoisme pribadi yang menetapkan diri pribadi atau kelompoknya menjadi tolak ukur dalam menilai orang lain pun menyulitkan seseorang untuk bertoleransi dengan orang atau kelompok lain. Selama nilai-nilai toleransi yang dibangun atas kesadaran kognisi dan rasionalitas nilai agama belum menjadi prilaku komunal maka konflik tidak bisa terhindarkan. </div><div style="text-align: justify;"><br />
</div>ferdian_rahmawanhttp://www.blogger.com/profile/05376428625203963411noreply@blogger.com0tag:blogger.com,1999:blog-1413423678899032952.post-16536223755553253542012-06-02T10:34:00.000-07:002012-06-02T10:34:23.519-07:00saling menghargai<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFN_cBlu1kYUiHJRnPRgrZHEO2uJcyZMFHQ_xbUgw99BrNfTk4f458woBJTLIuNKAcaryfp2_r3DBdAsWySMdfvInXEt8TLopwZEJ7bdmFF9ddjSfBmpMNw_EyDTQTHXEGarGNwLCguw/s1600/2c8422531537a809707a29cdc87bbf3f_Free_Islamic_cartoon_screensaver.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFN_cBlu1kYUiHJRnPRgrZHEO2uJcyZMFHQ_xbUgw99BrNfTk4f458woBJTLIuNKAcaryfp2_r3DBdAsWySMdfvInXEt8TLopwZEJ7bdmFF9ddjSfBmpMNw_EyDTQTHXEGarGNwLCguw/s320/2c8422531537a809707a29cdc87bbf3f_Free_Islamic_cartoon_screensaver.jpg" width="292" /></a></div><strong>MENEMPUH </strong>studi di luar negeri berarti kamu harus siap untuk beradaptasi dalam beberapa hal sekaligus. Tidak hanya dari segi bahasa dan budaya, kamu juga harus belajar menyesuaikan diri dengan pola hidup dan karakter teman-teman serumahmu.<br />
Adaptasi inilah yang dialami Ika Merdekawati yang sedang menempuh studi di Inggris. Di negeri Ratu Elizabeth ini, Ika menempati sebuah <em>flat </em>akomodasi dari kampus bersama enam orang dari berbagai negara. Meski berasal dari latar belakang bahasa dan budaya yang berbeda, Ika mengaku, tidak terlalu kesulitan beradaptasi dengan housematenya itu.<br />
"Buatku sih enggak susah (beradaptasi). Tapi kadang-kadang harus lebih mencoba mengerti orang lain. Karena bagaimanapun kita memang enggak sama," kata Ika dalam <em>Blackberry Messenger </em>(BBM) kepada <strong>Okezone, </strong>Jumat (1/6/2012).<br />
Mahasiswi <em>Cross-Cultural Communication and Media Studies </em>di Newcastle University ini berujar, selama saling mengerti dan menghargai, tidak akan ada masalah. "Aku enggak dekat dengan semua, tapi dengan mereka yang dari awal memang dekat, hubunganku baik dan <em>ngeklik</em>," imbuhnya. <br />
Cara Ika beradaptasi dengan <em>housemate</em>nya mungkin berbeda dengan cara pelajar internasional lainnya. Tetapi, kamu pun tidak perlu kebingungan dan khawatir tidak akan "<em>nyambung</em>" dengan teman-teman serumahmu di negeri asing, <em>USA College Today, </em>Jumat (1/6/2012), punya tips yang bisa kamu terapkan. <br />
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<strong>Mencicipi makanan khas tiap-tiap negara</strong>Sesekali, coba deh pergi ke restoran bersama-sama dan mencicipi masakan khas tiap <em>housemate </em>atau <em>roommate</em>mu. Lakukan kegiatan ini rutin tiap akhir pekan sebagai sarana sosialisasi dan mengakrabkan diri satu sama lain.<br />
Sambil makan, kalian bisa bergantian bercerita tentang makanan yang sedang kalian santap. Cara ini akan memperkaya khazanah kulinermu. Jangan takut mencoba berbagai menu masakan yang ditawarkan si teman. "Di <em>flat </em>lain, temanku sering bikin acara barbekyu bareng teman-teman dari berbagai negara," Ika mengilustrasikan. <br />
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<strong>Jadi turis sehari </strong><br />
Untuk seru-seruan, rencanakan sebuah perjalanan ke kota terdekat bersama-sama. Belilah peta dan ikuti tur murah meriah. Buka pikiranmu dan bersiaplah untuk mendapatkan banyak hal baru, dan mempelajari berbagai fakta sejarah yang belum kamu ketahui tentang kota yang kamu kunjungi. Dengan begini, kamu dan <em>housemate </em>atau<em> roommate</em>mu tidak akan merasa menjadi satu-satunya turis di kelompok kalian. <br />
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<strong>Sadari perbedaan budaya </strong><br />
Ini memang tips klise, tapi kamu akan menemukan betapa nyatanya perbedaan budaya ketika tinggal bersama banyak orang dari berbagai negara. Tetap berpikiran terbuka ketika membicarakan berbagai perbedaan norma antara satu negara dengan negara lain, ya.<br />
Ibarat mengajari bayi berbicara, kamu juga harus sabar menjelaskan berbagai hal sepele yang biasa kamu kerjakan sehari-hari kepada temanmu. Bisa jadi, rutinitas yang kamu bawa dari Tanah Air adalah sesuatu yang aneh bagi <em>housemate</em>mu. <br />
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<strong>Buat <em>playlist </em>lagu </strong>Secara bergantian, pasanglah lagu-lagu favorit untuk tiap <em>housemate. </em>Pastikan kalian memasang lagu-lagu klasik dari tiap-tiap negara. Cara ini akan memberimu keragaman dalam preferensi musik sekaligus belajar tentang budaya masing-masing negara. <br />
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<strong>Nikmati malam maraton film </strong>Kamu bisa juga menggelar nonton bareng di <em>flat </em>atau asramamu. Putar film-film terkenal dari tiap negara. Kemudian, usai menonton film, kalian bisa berdiskusi soal film tersebut dan atau soal artis-artis terkenal dari tiap negara deh. <br />
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<strong>Belajar bahasa <em>slang </em></strong><br />
Terkadang, kita memang lebih nyaman menggunakan beberapa istilah dalam bahasa ibu ketimbang bahasa Inggris sebagai bahasa pengantar universal. Jika kamu kerap kali menggunakan istilah <em>slang </em>dari Tanah Air, tidak ada salahnya mengajari teman-temanmu beberapa kata atau frasa tersebut. Jangan lupa, minta juga temanmu mengajari hal serupa padamu.<br />
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<strong>Merayakan hari nasional bersama-sama </strong><br />
Kita biasa menghadiri upacara bendera tiap hari kemerdekaan, 17 Agustus. Jika teman-temanmu bersedia, kita bisa juga memperingati HUT RI bersama-sama. Kemudian, lakukan juga hal yang sama untuk hari nasional dari negara teman-temanmu. <br />
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<strong>Menyaksikan pertandingan olahraga </strong><br />
Sepakbola dan tenis adalah olahraga yang cukup populer di berbagai negara. Tetapi, olahraga seperti kriket hanya populer di negara-negara tertentu. Jika ada kesempatan, kamu bisa menonton berbagai pertandingan olahraga yang hanya populer di negara tertentu. Kemudian, minta temanmu yang berasal dari negara tersebut untuk menjelaskan segala hal tentang olahraga itu. Jangan lupa sediakan camilan, ya. <br />
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<strong>Ekspresikan minat dan bertanyalah </strong><br />
Hubungan antarmanusia bukanlah jalan satu arah. Berusahalah untuk mempelajari dan mengerti budaya <em>housemate </em>atau <em>roommate</em>mu, termasuk berbagai isu yang sedang hangat di negara asal mereka. <br />
Ingat saja, tinggal bersama para pelajar internasional menyediakan kesempatan unik bagimu untuk belajar tentang negara lain secara luas. Pengetahuan yang akan kamu dapatkan pun tidak terbatas yang disampaikan dosen di dalam kelas saja.ferdian_rahmawanhttp://www.blogger.com/profile/05376428625203963411noreply@blogger.com0tag:blogger.com,1999:blog-1413423678899032952.post-25098408537863985512012-06-02T10:11:00.000-07:002012-06-02T10:11:36.605-07:00Pertimbangan Memilih Perguruan Tinggi<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM5zAbVPZsvGBtF6xK-d1pZ9POuhscqmTXLwbPQrCoYTZsiLdMjJu-UyfirR_Pp3vurclIPjJiKLmcbkZ_mFUj8yYnXK-0T1Z7Bfdmkiq8eSFCDKZaiwLTKgCWB9fWRXyXDU2E8B3mxA/s1600/memilih-universitas.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM5zAbVPZsvGBtF6xK-d1pZ9POuhscqmTXLwbPQrCoYTZsiLdMjJu-UyfirR_Pp3vurclIPjJiKLmcbkZ_mFUj8yYnXK-0T1Z7Bfdmkiq8eSFCDKZaiwLTKgCWB9fWRXyXDU2E8B3mxA/s1600/memilih-universitas.jpg" /></a></div><strong>MESKI </strong>jumlah Perguruan Tinggi Swasta (PTS) di Indonesia jauh lebih besar dibandingkan jumlah Perguruan Tinggi Negeri (PTN), peminat PTN selalu melonjak. Bahkan, perbedaan kebijakan pemerintah terhadap PTN dan PTS di Indonesia semakin membuat PTS terpinggirkan. <br />
Menurut Ketua Asosiasi Badan Penyelenggara Perguruan Tinggi Swasta Indonesia (ABPPTSI) Thomas Suyatno di Bale Sawala Gedung Rektorat Unpad Jatinangor, beberapa waktu lalu, dalam Rancangan Undang-Undang Pendidikan Tinggi (RUU PT), sedikitnya ada lima prinsip yang dilanggar pemerintah sehingga PTS tetap dipinggirkan. Pelanggaran tersebut dilakukan oleh tiga alasan utama, yakni prinsip etatisme (serba negara), diskriminasi antara PTN dengan PTS, dan pembiayaan pendidikan. Hal itulah yang juga menjadi salah satu penyebab terjadinya krisis kebangsaan di Indonesia.<br />
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Alasan biaya dan kualitas semakin memperteguh PTN menjadi superior. Padahal jika kita cermati, biaya PTN dan PTS sudah hampir sama. PTN yang dahulunya digadang-gadangkan sebagai perguruan tinggi yang difasilitasi dan dikelola negara dengan biaya terjangkau, nyatanya tetap saja mematok biaya tinggi.<br />
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Masalah biaya sebenarnya relatif. Jika calon mahasiswa termasuk orang yang cerdas dan dapat masuk PTN melalui jalur PMDK atau jalur SNMPTN, maka biaya kuliah yang akan dikeluarkan lebih murah bila dibandingkan masuk PTN dengan jalur Ujian Mandiri. Kebanyakan kampus akan meluluskan siswa ujian mandiri yang mematok uang pangkal terbesar. Permainan uang seperti itulah yang sejak lama dilakukan. Calon mahasiswa yang berduit tentu akan meletakkan uang pangkal yang besar untuk menyingkirkan pesaing lainnya.<br />
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Dari banyaknya peminat, tidak perlu diragukan lagi bahwa PTN lebih unggul dari PTS. Segala macam jalur penerimaan mahasiswa baru yang selalu ramai tiap tahunnya merupakan bukti nyata bahwa PTN tetap menjadi idaman bagi para penerus pendidikan. Untuk pilihan jurusan, PTS lebih unggul karena PTS mempunyai beragam jurusan yang menarik dibandingkan dengan PTN yang monoton, hanya itu saja. Misalnya Universitas Bina Nusantara, salah satu universitas swasta Indonesia yang berlokasi di Jakarta. PTS tersebut mempunyai jurusan Desain Komunikasi Visual yang jarang dimiliki PTN.<br />
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Sementara, kuliah di PTN memberi prestise tersendiri. Kebanggaan dengan almamater kampus negeri pasti dirasakan setiap orang yang telah berhasil lolos dari persaingan ketat jalur SNMPTN. Padahal jika ditinjau dari output, lulusan yang dihasilkan PTN dan PTS pun tidak selalu diunggulkan oleh PTN. Dilihat dari segi kurikulum, semuanya mengacu pada kurikulum nasional.<br />
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Melanjutkan studi ke PTN maupun PTS merupakan pilihan masing-masing individu. Dari segi kualitas, PTS pun tak kalah jauh dari PTN. Bahkan visi keduanya sama-sama mencerdaskan kehidupan bangsa. Tergantung bagaimana mahasiswa tersebut menekuni bidang ilmunya.<br />
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Untuk memilih perguruan tinggi yang tepat dan sesuai keinginan, hal utama yang dapat kita lakukan adalah mencari informasi selengkap mungkin mengenai kampus tersebut. Apalagi di era digital dan teknologi yang semakin maju, mencari informasi apa pun semakin mudah layaknya membalikkan telapak tangan. Tinggal klik, semua yang kita butuhkan secepat kilat akan tersedia. Salah satu situs yang memuat secara lengkap tentang daftar perguruan tinggi dapat dilihat di situs wikipedia maupun situs-situs lain. Cara ini lebih efektif dan efisien tanpa harus mendatangi satu persatu kampus idaman.<br />
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Ada beberapa hal yang perlu kita pertimbangkan. Pertama, ketahui minat dan bakat kita, hal ini kita gunakan untuk menentukan program studi apa yang akan kita pilih. Jika sesuai keinginan, tentu akan mempermudah kita dalam belajar, dan yang terpenting lagi kita akan terpacu untuk segera menyelesaikan studi.<br />
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Kedua, pilih kampus yang sesuai dengan bujet orangtua kita. Artinya kita harus pintar-pintar mengalkulasi biaya apa saja yang kita butuhkan saat kuliah nanti. Mulai dari biaya pendidikan di kampus yang terdiri dari biaya pendaftaran, biaya pengembangan gedung, SPP, praktikum, fotokopi maupun beli buku. Jika jarak rumah dan kampus terlalu jauh, kita juga harus pandai menghitung biaya hidup sehari-hari di kos.<br />
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Ketiga, status akreditasi. Status ini diberikan untuk program studi yang diselenggarakan, bukan untuk keseluruhan jurusan pada suatu perguruan tinggi. Status akreditasi ini menentukan kemandirian suatu program studi dalam melaksanakan proses belajar-mengajar dan kurikulum yang digunakan. Jika status akreditasi sudah sangat baik, tentu kualitas pendidikannya tak perlu diragukan lagi.<br />
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Terakhir, yang tak kalah penting yaitu prospek. Tidak semua program studi dalam perguruan tinggi menjanjikan prospek pekerjaan setelah lulus nanti. Ada sebagian perguruan tinggi yang memang mempunyai jaringan banyak. Bekerjasama dengan instansi lain untuk mengantarkan mahasiswanya ke dunia kerja. Setidaknya, tidak menjadi pendonor utama penyumbang jumlah pengangguran terdidik yang selalu meningkat tiap tahunnya.<br />
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Perlu kita akui, tujuan kita melanjutkan jenjang pendidikan ke perguruan tinggi. Selain untuk belajar, juga untuk memudahkan kita memasuki dunia kerja. Jadi, mengapa kita tidak mempersiapkan masa depan sematang mungkin?<br />
ferdian_rahmawanhttp://www.blogger.com/profile/05376428625203963411noreply@blogger.com0tag:blogger.com,1999:blog-1413423678899032952.post-13408713409308357122012-05-29T10:17:00.000-07:002012-05-29T10:17:39.816-07:00Menerima dan Menghargai Pendapat Orang Lain<div style="width: 600px;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXjBkP9kX0xDk5m9XKIS3iJoDfZM87SkEjZqhvbZs4nkfErbE6Cu7vsksWQ2XTL_tsXApBxWDYa3G4DtORjq321qa0ybhkbUZNo2OJj8hvrgAtl-nhg_7DgtZUZ8sGk5R2iL-n426dxw/s1600/images.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXjBkP9kX0xDk5m9XKIS3iJoDfZM87SkEjZqhvbZs4nkfErbE6Cu7vsksWQ2XTL_tsXApBxWDYa3G4DtORjq321qa0ybhkbUZNo2OJj8hvrgAtl-nhg_7DgtZUZ8sGk5R2iL-n426dxw/s1600/images.jpeg" /></a></div><span id="goog_77705779"></span><span id="goog_77705780"></span>Mengalahkan egoisme pribadi merupakan sikap dimana belajar toleran terhadap pendapat orang lain. Betapa pentingnya menjalankan hidupa penuh toleransi ditengah-tengah kemajemukan, mau mendengar dan menerima pendapat orang lain, lalu mempertimbangkannya secara cermat.<br />
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Manakala pendapat orang itu lebih tepat, benar, dan mendasar, sementara pendapat kita sendiri tidak demikian, maka hendaklah mengakui dan menerimanya dengan kebesaran hati, apa lagi pendapat tersebut didukung dengan fakta dan bukti yang kuat, sehingga tidak ada alasannya bagi kita untuk tidak menerima argumentasi tersebut, disinilah dibutuhkan kearifan dan kebesaran jiwa.<br />
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Ukuran pergaulan hidup antar sesama manusia pada hakikatnya bukanlah diukur dari menang-menangan, atau siapa yang kuat dialah yang paling benar dan yang paling berpengaruh omongannyalah yang paling didengar. Sama sekali tidaklah demikian, anak kecil yang berkata benar saja pendapatnya perlu didengar, seperti yang dikatakan orang bijak, “Jangan lihat siapa yang mengatakan, tetapi perhatikanlah apa yang dikatakan.”<br />
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Jadi perkataan yang baik dan benar hendaklah diakui dengan benar, sekalipun kebenaran itu relatif sifatnya, namun kearifan pribadi sangat diperlukan untuk mengakuinya, demi untuk mengalahkan egoisme dalam diri yang selalui menguasai kita. Memang selama kita masih hidup didunia ini, egoisme itu tetap saja selalu ada, dan selalu kita temukan manusia yang egois.<br />
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Menjalin persahabatan dengan orang-orang egois, tidaklah salah, kalau niat kita untuk mengingatkannya. Tetapi kalau tidak ada niat untuk mengingatkan dirinya, maka tak mustahil penyakita egoisnya akan berpindah kepada kita. Tidak ada sebuah pertemanan yang tidak memberikan manfaat, sekalipun berteman dengan orang egois, karena apa pun yang diciptakan Tuhan tidak ada yang tidak bermanfaat, tergantung bagaimana kita menyikapi dan mengambil manfaatnya.</div>ferdian_rahmawanhttp://www.blogger.com/profile/05376428625203963411noreply@blogger.com0tag:blogger.com,1999:blog-1413423678899032952.post-52783013112815579912012-05-29T07:31:00.000-07:002012-05-29T07:31:30.689-07:00BERPIKIRLAH SEJAK ANDA BANGUN TIDUR<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyGtbNP3pRAsVb4NNS2ERuwTgVUa16sxwOQ_6AkpILLlkF5azS4feJqDplvldjGoCjfmWnSs5qHfz6mUMBfhJBLB-eWkX6QmE-W4RsV15HbedToTDKb35lFgNGBypMNzC5YKdIMk29gw/s1600/1328410036490133751.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="297" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyGtbNP3pRAsVb4NNS2ERuwTgVUa16sxwOQ_6AkpILLlkF5azS4feJqDplvldjGoCjfmWnSs5qHfz6mUMBfhJBLB-eWkX6QmE-W4RsV15HbedToTDKb35lFgNGBypMNzC5YKdIMk29gw/s320/1328410036490133751.jpg" width="320" /></a></div><div style="text-align: left;"><br />
</div><div align="justify">Tidak diperlukan kondisi khusus bagi seseorang untuk memulai berpikir. Bahkan bagi orang yang baru saja bangun tidur di pagi hari pun terdapat banyak sekali hal-hal yang dapat mendorongnya berpikir. </div><div align="justify"> </div><div align="justify">Terpampang sebuah hari yang panjang dihadapan seseorang yang baru saja bangun dari pembaringannya di pagi hari. Sebuah hari dimana rasa capai atau kantuk seakan telah sirna. Ia siap untuk memulai harinya. Ketika berpikir akan hal ini, ia teringat sebuah firman Allah: </div><blockquote dir="ltr" style="margin-right: 0px;"> <div align="justify"><strong>"Dialah yang menjadikan untukmu malam (sebagai) pakaian, dan tidur untuk istirahat, dan Dia menjadikan siang untuk bangun berusaha."</strong> (QS. Al-Furqaan, 25: 47)</div></blockquote><div align="justify">Setelah membasuh muka dan mandi, ia merasa benar-benar terjaga dan berada dalam kesadarannya secara penuh. Sekarang ia siap untuk berpikir tentang berbagai persoalan yang bermanfaat untuknya. Banyak hal lain yang lebih penting untuk dipikirkan dari sekedar memikirkan makanan apa yang dipunyainya untuk sarapan pagi atau pukul berapa ia harus berangkat dari rumah. Dan pertama kali ia harus memikirkan tentang hal yang lebih penting ini. </div><div align="justify"> </div><div align="justify">Pertama-tama, bagaimana ia mampu bangun di pagi hari adalah sebuah keajaiban yang luar biasa. Kendatipun telah kehilangan kesadaran sama sekali sewaktu tidur, namun di keesokan harinya ia kembali lagi kepada kesadaran dan kepribadiannya. Jantungnya berdetak, ia dapat bernapas, berbicara dan melihat. Padahal di saat ia pergi tidur, tidak ada jaminan bahwa semua hal ini akan kembali seperti sediakala di pagi harinya. Tidak pula ia mengalami musibah apapun malam itu. Misalnya, kealpaan tetangga yang tinggal di sebelah rumah dapat menyebabkan kebocoran gas yang dapat meledak dan membangunkannya malam itu. Sebuah bencana alam yang dapat merenggut nyawanya dapat saja terjadi di daerah tempat tinggalnya. </div><div align="justify"> </div><div align="justify">Ia mungkin saja mengalami masalah dengan fisiknya. Sebagai contoh, bisa saja ia bangun tidur dengan rasa sakit yang luar biasa pada ginjal atau kepalanya. Namun tak satupun ini terjadi dan ia bangun tidur dalam keadaan selamat dan sehat. Memikirkan yang demikian mendorongnya untuk berterima kasih kepada Allah atas kasih sayang dan penjagaan yang diberikan-Nya. </div><div align="justify"> </div><div align="justify">Memulai hari yang baru dengan kesehatan yang prima memiliki makna bahwa Allah kembali memberikan seseorang sebuah kesempatan yang dapat dipergunakannya untuk mendapatkan keberuntungan yang lebih baik di akhirat. Ingat akan semua ini, maka sikap yang paling sesuai adalah menghabiskan waktu di hari itu dengan cara yang diridhai Allah. </div><div align="justify"> </div><div align="justify">Sebelum segala sesuatu yang lain, seseorang pertama kali hendaknya merencanakan dan sibuk memikirkan hal-hal semacam ini. Titik awal dalam mendapatkan keridhaan Allah adalah dengan memohon kepada Allah agar memudahkannya dalam mengatasi masalah ini. Doa Nabi Sulaiman adalah tauladan yang baik bagi orang-orang yang beriman: <strong>"Ya Tuhanku berilah aku ilham untuk tetap mensyukuri ni'mat Mu yang telah Engkau anugerahkan kepadaku dan kepada dua orang ibu bapakku dan untuk mengerjakan amal saleh yang Engkau ridhai; dan masukkanlah aku dengan rahmat-Mu ke dalam golongan hamba-hamba-Mu yang saleh"</strong> (QS. An-Naml, 27 : 19)</div><div align="justify"> </div><div align="justify">Bagaimana kelemahan manusia mendorong seseorang untuk berpikir?Tubuh manusia yang demikian lemah ketika baru saja bangun dari tidur dapat mendorong manusia untuk berpikir: setiap pagi ia harus membasuh muka dan menggosok gigi. Sadar akan hal ini, ia pun merenungkan tentang kelemahan-kelemahannya yang lain. Keharusannya untuk mandi setiap hari, penampilannya yang akan terlihat mengerikan jika tubuhnya tidak ditutupi oleh kulit ari, dan ketidakmampuannya menahan rasa kantuk, lapar dan dahaga, semuanya adalah bukti-bukti tentang kelemahan dirinya. </div><blockquote dir="ltr" style="margin-right: 0px;"> <div align="justify"><strong>"Allah, Dialah yang menciptakan kamu dari keadaan lemah, kemudian Dia menjadikan (kamu) sesudah keadaan lemah itu menjadi kuat, kemudian Dia menjadikan (kamu) sesudah kuat itu lemah (kembali) dan beruban. Dia menciptakan apa yang dikehendaki-Nya dan Dialah Yang Maha Mengetahui lagi Maha Kuasa."</strong> (QS. Ar-Ruum, 30: 54) </div></blockquote><div align="justify">Bagi orang yang telah berusia lanjut, bayangan dirinya di dalam cermin dapat memunculkan beragam pikiran dalam benaknya. Ketika menginjak usia dua dekade dari masa hidupnya, tanda-tanda proses penuaan telah terlihat di wajahya. Di usia yang ketigapuluhan, lipatan-lipatan kulit mulai kelihatan di bawah kelopak mata dan di sekitar mulutnya, kulitnya tidak lagi mulus sebagaimana sebelumnya, perubahan bentuk fisik terlihat di sebagian besar tubuhnya. Ketika memasuki usia yang semakin senja, rambutnya memutih dan tangannya menjadi rapuh. </div><div align="justify"> </div><div align="justify">Bagi orang yang berpikir tentang hal ini, usia senja adalah peristiwa yang paling nyata yang menunjukkan sifat fana dari kehidupan dunia dan mencegahnya dari kecintaan dan kerakusan akan dunia. Orang yang memasuki usia tua memahami bahwa detik-detik menuju kematian telah dekat. Jasadnya mengalami proses penuaan dan sedang dalam proses meninggalkan dunia ini. Tubuhnya sedikit demi sedikit mulai melemah kendatipun ruhnya tidaklah berubah menjadi tua. Sebagian besar manusia sangat terpukau oleh ketampanan atau merasa rendah dikarenakan keburukan wajah mereka semasa masih muda. </div><div align="justify"><br />
Pada umumnya, manusia yang dahulunya berwajah tampan ataupun cantik bersikap arogan, sebaliknya yang di masa lalu berwajah tidak menarik merasa rendah diri dan tidak bahagia. Proses penuaan adalah bukti nyata yang menunjukkan sifat sementara dari kecantikan atau keburukan penampilan seseorang. Sehingga dapat diterima dan masuk akal jika yang dinilai dan dibalas oleh Allah adalah akhlaq baik beserta komitmen yang diperlihatkan seseorang kepada Allah. </div><div align="justify"> </div><div align="justify">Setiap saat ketika menghadapi segala kelemahannya manusia berpikir bahwa satu-satunya Zat Yang Maha Sempurna dan Maha Besar serta jauh dari segala ketidaksempurnaan adalah Allah, dan iapun mengagungkan kebesaran Allah. Allah menciptakan setiap kelemahan manusia dengan sebuah tujuan ataupun makna. Termasuk dalam tujuan ini adalah agar manusia tidak terlalu cinta kepada kehidupan dunia, dan tidak terpedaya dengan segala yang mereka punyai dalam kehidupan dunia. Seseorang yang mampu memahami hal ini dengan berpikir akan mendambakan agar Allah menciptakan dirinya di akhirat kelak bebas dari segala kelemahan. </div><div align="justify"> </div><div align="justify">Segala kelemahan manusia mengingatkan akan satu hal yang menarik untuk direnungkan: tanaman mawar yang muncul dan tumbuh dari tanah yang hitam ternyata memiliki bau yang demikian harum. Sebaliknya, bau yang sangat tidak sedap muncul dari orang yang tidak merawat tubuhnya. Khususnya bagi mereka yang sombong dan membanggakan diri, ini adalah sesuatu yang seharusnya mereka pikirkan dan ambil pelajaran darinya.</div>ferdian_rahmawanhttp://www.blogger.com/profile/05376428625203963411noreply@blogger.com0tag:blogger.com,1999:blog-1413423678899032952.post-59032139845092802882012-04-18T23:56:00.003-07:002012-06-02T10:22:36.144-07:00motifasi<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibG920nF8UjAm4fY_3ytAiOwz3VrLvGuR32KATRIbYP2gt12cQvSPq7VpL1GNA4Lt4D3-xzUmjLLY6ocBC2LNRHThR0yqrkcNDT1Hh5LFYOOfpohCslH9Cu900jeMUBOt5EtAoV0bwdA/s1600/Ratusan-Kata-Kata-Motivasi-Sukses.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibG920nF8UjAm4fY_3ytAiOwz3VrLvGuR32KATRIbYP2gt12cQvSPq7VpL1GNA4Lt4D3-xzUmjLLY6ocBC2LNRHThR0yqrkcNDT1Hh5LFYOOfpohCslH9Cu900jeMUBOt5EtAoV0bwdA/s320/Ratusan-Kata-Kata-Motivasi-Sukses.gif" width="261" /></a></div>Memahami orang lain merupakan upaya memahamkan diri sendiri terhadap suatu masalah. bersikukuh terhadap pendapat sendiri adalah bentuk keangkuhan terhadap pemahaman sendiri tersebut. merendahkan sedikit saja hati kepada seseorang, meninggikan derajat diri kepada banyak orang.ferdian_rahmawanhttp://www.blogger.com/profile/05376428625203963411noreply@blogger.com0tag:blogger.com,1999:blog-1413423678899032952.post-83928214434340027772012-04-18T23:53:00.003-07:002012-06-02T10:24:52.419-07:00motifasi hidup<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO4LBCM9FI4bQQ8kR_e3F_OXO8fz1eKEkkOA4IzQ0Xh35hxtro0onMzF7jYOAQtby8ww894q0b_Tl6QAFVeGNKeDe8eEMNTb05BshGjiZZD4yN04mFP-zVizLrgHsljYeNJgrxjPOJxA/s1600/41790_149413341744321_6861_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO4LBCM9FI4bQQ8kR_e3F_OXO8fz1eKEkkOA4IzQ0Xh35hxtro0onMzF7jYOAQtby8ww894q0b_Tl6QAFVeGNKeDe8eEMNTb05BshGjiZZD4yN04mFP-zVizLrgHsljYeNJgrxjPOJxA/s1600/41790_149413341744321_6861_n.jpg" /></a></div>Sukses yang sudah Anda alami di masa lalu akan membantu untuk memotivasi Anda di masa yang akan datang.ferdian_rahmawanhttp://www.blogger.com/profile/05376428625203963411noreply@blogger.com0tag:blogger.com,1999:blog-1413423678899032952.post-74304471546094642742012-03-27T21:16:00.003-07:002012-03-27T21:16:59.116-07:00<table border="0" cellpadding="0" cellspacing="0" style="width: 480px;"><tbody>
<tr><td align="left" valign="top" width="470"><span class="tgl"><b>NASIONAL - KESEHATAN</b></span>
<div class="hotnews">
<a href="http://www.jpnn.com/read/2012/03/25/121778/Kepung-Tomcat-Sebelum-Mewabah-#">Kepung Tomcat Sebelum Mewabah</a></div>
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<a href="" name="news-foto"></a>
<center><img src="http://www.jpnn.com/picture/normal/20120324_221341/221341_914379_tomcat_dalam_MP.jpg" width="470" /></center>
<div class="detailpage">
<div style="color: #7c7c7c; font: normal 11px Arial; line-height: 16px; margin-bottom: 15px;">
Foto: Dok.JPNN</div>
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<span style="font-weight: bold;">JAKARTA </span>-
Beragam cara dilakukan Kementerian Kesehatan (Kemenkes) untuk mencegah
potensi mewabahnya serangan serangan tomcat. Melalui jajarannya di
daerah, mereka berupaya mengepung penyebaran kumbang dengan nama ilmiah
Paederus Littoralis itu.<br />
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<div style="text-align: justify;">
<br />
Direktur Jendral Pengendalian Penyakit dan Penyehatan Lingkungan (P2-PL)
Kemenkes Tjandra Yoga Aditama mengatakan, skenario membendung laju
serangan tomcat sejauh ini berjalan sesuai rencana. Di Surabaya, Jatim,
misalnya, Dinas Kesehatan setempat sudah menyiagakan pusat kesehatan
masyarakat (PKM) selama 24 jam. PKM ini mulai dari puskesmas hingga
rumah sakit milik pemerintah. "Pengobatan di PKM ini gratis," ujar
Tjandra. <br />
<br />
Tjandra mengatakan, petugas dari dinas pertanian boleh melakukan
penyemprotan tomcat tetapi dengan pestisida nabati. Sasaran yang boleh
disemprot di antaranya adalah rumah-rumah yang sudah dijamah tomcat.<br />
<br />
Kondisi pasien pada umumnya berupa iritasi kulit di seputar titik yang
terkena racun atau toksin tomcat. "Kita terus mengingatkan, iritasi ini
sebenarnya bisa sembuh sendiri sekitar enam hari kemudian," ujar dia.<br />
<br />
Masih dari Surabaya, Tjandra mengungkapkan bahwa tim dari Balai Besar
Teknik Kesehatan Lingkungan dan Pemberantasan Penyakit Menular
(BBTKL-PPM) bekerja sama dengan Universitas Airlangga (Unair) menguji
toksin atau cairan tomcat. Dengan pengujian ini akan ditemukan upaya
pencegahan atau penyembuhan. Tapi, sampai saat ini belum ada hasil dari
pengujian tersebut.<br />
<br />
Perkembangan penanganan potensi penyebaran tomcat juga datang dari
kawasan Jogjakarta. "Laporannya, penderita masih terbatas gatal-gatal,
memerah, dan panas lokal," kata Tjandra. <br />
<br />
Tjandra mengatakan, warga di Jogjakarta menuturkan bahwa populasi tomcat
meningkat ketika rata-rata umur padi yang ditanam petani sekitar 1,5
bulan. Perkembangan tomcat ini terus stabil hingga musim panen. Tomcat
punya kebiasaan mengitari lampu rumah warga pada malam hari. <br />
<br />
"Warga mengantisipasi dengan memasang lampu perangkap," katanya. Dengan
lampu perangkap ini tomcat tidak sampai masuk ke dalam rumah dan
menyerang penghuninya.<br />
<br />
Dengan adanya upaya dari jajaran petugas kesehatan mulai dari pusat
hingga daerah ini, Tjandra berharap masyarakat tidak dibuat resah dengan
ancaman serangan tomcat. Serangga ini adalah hewan yang sudah cukup
lama menghuni persawahan di Indonesia. Karena itu, masyarakat diharap
tidak perlu cemas berlebihan. <span style="font-weight: bold;">(wan/ca)</span></div>
</div>
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</td></tr>
</tbody></table>ferdian_rahmawanhttp://www.blogger.com/profile/05376428625203963411noreply@blogger.com0