Rowi's Notes

Strategi Masuk Universitas Top

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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;">            </span>Menjelang kelulusan siswa SMA yang
beberapa bulan lagi, semakin banyak yang menonton video motivasi masuk UI yang
saya upload di YouTube dan kemudian banyak pula yang menghubungi saya.
Pertanyaan<span style="mso-spacerun: yes;">  </span>paling mendasar yang pertama
kali ditanyakan adalah; <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">susah nggak sih masuk UI?</i></b><i style="mso-bidi-font-style: normal;">. Well, </i>saya yakin tidak semua yang
bertanya itu tidak tahu jawabannya, kadang ada yang bertanya<span style="mso-spacerun: yes;">  </span>untuk mendapatkan motivasi.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kali
ini saya akan menjelaskan beberapa strategi yang memperbesar kemungkinan anda
lulus di Universitas Top. Saya menjelaskan ini karena setidaknya saya pernah
punya pengalaman mendaftar di UI, universitas terbaik di Indonesia berdasarkan
survei dari lembaga-lembaga pemeringkat universitas seluruh dunia berikut;
Webometrics, Times Higher Education, QS University Ranking, dan UI Green
Metrics. Selain pengalaman pribadi saya, juga ada pengalaman dari teman-teman
lain baik itu yang di UI, ataupun universitas top lainnya seperti ITB dan UGM.
Jadi disini kita akan bahas secara umum ya.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Susah nggak sih masuk universitas
top? </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Saya ingin anda sendiri yang menjawabnya. Saya
berikan contoh; waktu saya mendaftar dulu melalui jalur SNMPTN, ada lebih dari
1200 siswa lain yang juga mendaftar pada jurusan yang sama, sementara kuota
yang tersedia hanya 38. Jumlah kuota tersebut hanya untuk jalur SNMPTN, tidak
termasuk SBMPTN dan jalur mandiri. Mungkin kalau dilihat secara sekilas
persaingan tersebut sangat berat, tapi percayalah berat-ringan itu relatif.
Semakin besar usaha anda untuk belajar, maka jalan akan semakin terlihat lebih
terang, kemungkinan masuk universitas yang anda inginkan akan semakin terbuka
lebar.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Yang
pertama kali harus dipahami adalah jenis seleksi masuk perguruan tinggi negeri
ada 3; yaitu SNMPTN (biasa disebut undangan), SBMPTN, dan jalur mandiri.
Berikut penjelasan tentang seleksi<span style="mso-spacerun: yes;"> 
</span>tersebut;</span></div>
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<ol>
<li><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">SNMPTN</span></b></li>
</ol>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Ini
adalah seleksi paling awal, dibuka ketika masih berada di bangku kelas 3 SMA.
Lolos melalui seleksi ini paling enak, karena kita mendapat “undangan” langsung
untuk kuliah di kampus yang kita pilih.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Ada
beberapa hal utama yang menjadi penilaian dalam seleksi ini. <i style="mso-bidi-font-style: normal;">Pertama, </i>nilai rapor. Usahakan nilai
rapor stabil dari semester satu sampai semester 5, kalau selalu naik akan lebih
lagi. Nilai setiap mata pelajaran di rapor akan diunggah oleh pihak sekolah,
kecuali beberapa mata pelajaran ekstra, seperti seni budaya itu tidak ikut
dimasukkan. <i style="mso-bidi-font-style: normal;">Kedua, </i>prestasi selama
SMA. Anda akan diminta untuk mengunggah maksimal 3 sertifikat bukti prestasi
terbaik, baik di bidang akademis dan non-akademis. </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pada
seleksi ini, kita bisa memilih maksimal 2 PTN dengan syarat 1 PTN di dalam
daerah dan 1 PTN di luar daerah. Kita juga bisa memilih beberapa jurusan (kalau
tidak salah 3 jurusan). Anda harus menempatkan universitas yang paling anda
impikan di prioritas pertama (pilihan pertama), kemudian jurusan yang paling
anda inginkan di pilihan pertama juga.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYHN80zkuvmHzX8u8sNqIJm5zvKqql4b8Vjv_CnAh99g3erc1XZmC-C3oTsX5VPRlndp7SsbRLwMgggtReZFK1Xe7lLxpTT6sV2xQEo9j6SPBv8GFe-EQbHxCZ0yFv5Pi_BIqJhMYpCnI/s1600/Untitled-1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="276" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYHN80zkuvmHzX8u8sNqIJm5zvKqql4b8Vjv_CnAh99g3erc1XZmC-C3oTsX5VPRlndp7SsbRLwMgggtReZFK1Xe7lLxpTT6sV2xQEo9j6SPBv8GFe-EQbHxCZ0yFv5Pi_BIqJhMYpCnI/s640/Untitled-1.jpg" width="640" /></a></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-no-proof: yes;"><br /></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Nah
mitosnya (tdk tahu benar atau tidaknya) adalah kemungkinan lulus di pilihan
kedua, baik universitas maupun jurusan, itu sangat kecil. Mungkin anda pernah
mendengar bahwa universitas A tidak mau di-nomor-duakan. Begitu juga dengan
jurusan, kecil kemungkinan bisa lulus di pilihan kedua, kecuali kalau memang <i style="mso-bidi-font-style: normal;">passing grade </i>antar dua jurusan tersebut
sangat jauh berbeda. Hal ini terbukti dari sangat sedikitnya mahasiswa yang
lulus di pilihan kedua melalui jalur ini.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Berikut
beberapa tips untuk memperbesar kemungkinan lulus;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">    </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Berani
daftar. Ini adalah tips paling utama. Anda tidak akan tahu apakah anda bisa
lulus atau tidak jika tidak berani mendaftar. Seorang teman sekelas saya ketika
masih SMA ingin sekali kuliah di UGM, namun masalahnya selama puluhan tahun
sekolah kami berdiri belum pernah ada yang lulus di UGM melalui jalur ini. Ia
tidak memikirkan apa kata orang yang meremehkannya, ia tetap menempatkan UGM
sebagai pilihan pertama dan satu-satunya universitas tujuan. Alhasil, saat
pengumuman ia berhasil lulus dan menjadi orang pertama yang bisa masuk melalui
jalur ini. Jadi, jangan pernah takut mendaftar karena itu sama saja artinya
dengan kalah sebelum berperang.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">   </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pilih
satu universitas. Ini berdasarkan pengalaman saya dan teman-teman yang lain,
dimana kami menetapkan hati untuk mengejar mimpi di universitas yang paling
kami inginkan. Sebagaimana teman saya tadi, saya juga waktu seleksi dulu hanya
memilih satu universitas. Ada juga teman saya dari Teknik Elektro yg
mengatakan, pilih satu jurusan dan satu universitas akan memperbesar
kemungkinan lulusnya, itulah yang ia lakukan dulu dan ia berhasil.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">    </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Ketahui
saingan anda. SNMPTN pada dasarnya adalah seleksi untuk mencari siswa-siswi
terbaik dari suatu sekolah. Tips ini mungkin hanya berlaku sekolah yang hanya
biasanya hanya menerima satu atau dua orang di satu jurusan yang sama, seperti
sekolah saya, dimana UI tidak pernah menerima lebih dari satu orang di jurusan
yang sama. Misalkan prestasi si A biasa-biasa saja dan Ia ingin mendaftar
Fakultas Kedokteran UI, sementara di sekolah itu juga ada si B yang prestasinya
jauh lebih baik dari si A. Maka kemungkinan besar yang akan diterima adalah si
A. Jadi ketahuilah saingan anda, karena dengan itu anda akan bisa mengukur
kemungkinan kelulusan anda.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">     </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Maksimalkan
prestasi. Unggah 3 sertifikat prestasi terbaik anda. Kemungkinan lulus akan
lebih besar jika prestasi yang anda raih selama SMA linier dengan jurusan yang
anda pilih.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">      </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Berdoa.
Perbanyaklah berdoa agar diberikan yang terbaik.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Anyway,
SNMPTN itu adalah seleksi yang paling mendebarkan dan juga paling abstrak.
Kenapa? Karena penilaiannya terlalu banyak dan tidak bisa kita ukur sendiri.
Tidak ada jaminan seseorang akan lulus melalui seleksi ini, bagaimanapun
prestasinya. Seleksi ini juga yang membuat banyak siswa lalai untuk belajar.
Jeda antara UN dan pengumuman SNMPTN biasanya banyak godaan untuk tidak
belajar, harapan yang tinggi untuk lulus SNMPTN membuat kemalasan semakin
menjadi-jadi, hehe. Ketika waktu SMA dulu, sejak awal kelas 3 saya sudah mulai
serius belajar soal-soal SBMPTN. Bahkan semester 6, saya total selalu belajar
SBMPTN, jarang sekali belajar untuk UN, tentu saja karena tantangan untuk lulus
UN tidak ada apa-apanya dibanding tantangan untuk masuk universitas negeri
terbaik. Teman-teman saya banyak yang tidak menyiapkan, bahkan ketika selesai
UN-pun masih pada santai, pergi liburan ke berbagai tempat. Waktu itu saya
benar-benar fokus ingin masuk UI.</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">      </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">SBMPTN</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span><br />

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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sesuai
namanya, ini adalah seleksi nasional untuk masuk PTN yang diadakan pemerintah. Seleksinya
adalah melalui ujian tertulis. Universitas manapun yang dituju, soalnya sama.
Tapi tentu walaupun soalnya sama, persaingannya berbeda. Misal untuk masuk
universitas biasa dibutuhkan nilai 70, bisa saja untuk masuk universitas top
dibutuhkan nilai 90. Tesnya dilakukan di seluruh Indonesia secara serempak.</span></div>
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"> </span></span></b><br />
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">     
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Seleksi
Mandiri</span></b><br />

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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Berbeda
dengan dua jenis seleksi diawal yang diadakan pemerintah, jenis seleksi yang
ketiga ini diadakan oleh masing-masing universitas. Lokasi tesnya untuk
universitas-universitas top ada di beberapa kota besar saja (bisa di cek di web
PTN terkait). Namanya pun berbeda-beda, kalau di UI disebuk SIMAK UI (seleksi
masuk UI). Biasanya, soal untuk seleksi mandiri ini lebih sulit daripada
SBMPTN. Selain itu, biaya untuk tes ini juga lebih mahal loh. Hehe.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Well,
setelah mengetahui jenis-jenis seleksi masuk PTN, udah kebayang kira-kira lulus
lewat yang mana? </span><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;"></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Inti
dari strategi ini adalah persiapan sedini mungkin dan sebaik mungkin. Jangan
sia-siakan waktu untuk melakukan hal-hal yang tidak berhubungan dengan fokus
anda, toh itu semua bisa dilakukan ketika anda sudah lulus nanti. Kalau anda
masih kelas X atau kelas XI, bergegaslah untuk memulai persiapan. Karena kalau
sudah kelas XII, waktu anda sangat singkat. Ada les tambahan dari sekolah,
belum lagi try-out UN. Jangan terlalu berharap untuk lulus melalui SNMPTN.
Setelah mendaftar, lupakan. Kalau kata salah satu guru saya dulu, nggap diri
anda tidak lulus, agar lebih serius lagi belajar. Seandainya jika anda bukanlah
orang yang memiliki prestasi ‘wow’ di sekolah, maka anda harus belajar lebih
serius lagi. Eits, bukan berarti anda yang memiliki prestasi luar biasa nggak
perlu belajar, anda juga harus tetap belajar, karena anda tidak tahu prestasi
saingan anda di luar. Kemudian, jangan pernah minder. Semua kita sama saja.
Universitas tidak melihat dari keluarga seperti apa anda berasal ataupun dimana
anda tinggal. Yang dilihat adalah kualitas anda, apakah layak atau tidak untuk
diterima.</span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;">            </span>Terakhir, jaga nyala mimpi anda,
seredup apapun jangan biarkan ia padam. Saya ingin mengutip kalimat dari Rihan
Andaulah, salah satu penulis dalam buku Laskar Beasiswa PPI Belanda;</span></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Dan
seredup apapun mimpi itu, saya tak pernah membiarkannya padam. Karena<span style="mso-spacerun: yes;">  </span>saya<span style="mso-spacerun: yes;"> 
</span>meyakini<span style="mso-spacerun: yes;">  </span>bahwa<span style="mso-spacerun: yes;">  </span>keberadaan<span style="mso-spacerun: yes;"> 
</span>cita-cita<span style="mso-spacerun: yes;">  </span>akan<span style="mso-spacerun: yes;">  </span>membuka<span style="mso-spacerun: yes;"> 
</span>pintu<span style="mso-spacerun: yes;">  </span>ruang kemungkinan<span style="mso-spacerun: yes;">  </span>yang<span style="mso-spacerun: yes;"> 
</span>nisbi,<span style="mso-spacerun: yes;">  </span>sementara<span style="mso-spacerun: yes;">  </span>ketiadaan<span style="mso-spacerun: yes;"> 
</span>cita-cita<span style="mso-spacerun: yes;">  </span>berarti<span style="mso-spacerun: yes;">  </span>ketidak-mungkinan yang mutlak. Dengan adanya
keyakinan maka ruang ikhtiar akan terjadi, dan ikhtiar bisa jadi berbuah
seperti yang kita inginkan atau bisa jadi tidak. Ada probabilitas disini untuk
sukses atau gagal. Sebaliknya, ketiadaan cita-cita akan memberikan hasil yang
absolut; ketiadaan. Coba saya jelaskan dengan kalimat yang<span style="mso-spacerun: yes;">  </span>(tidak)<span style="mso-spacerun: yes;"> 
</span>indah<span style="mso-spacerun: yes;">  </span>berikut: “If you aim
nothing you will do nothing, and<span style="mso-spacerun: yes;">  </span>the
result must be nothing. So, you can only hope nothing for nothing”.</span></i></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><b>Selamat Berjuang!</b> </span></i></div>

Strategi Masuk Universitas Top

Menjelang kelulusan siswa SMA yang beberapa bulan lagi, semakin banyak yang menonton video motivasi masuk UI yang saya up...

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Top University

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Hari ini, Universitas Indonesia kembali dinobatkan sebagai perguruan tinggi terbaik di Indonesia oleh Webometrics, salah satu lembaga pemeringkatan universitas seluruh dunia.</div>
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Ohiya, Webometrics bukan satu-satunya lembaga yang menempatkan UI sebagai institusi tinggi terbaik di negeri ini, sebelumnya Times Higher Education, QS University Ranking, serta UI Green Metrics juga melakukan hal yang sama.</div>
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Berikut beberapa berita terkait; </div>
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 <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJKrg75-ZmM7zUk4mYFZnUZxYk3g60pCK3tJlZN7xwkfEZmTgOkfy3TAClBVaJ9Am7V-pua6ko9byriLw-PB1-oMntOTTjQGdH2isvEsGm4Lk5I8rm_LX-dO-Ub4S5MynVhgcZcQIQ6KA/s1600/ui3.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="358" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJKrg75-ZmM7zUk4mYFZnUZxYk3g60pCK3tJlZN7xwkfEZmTgOkfy3TAClBVaJ9Am7V-pua6ko9byriLw-PB1-oMntOTTjQGdH2isvEsGm4Lk5I8rm_LX-dO-Ub4S5MynVhgcZcQIQ6KA/s640/ui3.jpg" width="640" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyqwbmGwr6SO4kYBfjftPHbIanPkgq7Zy1mqLlmcOMjFgZ36_YuVKXTn11gJwWz-PBV9Ethy8fSKZS60JvTCpzu4H06u8GtPuKZzb_l3oUByRsgLcLzjAQE6VlEHgtEZhkWO9ZRdgJuXM/s1600/UI.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
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<br />
Bagaimana rasanya kuliah di universitas ini?<br />
Hmm.. Sulit dijelaskan, berat, persaingan ketat, banyak tugas, dan lain sebagainya. Sulitnya masuk UI belum seberapa dibandingkan dengan sulitnya menjalani kehidupan setelah masuk :'(<br />
Kuliahnya sih cuma 4 bulan dalam satu semester. Dengan waktu sesingkat itu, beban kuliahnya banyak bangetttt.<br />
Terlepas dari beratnya kuliah, saya beruntung banget bisa kuliah disini, universitas terbaik di negeri ini, dengan fasilitas lengkap, kenal dengan dosen-dosen yang jadi tokoh nasional, senior-senior yang baik-baik dan berprestasi, dan lebih beruntung lagi saya kuliah disini gratis+dikasi uang belanja bulanan.<br />
 :)<br />
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Sedikit cuhat lagi tentang UI, disini itu tempat orang-orang super-ambisius dalam meraih mimpinya. Nggak tidur satu atau dua hari adalah hal yang biasa bagi mahasiswa sini.<br />
Dengan lingkungan yang sangat kompetitif, saya merasa tidak ada apa-apanya disini. Sekarang, Saya udah masuk semester 4 di Universitas terbaik ini, tapi masih ngrasa belum sesuai dengan kualitas standar anak UI. Bahasa inggris masih pas-pasan (TOEFL cuma 533), masih sering malas, nunda2, lalai, kurang rajin baca buku ataupun jurnal, jarang belajar, kurang gaul, pokoknya masih belum maksimal banget deh. hiiks *nyeka air mata<br />
However, nggak ada gunanya menyesali keadaan sekarang. Toh nggak bakal bisa berubah kan?. Keadaan sekarang adalah hasil dari kemalasan di masa lalu. Semuanya sudah terlanjur. Kata orang bijak <i>"We will never be able to undo what has happened, but we can still influence what's gonna happen".</i><br />
Sekarang saya masih punya kesempatan untuk memanfaatkan waktu yang tersisa di kampus ini. Saya ingin belajar sebanyak-banyaknya. Pengen banget memberikan kebanggaan bagi kampus ini.<br />
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<i>"Well, Rowi semester 4 sudah ada di depan mata. Fokus untuk melakukan perbaikan diri. Benahi kekurangan-kekuranganmu. Kejar targetmu."</i>

Top University

Hari ini, Universitas Indonesia kembali dinobatkan sebagai perguruan tinggi terbaik di Indonesia oleh Webometrics, salah satu lem...

+ Read more »

Maafkan

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Hi guys, gue sekarang melaporkan langsung dari ruang komputer perpustakaan pusat UI.</div>
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Kejadian yang baru saja gue alami ini harus gue tulis secepatnya, dan karena gue nggak bawa laptop, jadi abis dari FT (baca; epte) langsung mampir ke perpusat ini.</div>
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Jadi begini ceritanya;</div>
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Gue siang ini ke kemahasiswaan FT, masih ngurus2 sponsorship buat konferensi gue (*doain ya!). Setelah semua urusan di kemahasiswaan selesai, gue balik. Seperti biasa, gue menuju halte buat nunggu bikun. Sesampenya disana, ternyata tempat duduknya penuh. karena di depan halte panas, gue jalan dengan melalui depan orang banyak yang sedang duduk disana. pas nyampe ujung halte, tiba2 ada yang manggil "Rowi!!". Gue kaget dan mencari sumber suara itu. Dan ternyata di dekat gue, seorang cewek dadah2.</div>
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"Abis darimana lo?" tanyanya</div>
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Gue bengong. Sebengong-bengongnya. Sumpah, gue bener2 lupa itu siapa. Dengan sikapnya yang begitu semangat nyapa gue, masak gue tanya "Lo siapa ya?". kan nggak enak banget.</div>
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Setelah beberapa saat bengong, gue tersadar dia tadi nanya, tapi gue lupa nanya apa, akhirnya gue tanya balik "lo bilang apa tadi?". "Abis darimana?". dan dengan suara terbata2 gue jawab "oh ya nih, gue abis dari EC, ngurus surat". Masih dengan ekspresi setengah bengong. Dia terlihat begitu akrab dengan gue. "Mau kemana?" tanya gue sambil mencoba mengingat2 siapa dia. "mau ke ---fair*" jawabnya. gue nggak begitu denger dia jawab apa karena gue bnr2 bingung. Setelah itu hening. Dia nawarin duduk disampingnya. tapi gue jawab "nggak, gue berdiri aja". dan gue tambah bingung. gue mencoba mengingat dengan keras siapa dia. OH MY GOD!. gue nggak inget sama sekali.</div>
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ciri-cirinya:</div>
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-Tinggi sekitar 165cm</div>
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-kulit putih</div>
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-rambut sebahu</div>
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-memakai pakaian rapi</div>
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-kurus, tapi nggak kurus2 amat.</div>
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Hmmm.. Siapapun lo. Melalui tulisan ini gue minta maaf banget. Gue bener2 lupa. Maaf gue terkesan cuek, cuma jawab pertanyaan lo seadanya. Gue bingung mau gimana. Gue juga berterimakasih banget lo udah nyapa gue.</div>
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Sekali lagi, maafkan. Semoga lain gue segera inget, dan lain kali kita bisa ngobrol2 kalo ketemu.</div>

Maafkan

Hi guys, gue sekarang melaporkan langsung dari ruang komputer perpustakaan pusat UI. Kejadian yang baru saja gue alami ini harus gue tuli...

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About Elon Musk

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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4Kf-4QZxLHJd-ri7FHtXj1ibIp5jh6b3HMsuwPZae0t6a4vRX2URGk82pT0kqjXEvJzS_Er5Y66ViOLQ1cNBMrO_agMOSYyfye6CC6LLv79K2s0qrm8rj338zH-459jug3q3PEu6REP8/s1600/elon-musk-we-need-to-leave-earth-or-risk-extinction.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="478" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4Kf-4QZxLHJd-ri7FHtXj1ibIp5jh6b3HMsuwPZae0t6a4vRX2URGk82pT0kqjXEvJzS_Er5Y66ViOLQ1cNBMrO_agMOSYyfye6CC6LLv79K2s0qrm8rj338zH-459jug3q3PEu6REP8/s640/elon-musk-we-need-to-leave-earth-or-risk-extinction.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Obama and Elon Musk walk in SpaceX station (source: businessinsider.com)</td></tr>
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<span style="font-family: "Calisto MT","serif"; font-size: 12.0pt; line-height: 115%;">Elon Musk is such a great
engineer and one of the most inspiring people for me. He is also the most
influential that turn me away from the ambition of mine to be a “totally-academician”.
Before I know a lot about him, I was imagined my future as a professor in an
academic institution, doing a research, lecturing, and others activities as academicians
generally do. But, knowing Elon had made me change my ambition and encouraged
me to have bigger dream.</span> <br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdPJW4-6v73VaLs985UN2nhNhsK9hTQaBw5bhCL20wcOwGiNgjsKieQlmn_n4hPEFx4pnrp6ES80Kiyjs46c5jjo31B9VhCbWaAmQapAH8aNcjE2HnHCdyC8D2l3mSeQ91YNOFn-QQrs4/s1600/RTR2CUZF.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="508" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdPJW4-6v73VaLs985UN2nhNhsK9hTQaBw5bhCL20wcOwGiNgjsKieQlmn_n4hPEFx4pnrp6ES80Kiyjs46c5jjo31B9VhCbWaAmQapAH8aNcjE2HnHCdyC8D2l3mSeQ91YNOFn-QQrs4/s640/RTR2CUZF.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Elon Musk talking with Obama (source: tengrinews.kz)</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEshjYkCdjUna5GG1Gf1zBylf1Bn6w5sQ3NzWFDucjEEpkiLy14Prt5t_4ipzMhpQ2OBe1eyV_w8lQtd9y04G7ZQrR01bcEGDdN9Awi8cfYTX0-AWuYm0X0iXpF7MhNtfkTVci9Fc7D1s/s1600/Elon_Musk%252C_Tesla_Factory%252C_Fremont_%2528CA%252C_USA%2529_%25288765031426%2529.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="532" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEshjYkCdjUna5GG1Gf1zBylf1Bn6w5sQ3NzWFDucjEEpkiLy14Prt5t_4ipzMhpQ2OBe1eyV_w8lQtd9y04G7ZQrR01bcEGDdN9Awi8cfYTX0-AWuYm0X0iXpF7MhNtfkTVci9Fc7D1s/s640/Elon_Musk%252C_Tesla_Factory%252C_Fremont_%2528CA%252C_USA%2529_%25288765031426%2529.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Elon Musk Musk standing in front of a Tesla Model S</td></tr>
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<span style="font-family: "Calisto MT","serif"; font-size: 12.0pt; line-height: 115%;">Musk is south-African born business magnate, inventor,
engineer, and investor. He is founder, CEO, and CTO of PayPal, SpaceX, Tesla
Motor, Solar City, as well as co chairman of OpenAI. With all of the
innovations, he is named by Forbes Magazine as the 38<sup>th</sup> most
powerful people and the 39<sup>th</sup> richest in the U.S. with total net
worth as 2016 is $ 12.1 billion.</span>

About Elon Musk

Obama and Elon Musk walk in SpaceX station (source: businessinsider.com) Elon Musk is such a great engineer and one of the most insp...

+ Read more »

KUMPULAN KISAH INSPIRATIF & TIPS MERAIH BEASISWA

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<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 0.5in;">
<span style="font-family: "Calisto MT","serif"; font-size: 12pt; line-height: 150%;">“Orang
gagal selalu mencari alasan mengapa ia tidak mencoba, sementara orang berhasil
selalu menemukan alasan kenapa ia harus terus mencoba” (hal. 184 buku ini)</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 0.5in;">
<span style="font-family: "Calisto MT","serif"; font-size: 12pt; line-height: 150%;">Ini
adalah salah satu buku motivasi terbaik yang pernah saya baca dalam hidup ini.
Buku ini merupakan kumpulan cerita perjuangan jatuh-bangun para pemburu
beasiswa yang akhirnya mendapat kesempatan bersekolah di luar negeri. Hampir
semua penulis cerita dalam buku ini adalah mereka yang berasal dari latar
belakang yang penuh keterbatasan; tinggal di daerah terpencil, kekurangan
informasi, keterbatasan ekonomi, keterbatasan kemampuan bahasa inggris, bahkan
sampai keterbatasan IPK (-_-). Namun, semua keterbatasan itu tidaklah menjadi
alasan untuk mereka memadamkan api mimpi yang ada dalam diri mereka. Mereka
membuktikan bahwa semangat adalah modal utama untuk berjuang meraih mimpi meski
ditengah keterbatasan.</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 0.5in;">
<span style="font-family: "Calisto MT","serif"; font-size: 12pt; line-height: 150%;">Cerita-cerita
dalam buku ini sangat beragam, mulai dari cerita anak daerah yang kuliah di
Amerika setelah sempat menganggur selama 3 tahun karena tidak punya biaya untuk
melanjutkan, seorang tukang parkir yang mendapat beasiswa S2 di Amerika, anak
pelosok Sulawesi yang mendapat beasiswa 2 negara, dan banyak lagi cerita-cerita
inspiratif lainnya yang mengisi buku ini.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 0.5in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 0.5in;">
<span style="font-family: "Calisto MT","serif"; font-size: 12pt; line-height: 150%;">Salah
satu cerita menarik bagi saya adalah tulisan dari Subhan Zain, Ketua PPI
Australia 2010-2011. Dia mempunyai keinganan yang kuat untuk melanjutkan kuliah
di luar negeri, namun bahasa yang dimiliki waktu itu sangat pas-pasan. Tidak
bisa kursus karena keterbatasan ekonomi tidak membuatnya patah semangat. Subhan
yang tinggal di pinggiran kota Depok itu lalu pergi ke Jalan Jaksa di Jakarta
Pusat hanya untuk menyapa wisatawan mancanegara yang lewat. Hari pertama ia
menunggu di jalan itu dengan senyum ramah menyapa dan mengajak ngobrol para
turis yang lewat. “What the hell are you doing, mate!” respon seorang turis
Australia berjenggot yang disapanya. Tidak berhasil. Ia mencoba lagi menyapa
turis berikutnya. Berbagai tanggapan diterimanya, mulai dari yang halus
seperti; “No, Sorry. I’ve got no time” sampai yang kasar seperti “get out of my
way, you idiot!”. Sampai sorenya, di hari pertama itu ia menyapa 38 turis, dan
hanya mendapatkan 4 turis yang bersedia diajak ngobrol.</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 0.5in;">
<span style="font-family: "Calisto MT","serif"; font-size: 12pt; line-height: 150%;">Itu
adalah salah satu dari puluhan cerita yang terdapat dalam buku yang motivasi
beasiswa ini. Selain berisi cerita tentang perjuangan meraih beasiswa, buku ini
juga dilengkapi dengan tips-tips meraih beasiswa yang lumayan detail, mulai
dari mencari beasiswa, memilih sekolah di luar negeri, mempersiapkan
kelengkapan dokumen seperti personal history statement, recommendation letter,
statement of pupose, transkrip IPK, dan standardized test (TOEFL, GRE, GMAT,
dll). Selain itu, ada juga tips bagaimana harus mempersiapkan wawancara
beasiswa.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 0.5in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 0.5in;">
<span style="font-family: "Calisto MT","serif"; font-size: 12pt; line-height: 150%;">Saya
sangat menyarankan teman-teman untuk membaca buku ini. Saya merasakan ini
bermanfaat untuk menjaga nyala semangat agar tidak sampai padam meski
dihadapkan pada banyak keterbatasan.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "Calisto MT","serif"; font-size: 12pt; line-height: 150%;">PS: kalau teman-teman ingin meminjam
buku ini, silahkan menghubungi saya lewat line (id: rowialfata). Btw saya hanya punya satu jadi gantian ya. hehe</span></i></div>

KUMPULAN KISAH INSPIRATIF & TIPS MERAIH BEASISWA

“Orang gagal selalu mencari alasan mengapa ia tidak mencoba, sementara orang berhasil selalu menemukan alasan kenapa ia harus terus m...

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Nanotechnology: A Gentle Introduction to the Next Big Idea

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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAYkm2_X3nQmXxpPvef_6ul-jEcbjyEyjGfgPyti_Hj3n_KylK5bo-cVTw0h91HIh5UZ4U_TY9ERmsj-mosFcrrFYtJEoqwVd4qLCRCuA1ePxvqutLCjnEHnSRpuBCBv1y41OsPPP035g/s1600/myhome.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAYkm2_X3nQmXxpPvef_6ul-jEcbjyEyjGfgPyti_Hj3n_KylK5bo-cVTw0h91HIh5UZ4U_TY9ERmsj-mosFcrrFYtJEoqwVd4qLCRCuA1ePxvqutLCjnEHnSRpuBCBv1y41OsPPP035g/s640/myhome.jpg" width="421" /> </a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<b>Interested to know more about various aspects of Nanotechnology?<br />I highly recommend you to read this book.</b><br /><br />Mark and Daniel explain plainly from state of the art of nanotech to its potential in the future.<br />They also explains about nano research which crosses almost all of scientific discipline. Chemists, biologists, doctors, physicists, engineers, and computer scientists are all intimately involved in nano development.<br /><br />Also, you should know that Nanotechnology is a big business. It has more than $ 1 trillion market in 2015, making it not only one of the fastest-growing industries in history but also larger than the combined telecommunications and informations technology industries at the beginning of the technology boom in 1998.<br /><br />In the midst of all this buzz and activity, nanotechnology has moved from the world of the future to the world of the present.<br /><br />Innovations in nano-related fields have already sparked a flurry of commercial innovations from faster-burning rocket fuel additives to new cancer treatments and remarkably accurate and simple-to-use detectors for biotoxina suc as anthrax.<br /><br />For more detail explaination, just find out this book and read it..

Nanotechnology: A Gentle Introduction to the Next Big Idea

Interested to know more about various aspects of Nanotechnology? I highly recommend you to read this book. Mark and Daniel explain pla...

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Crystal Defects

<br />

<br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 115%;">Hi, what are you guys up to?</span></div>
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<br /></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 115%;">Anyway, next week I’ll have
mid-test for this term (*yeay) and here I’ll try a kind of different way of
study. I’ll review the material of my Physical Metallurgy class about Crystal
Defects.</span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 115%;">Ok. Let’s start. First of first,
you have to remember that <b style="mso-bidi-font-weight: normal;">NOTHING IS
PERFECT </b>in this real-world, including crystal. One of the most famous
British physicist, Colin Humphreys said “Crystals are like people. It is the
defects in them which tend to make them interesting”. Real crystals are never
perfect, there are always defect. And you know what? The task of Materials
engineers is not to completely remove the defects (coz that’s impossible to
do), but to engineer the defects to increase the quality of materials property.</span></div>
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<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 115%;"> <img alt="" src="data:image/png;base64,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" /></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 115%; mso-no-proof: yes;">

</span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="text-indent: .5in;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 115%;">The image above shows the
structure of single crystal which (almost) has no defect and poly-crystal with
many defects.</span></div>
<div class="MsoNormal" style="text-indent: .5in;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 115%;">The presences of a relatively
small numbers of defects have a profound impact on macroscopic properties of
materials and materials engineers should control the defect in order to get the
properties required without adding another material or without change the
composition. So, we can draw a conclusion that the properties of a material
also depends on defects (beside bonding and structure).</span></div>
<div class="MsoNormal" style="text-indent: .5in;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 115%;">The crystal defect classified by
their dimension. The 0-dimensional defects are called Point Defects,
1-dimensional are called Line Defect, 2-dimensional defects are surfaces or
interfaces, and 3-dimensional defects change the crystal pattern over finite
volume. Here’s the explanation of those defect.</span></div>
<div class="MsoNormal" style="text-indent: .5in;">
<br /></div>
<div class="MsoNormal">
 
 
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 115%;">0-Dimensional
Defect</span></i></b></div>
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" 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" /></a></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">   
</span></span></span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 115%;">Vacancy; when an atom is missing from a position
that ought to be filled in the crystal.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">   
</span></span></span><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 115%;">Interstitialcy; when an atom occupies an
interstitial site where no atom would ordinarily appear.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 115%;">((to be continued....)) </span></div>

Crystal Defects

Hi, what are you guys up to? Anyway, next week I’ll have mid-test for this term (*yeay) and here I’ll try a kind of different way...

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