tag:blogger.com,1999:blog-91992485943958917352024-03-14T04:50:59.301+07:00Blogger FavorBukan blog curhat, rintihan, keluhan apapun itu, blog ini mencari ilmu bermanfaat ;)Qurrota Ainihttp://www.blogger.com/profile/01528238698740512620noreply@blogger.comBlogger39125tag:blogger.com,1999:blog-9199248594395891735.post-7639650307162523152013-05-28T16:53:00.001+07:002013-05-28T16:53:18.611+07:00Parallel Computation<div style="text-align: center;">
PARALLEL COMPUTATION</div>
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setelah sebelumnya saya membahas tentang quantum computing kali ini saya akan membahas tentang parallel computation. berikut penjelasan singkatnya</div>
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<b>Konsep Paralelisme</b></div>
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Konsep paralel adalah bentuk dari komputasi yanng dapat melakukan tugas secara paralel. paralel disini adalah secara banyak dan serentak (waktu bersamaanBiasanya konsep paralelisme ini digunakan untuk memcahkan masalah besar dengan mudah</div>
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<b>Pemrosesean Terdistribusi</b></div>
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Jadi inti dari Pemrosesan terdistribusi ini adalah kemampuan dari komputer-komputer yang dijalankan secara bersamaan dalam memecahkan suatu masalah dengan cepat.sebagai contohnya seperti gambar dibawah ini:</div>
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<b>Thread Programming</b></div>
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Thread programming ini merupakan pengaturan thread pada komputer sains dari pengeksekusian dengan instruksi yang sudah diprogram untuk mengatur secara sendiri menggunakan pengatur jadwal di sistem operasi. pada dasarnya Thread merupakan proses ringan karena biasanya thread berlangsung pada proses</div>
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<b>Message passing, Open MP</b></div>
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Message passing sendiri merupakan bentuk komunikasi komputasi paralel, OOT (object oriented programming ) atau yang sering kita dengar pemrograman berbasis objek dan komunikasi interproses. </div>
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contoh dari message passing adalah : proses/object dapat mengirim dan menerima pesan dari proses atau object lainnya. </div>
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<b>Pengantar Pemrograman CUDA GPU</b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDz1eRxWO3bfk1dT8rtpEzeA8ebZsl5VvWCHIZaHcY5sFQ7ooOzXs_V8BkYUtx0dIqkE3uZ78gdJQrA-Zupqkp_F0VHNTKKWtreW0EbsM3i5cVyAcyVbpY7HMKHoI9Vu_vyDv7QB0IKI4/s1600/GeForce_GTX-200_GPU_Pair.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="130" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDz1eRxWO3bfk1dT8rtpEzeA8ebZsl5VvWCHIZaHcY5sFQ7ooOzXs_V8BkYUtx0dIqkE3uZ78gdJQrA-Zupqkp_F0VHNTKKWtreW0EbsM3i5cVyAcyVbpY7HMKHoI9Vu_vyDv7QB0IKI4/s200/GeForce_GTX-200_GPU_Pair.jpg" width="200" /></a>CUDA erat kaitannya dengan GPU atau Graphics Processing Unit. GPU adalah sebuah processor khusus yang dirancang untuk mempercepat, memanipulasi dan mengubah memori yang berfungsi mempercepat pemuatan gambar.</div>
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CUDA merupakan suatu cara yang dibuat oleh NVIDIA agar GPU yang ada tidak hanya untuk mengolah grafis melainkan juga dapat untuk tujuan umum. CUDA sendiri mendukung pemrogrman bahasa C yang dimana dapat terhubung langsung dengan GPU. untuk melihatnya dapat membuka www.nvidia.com/cuda .</div>
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<b>Arsitektur Komputer Paralel</b>. </div>
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4 klasifikasi Arsitektur Paralel yakni:</div>
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a) <b>SISD</b> - <i>Single Instruction Single Data Stream </i></div>
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- Aliran Instruksi tunggal</div>
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- Prosesor tunggal</div>
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- Data disimpan dalam memori tunggal<div class="separator" style="clear: both; text-align: center;">
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b)<b> SIMD</b> - <i>Single Instruction Multiple Data Stream</i></div>
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- berdasarkan lock step</div>
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- setiap pengolahan elemen memiliki hubungan dengan memori data </div>
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- data dieksekusi oleh prosesor yang berbeda-beda dan prosessor vector dan array</div>
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- mensin instruksi tunggal</div>
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- mengontrol eksekusi secara serentak</div>
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c) <b>MISD</b> - <i>Multiple Instruction Single Data Stream</i></div>
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- rangkaian dari data</div>
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- dikirmkan kekumpulan prosesor</div>
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setiap Prosesor mengeksekusi urutan instruksi yang berbeda</div>
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d) <b>MIMD</b> - <i>Multiple Instruction Multiple Data Stream</i></div>
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- SMP,cluster dan sistem NUMA</div>
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- Kumpulan dari sejumlah prosessor</div>
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- mengeksekusi secara serentak data yang berbeda</div>
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</span>Qurrota Ainihttp://www.blogger.com/profile/01528238698740512620noreply@blogger.com0tag:blogger.com,1999:blog-9199248594395891735.post-59977314368201295562013-05-28T16:30:00.001+07:002013-05-28T16:30:12.149+07:00PENGANTAR KOMPUTER KUANTUMkali ini penulis akan membahas mengenai kuantum komputer. sebelumnya jika kita menyebut kuantum komputer, kita masih bertanya tanya apa sih yang dimaksud dari kuantum komputer?<div>
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jadi, perkembangan komputer yang semakin lama semakin canggih, semakin lama manusia selalu menginginkan sebuah komputer yang dapat memenuhi kebutuhan mereka, komputer yang super canggih inilah yang bisa kita sebut sebagai kuantum komputer. dengan segala teknologinya untuk memenuh apa yang diharapkan dari si manusia itu sendiri.</div>
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teori mengenai kuantum komputer pertama kali diperkenalkan oleh fisikawan dari Argonne National Laboratory sekitar 20 tahun lalu. Paul Benioff merupakan orang pertama yang mengaplikasikan teori fisika kuantum pada dunia komputer di tahun 1981.</div>
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<b>Entanglement:</b></div>
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Entanglement yang dimaksud ini berupa kejadian "aneh" dari mekanika kuantum yang dimanfaatkan mekanika kuantum.</div>
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Jika dua atom mendapatkan gaya tertentu (outside force) kedua atom tersebut bisa masuk pada keadaan ‘entangled’. Atom-atom yang saling terhubungkan dalam entanglement ini akan tetap terhubungkan walaupun jaraknya berjauhan.</blockquote>
<b>Pengoperasian data Qubits:</b><br />
Qubits atau biasa kita paparkan sebagai Quantum Bits merupakan pengoperasian yang biasa dipakai pada kuantum komputer tidak menggunakan bitsseperti biasa. Karena Quantum Bits memiliki kemampuan untuk berada di bermacam keadaan (multiple states), komputer kuantum sendiri memiliki kemampuan ntuk melaksanakan berbagai perhitungan secara simultan sehingga jauh lebih cepat dari komputer digital.<br />
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<b>Quatum Gates</b><br />
Gate sebagaimana kita ketahui berarti "gerbang" dalam bahasa Indonesia. jadi Quantum Gates merupakan sebuah gerbang kuantum yang berfungsi untuk mengoperasikan bit terdiri dari 0 dan 1 kemudian menjadi qubits. Sehingga Quantum gates ini tentunya mempercepat perhitungan bit pada waktu bersamaan.<br />
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<b>Algoritma Shor</b><br />
Merupakan sebuah teori dimana komputer kuantum mampu memecahkan kode rahasia yang digunakan dalam mengamankan pengiriman data. kode yang digunakan dalam pengiriman data ini disebut sebaga RSA. Algoritma shor diambil dari nama the inventor yaitu Peter Shor 1995. kode RSA tidak dapat dipecahkan dalam waktu singkat serta butuh lebih banyak komputer yang terhubung secara paralel<br />
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sumber:<br />
http://www.yohanessurya.com/download/penulis/Bermimpi_07.pdf<br />
http://id.wikipedia.org/wiki/Algoritma_shor<br />
http://abdanniputri.blogspot.com/2013/04/pengantar-quantum-computation.html<br />
http://www.komputasi.lipi.go.id/utama.cgi?cetakartikel&1227938582<br />
http://ery-prima.blogspot.com/2012/05/komputasi-kuantum.html<br />
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Qurrota Ainihttp://www.blogger.com/profile/01528238698740512620noreply@blogger.com0tag:blogger.com,1999:blog-9199248594395891735.post-74409825290599240262013-04-24T12:42:00.002+07:002013-04-24T12:55:26.151+07:00Komputasi Cloud<div>
Cloud computing merupakan tren baru dibidang komputasi terdistribusi dimana berbagai pihak dapat mengembangkan dan layanan berbasis SOA(Service Oriented Architecture) di jaringan internet.</div>
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Cloud Computing menurut wikipedia adalah </div>
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gabungan pemanfaatan teknologi komputer ('komputasi') dan pengembangan berbasis Internet ('awan'). Awan (cloud) adalah metafora dari internet, sebagaimana awan yang sering digambarkan di diagram jaringan komputer. </blockquote>
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Cloud computing merupakan suatu konsep umum yang mencakup SaaS, Web 2.0, dan tren teknologi terbaru lain yang dikenal luas, dengan tema umum berupa ketergantungan terhadap Internet untuk memberikan kebutuhan komputasi pengguna. contoh, Google Apps dan email berbasis web mail adalah contoh yang paling sering ditemui mengenai cloud computing</div>
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<b>Komputasi Grid</b>:</div>
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Komputasi Grid adalah penggunaan sumber daya yang melibatkan banyak komputer yang terdistribusi dan terpisah secara geografis untuk memecahkan persoalan komputasi dalam skala besar.</div>
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<b>Virtualisasi:</b></div>
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Virtualisasi merupakan sebuah teknik untuk menyembunyikan karakteristik fisik dari sumber daya komputer dari bagaimana cara sistem lain, aplikasi atau pengguna berinteraksi dengan sumber daya tersebut</div>
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<b>Distributed Computation</b>:</div>
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Tujuan dari komputasi terdistribusi adalah menyatukan kemampuan dari sumber daya (sumber komputasi atau sumber informasi) yang terpisah secara fisik, ke dalam suatu sistem gabungan yang terkoordinasi dengan kapasitas yang jauh melebihi dari kapasitas individual komponen-komponennya.</div>
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<b>Map reduce dan noSQL(Not Only SQL)</b> :</div>
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Map reduce merupakan sebuah framework pemrograman yang digunakan untuk memproses data dalam rukuran besar, biasanya digunakan pada komputasi terdisribusi dalam kumpulan komputer.</div>
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Map Reduce adalah konsep dimana data yang kontinu dipecah menjadi komponen data kecil dan didistribusikan di mesin-mesin yang terhubung secara cluster. File system terkenal yang memanfaatkan konsep ini adalah Google File System (GFS) dan digunakan oleh Google sejak awal perkembangannya sampai sekarang.</div>
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NoSQL merupakan tipe database yang berbeda dengan konsep RDBMS ataupun ODBMS. </div>
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Perbedaan:</div>
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- tidak mengenal istilah relation dan tidak menggunakan konsep schema. jika biasanya kita menggunakan query ‘Join’ di sini kita tidak daat menggunakannya karena setiap tabel berdiri sendiri tanpa tidak bergantung dengan tabel lainnya</div>
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<b>NoSQL Database</b></div>
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NOSQL adalah istilah untuk menyatakan berbagai hal yang didalamnya termasuk database sederhana yang berisikan key danvalue seperti Memcache, ataupun yang lebih canggih yaitu non-database relational seperti MongoDB, Cassandra, CouchDB, dan yang lainnya.</div>
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sistem menejemen database yang berbeda dari sistem menejemen database relasional yang klasik dalam beberapa hal. NoSQL mungkin tidak membutuhkan skema table dan umumnya menghindari operasi join dan berkembang secara horisontal. Akademisi menyebut database seperti ini sebagai structured storage, istilah yang didalamnya mencakup sistem menejemen database relasional.</div>
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Sumber:</div>
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<a href="http://id.wikipedia.org/wiki/Komputasi_awan">http://id.wikipedia.org/wiki/Komputasi_awan</a></div>
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<a href="http://id.wikipedia.org/wiki/Komputasi_grid">http://id.wikipedia.org/wiki/Komputasi_grid</a></div>
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<a href="http://id.wikipedia.org/wiki/Virtualisasi">http://id.wikipedia.org/wiki/Virtualisasi</a></div>
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<a href="http://blog.komputasiawan.com/">http://blog.komputasiawan.com/</a></div>
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<a href="http://id.wikipedia.org/wiki/Komputasi_terdistribusi">http://id.wikipedia.org/wiki/Komputasi_terdistribusi</a></div>
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<a href="http://www.infoq.com/news/2011/02/hadoop_redesign">http://www.infoq.com/news/2011/02/hadoop_redesign</a></div>
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Qurrota Ainihttp://www.blogger.com/profile/01528238698740512620noreply@blogger.com0tag:blogger.com,1999:blog-9199248594395891735.post-17270104699938272432013-04-24T11:12:00.001+07:002013-04-24T11:12:11.989+07:00TEORI KOMPUTASI & Implementasi <b>Teori: </b><br />
Kali ini kita akan membahas mengenai teori komputasi. teori komputasi itu sendiri menurut Wikipedia adalah: <span class="fullpost">
</span><br />
<blockquote class="tr_bq">
cabang ilmu komputer dan matematika yang membahas apakah dan bagaimanakah suatu masalah dapat dipecahkan pada model komputasi, menggunakan algoritma. Bidang ini dibagi menjadi dua cabang: teori komputabilitas dan teori kompleksitas, namun kedua cabang berurusan dengan model formal komputasi.</blockquote>
Model komputasi yang sering untuk dipelajari adalah Mesin Turing. Mesin Turing dipelajari oleh Ilmuwan Komputer karena mudah dirumuskan, dianalisis dan paling masuk akal.<br />
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<b>Sejarah:</b><br />
Pertama kali komputasi modern ditemukan oleh John Von Neumann. Beliau adalah ilmuan yang meletakkan dasar-dasar komputer modern. Dalam hidupnya yang singkat, Von Neumann telah menjadi ilmuwan besar abad 21. Von Neumann meningkatkan karya-karyanya dalam bidang matematika, teori kuantum, game theory, fisika nuklir, dan ilmu komputer. Beliau juga merupakan salah seorang ilmuwan yang sangat berpengaruh dalam pembuatan bom atom di Los Alamos pada Perang Dunia II lalu<br />
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<b>Implementasi</b>:<br />
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- Fisika: dalam cabang ilmu fisika terdapat Computational Physics. Ini dianggap sebagai pertengahan antara fisika teoritis dan fisika eksperimental. Implementasi ilmu dibidang fisika ini terletak pada implementasi algoritma numerik dalam memecahkan teori kuantitatif fisika yang sudah ada.<br />
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- Kimia: pada cabang ilmu ini terdapat Computational Chemistry. Ilmu komputer disini untuk membantu menyelesaikan masalah kimia.Biasanya teori kimia diduetkan dengan program komputer untuk menghitung struktur serta sifat molekul<br />
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- Ekonomi: Area yang di cakup pada Computational Economics seperti agent based computational modelling, computational econometriks dan statistika, komputasi keuangan.<br />
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- Matematika: Implementasinya terdapat pada program mapple. ini digunakan dalam menyelesaikan perhitungan matematika<br />
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- Geologi dan Geografi: prakiraan cuaca dan deteksi gempa<br />
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<b>Penerapan Model Komputasi</b><br />
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- Mesin Mealy: mesin Mealy adalah otomasi fase berhingga (finite state automaton atau finite state tranducer) yang menghasilkan keluaran berdasarkan fase saat itu dan bagian masukan/input<br />
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- Mesin Moore: otomasi fase berhingga (finite state automaton) di mana keluarannya ditentukan hanya oleh fase saat itu (dan tidak terpengaruh oleh bagian masukan/input).<br />
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- Petri Net: salah satu model untuk merepresentasikan sistem terdistribusi diskret. Sebagai sebuah model, Petri net merupakan grafik 2 arah yang terdiri dari place,transition, dan tanda panah yang menghubungkan keduanya.<br />
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Sumber:<br />
<a href="http://myblogisland.blogspot.com/2013/04/teori-komputasi-dan-implementasi-pada.html">http://myblogisland.blogspot.com/2013/04/teori-komputasi-dan-implementasi-pada.html</a><br />
<a href="http://no21reason.blogspot.com/2013/04/teori-komputasi-dan-implementasi.html">http://no21reason.blogspot.com/2013/04/teori-komputasi-dan-implementasi.html</a><br />
<a href="http://id.wikipedia.org/wiki/Teori_komputasi">http://id.wikipedia.org/wiki/Teori_komputasi</a><br />
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http://staff.ui.ac.id/internal/130422587/material/TeoriKomputasiBag_2.pdf<br />
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<br />Qurrota Ainihttp://www.blogger.com/profile/01528238698740512620noreply@blogger.com1tag:blogger.com,1999:blog-9199248594395891735.post-10762608590383044572013-01-13T17:22:00.000+07:002013-01-13T17:22:25.242+07:00Marketing Mix 4Pkali ini saya akan membahas mengenai marketing Mix 4P. Marketing mix 4P ini terdiri dari:<span class="fullpost">
</span><br />
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<ol>
<li>Promotion</li>
<li>Product</li>
<li>Place </li>
<li>Price</li>
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<b><div>
<b>Berikut contoh yang saya ambil dari halaman website PT Telekomunikasi Tbk</b></div>
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Promosi</b></div>
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Promosi pada dasarnya adalah bentuk komunikasi pemasaran. komunikasi pemasaran adalah aktivitas pemasaran yang berusaha menyebabkan informasi, mempengaruhi, membujuk dan atau meningkatkan pasar sasaran atau perusahaan dan produknya yang ada di pasar agar konsumen atau pelanggan bersedia menerima, membeli dan loyal kepada produk yang ditawarkan.</div>
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berikut contoh pada halaman website PT telkom. dibagian headernya terdapat iklan dari promosi-promosi yang ditawarkan</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjIPlcLy2vCI4rLzZwNmR3VGWbivnpXU70OKfaG1giHYcAmftfPOs3q_VsTvTST2Advjl9Fv_HGuDuRV7Yzj5JoQKQtjsmDPp5gVQ92PCMa7MAptu5bZYYWOHD5zSnbTHD0zdyJ_UVQOY/s1600/download+(1).png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="224" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjIPlcLy2vCI4rLzZwNmR3VGWbivnpXU70OKfaG1giHYcAmftfPOs3q_VsTvTST2Advjl9Fv_HGuDuRV7Yzj5JoQKQtjsmDPp5gVQ92PCMa7MAptu5bZYYWOHD5zSnbTHD0zdyJ_UVQOY/s320/download+(1).png" width="320" /></a></div>
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<b>Product</b></div>
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Produk merupakan segala sesuatu yang dapat ditawarkan di pasar untuk memuaskan kebutuhan dan keinginan konsumen. Produk terdiri atas barang, jasa, pengalaman, events, orang, tempat, kepemilikan, organisasi, informasi dan ide.</div>
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Berikut tampilan halaman product dari PT telkom. Perusahaan ini menyediakan berbagai aplikasi, game dan berbagai konten menarik yang dapat dipergunakan oleh pengguna jasa telkom ataupun bukan.</div>
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<b>Place</b></div>
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Tempat/Lokasi sering pula disebut sebagai saluran distribusi yaitu suatu perangkat organisasi yang saling tergantung dalam penyedia suatu produk atau jasa untuk digunakan atau dikonsumsi oleh konsumen atau pengguna bisnis. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjX8_azViK18PQehyGmJugF-OayrATBfROvPoY8_tDul1I1Yaa1OF8JOhETbL3yVBetTzoEatTBaYtw2AT9qjsGdOS_hlqh4r4yKAmugFHwGzeql-j2MgKECeZupbl1Ps35GIoaU2SDuGI/s1600/download+%25283%2529.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="293" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjX8_azViK18PQehyGmJugF-OayrATBfROvPoY8_tDul1I1Yaa1OF8JOhETbL3yVBetTzoEatTBaYtw2AT9qjsGdOS_hlqh4r4yKAmugFHwGzeql-j2MgKECeZupbl1Ps35GIoaU2SDuGI/s320/download+%25283%2529.png" width="320" /></a></div>
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Gambar diatas menampilkan tempat dan lokasi gerai Telkom dengan berbagai informasi mengenai alamat, nomor telpon dan nomor faksimili</div>
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<b>Price</b></div>
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Jumlah uang yang harus dibayar oleh pelanggan untuk mendapatkan produk (nilai suatu barang yang dinyatakan dengan uang menurut buchari alma (2004:169)) Keputusan-keputusan mengenai harga mencakup tingkat harga, potongan harga, keringanan, periode pemasaran, dan rencana iklan yang dibuat oleh produsen.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhW7L2hHWU_31a8Etv6dK9_C6ihaaUAxzQlRYZrpvUfvB6IY1uJo8AQHN-BoPq-sOoYZx4mZW_1hy0GpbhB6O3pq6deckFEeWeihcTsrv-Tn84MXWKfJv9D0QWmg9YBk5NoyrEPrCMf83Q/s1600/download+%25284%2529.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="228" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhW7L2hHWU_31a8Etv6dK9_C6ihaaUAxzQlRYZrpvUfvB6IY1uJo8AQHN-BoPq-sOoYZx4mZW_1hy0GpbhB6O3pq6deckFEeWeihcTsrv-Tn84MXWKfJv9D0QWmg9YBk5NoyrEPrCMf83Q/s320/download+%25284%2529.png" width="320" /></a></div>
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gambar diatas merupakan tampilan harga dari paket speedy yang tersedia. sehingga dengan adanya kejelasan mengenai harga konsumen dapat mempertimbangkan lebih dahulu sebelum memutuskan berlangganan</div>
Qurrota Ainihttp://www.blogger.com/profile/01528238698740512620noreply@blogger.com0tag:blogger.com,1999:blog-9199248594395891735.post-84530155453017068832012-12-25T22:40:00.002+07:002012-12-25T22:40:33.330+07:00Usaha Kecil Goes to OnlineKali ini saya akan membahas mengenai sebuah perusahaan manual merambah dunia online. CV Agung Mitra Setia merupakan sebuah perusahaan berbasis IT yakni penyedia barang dan jasa yang memperdagangkan berbagai jenis modem dan aksesorisnya. Perusahaan ini terletak di lokasi strategis Bandar Lampung, sebelumnya selain menjual barang dagangan mereka di toko mereka menggunakan teknik kongsingasi dan bayar dimuka untuk program reseller. mengunjungi dari satu toko ke toko lain memenuhi jumlah permintaan modem diwilayah Bandar Lampung.<span class="fullpost">
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seiring semakin bertambahnya omset penjualan perusahaan CV AMS ini memutuskan merambah dunia online dengan alamat web address <span style="color: blue;">modemindonesia.com</span> . tentunya strategi ini untuk menjangkau pemasaran yang lebih luas tidak hanya disekitar lokal wilayah bandar lampung melainkan ke berbagai area di Indonesia. </div>
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berikut tampilan halaman webnya:</div>
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Qurrota Ainihttp://www.blogger.com/profile/01528238698740512620noreply@blogger.com0tag:blogger.com,1999:blog-9199248594395891735.post-67700813293505335712012-11-13T01:51:00.000+07:002012-11-13T01:51:07.788+07:00Website Kaskus.co.id Membangun Perekonomian Nasionalsiapa yang tidak tau dengan website satu ini. Kaskus. setelah sebelumnya beberapa kali pindah domain. dari .us .com kemudian terakhir menambatkan domainnya di .co.id yang mencerminkan produk Indonesia.<div>
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Kaskus sebagai website yang tergolong All in One menurut pandangan saya memiliki potensi besar dalam membangun perekonomian nasional. kenapa bisa begitu?</div>
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jadi begini, saya pernah mendengar dari ayah bahwa sebuah negara maju apabila 5% dari penduduknya adalah wiraswasta. nah Kaskus ini sebagai website serba ada yang didalamnya terdapat website e-commerce atau website jual beli secara online. Dengan adanya forum FJB(forum jual beli), antar user pengguna kaskus dapat bertransaksi menjual dan membeli barang terhadap satu sama lain. FJB ini menumbuhkan cikal bakal pengusaha. dari yang semula tidak pernah berdagang cukup dengan memasang trit dapat mulai menjual barang. tentunya hal yang seperti ini memperkecil tingkat kemiskinan. semua bisa mulai berwirausaha. mengingat di kaskus segala barang ada yang jual seharusnya masyarakat Indonesia lebih berani untuk mengambil bagian dalam forum jua; beli ini.</div>
Qurrota Ainihttp://www.blogger.com/profile/01528238698740512620noreply@blogger.com1tag:blogger.com,1999:blog-9199248594395891735.post-54646667765990386932012-10-07T22:46:00.001+07:002012-10-07T22:51:02.409+07:00Pengenalan Bisnis Informatika<div>
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<b>BISNIS DALAM ARTI UMUM</b></div>
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Menggambarkan semua aktifias dari institusi yang memproduksi barang dan jasa dalam kehidupan sehari hari. Bisnis sebagai sistem yang berfungsi memproduksi jasa guna memuaskan kebutuhan masyarakat selain itu bisnis juga merupakan organisasi yang menyediakan barang dan jasa guna mendapatkan keuntungan</div>
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<b>SUMBER DAYA MANUSIA</b><span class="fullpost">
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adalah potensi yang terkandung dalam diri manusia yang mampu mengelola dirinya sendiri serta mampu memaksimalkan seluruh potensi yang terkandung di alam guna maencapai kesejahteraan. Sumber Daya Manusia termasuk kedalam elemen dan sistem bisnis.</div>
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adapun kualifikasi SDM adalah memiliki kemampuan kompetitif dan berkualitas tinggi.</div>
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<b>sebagai contoh</b>, disebuah perusahaan yang bergerak dibidang jaringan membutuhkan 4 kategori karyawan untuk membantu berkembangnya perusahaan ini dengan skala bisnis menengah ini Perusahaan membutuhkan 4 kategori yakni bagian Accounting, Marketing, Sales dan Manajemen. tentunya untuk kualifikasi dari ketiga kategori ini berbeda. dibutuhkan kemampuan yang mampu berkompetitif serta berkualitas. dalam arti perusahaan tidak bisa sembarangan mencari SDM perusahaan mereka tentunya demi keberlangsungan hidup dari Perusahaannya. seseorang yang memiliki kualifikasi memiliki kemampuan yang baik tidak mungkin di tempatkan pada posisi sales. begitu juga Sales yang tidak memiliki kemampuan memanajemen perusahaan di tempatkan di posisinya pada bidang penjualan.</div>
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<b>TANGGUNG JAWAB PERUSAHAAN TERHADAP KONSUMEN DAN LINGKUNGAN</b><br />
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Sebuah perusahaan skala besar yang bergerak dibidang air isi ulang tentunya memiliki kewajiban serta tanggung jawab terhadap konsumen dan Lingkungan. </div>
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<b>contoh tanggung jawab perusahaan terhadap konsumen</b>:</div>
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- perusahaan memberikan pelayanan terbaik terhadap konsumen dengan menyediakan customer service untuk customer yang membutuhkan informasi mengenai produk dan perusahaan.</div>
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- perusahaan mengemas produk isi ulangnya dengan memperhatikan aspek kesehatan dari kualitas bahan kemasan minuman</div>
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- perusahaan mencari sumber air terbaik melalui riset para ahli</div>
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- perusahaan mengeluarkan produk dengan mempertimbang kebutuhan konsumen dari segala aspek</div>
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<b>sedangkan contoh tanggung jawab perusahaan terhadap sosial</b>:</div>
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- perusahaan memberikan gaji yang pantas untuk para karyawannya. sehingga kesejahteraan karyawan terjamin</div>
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- perusahaan yang bergerak di air kemasan isi ulang menjaga keasrian dari lingkungan sumber mata air dengan tidak mengeksploitasi secara tidak bertanggung jawab. sebagai contoh melakukan reboisasi secara berkala demi terjaganya lingkungan hutan.</div>
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- perusahaan memberdayakan masyarakat sekitar untuk dijadikan sebagai karyawan perusahaan sehingga mengurangi tingkat pengangguran</div>
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- perusahaan ikut ambil bagian dalam bantuan ke sumber bencana.</div>
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- perusahaan mempertimbangkan kemasan air isi ulang yang ramah lingkungan</div>
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dengan mempertimbangkan kedua aspek ini diharapkan setiap wirausaha besar maupun kecil bertanggung jawab terhadap lingkungan dan sosial. sehingga tidak hanya memperkaya diri sendiri melainkan untuk kesejahteraan bersama.</div>
Qurrota Ainihttp://www.blogger.com/profile/01528238698740512620noreply@blogger.com0tag:blogger.com,1999:blog-9199248594395891735.post-32809152122183127022012-03-29T00:16:00.000+07:002012-03-29T00:18:14.106+07:00BASIC GAME dan GAME ENGINEkali ini saya akan membahas kembali mengenai game. setelah sebelumnya membahas mengenai game online versi horor sekarang saya akan membahas mengenai pengenalan dari game itu sendiri. Game merupakan sebuah permainan yang dibangun berdasarkan video sehingga pada dasarnya game ini dikenal sebagai permainan video. menurut wikipedia itu sendiri Game adalah "permainan yang menggunakan interaksi dengan antarmuka melalui gambar yang dihasilkan oleh piranti video" biasanya pada sebuah game terdapat skor atau nilai. skor ini sendiri didapat atas penghargaan dari berbagai usaha yang dilakukan user dalam permainan.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3wzZHX4pfXyDvv_Zujm-v2398GoJeXqWRzdQt2W288M1Z_q_KTqbhr_wKZQ4uqU8jUocJYlMWr1nKBhcWylUh8ug25l0KtWUoCuJ9yjBIryQejyCJLDJWkWQMSdtUj6nVQ5fyMEmZxG4/s1600/gameengine.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3wzZHX4pfXyDvv_Zujm-v2398GoJeXqWRzdQt2W288M1Z_q_KTqbhr_wKZQ4uqU8jUocJYlMWr1nKBhcWylUh8ug25l0KtWUoCuJ9yjBIryQejyCJLDJWkWQMSdtUj6nVQ5fyMEmZxG4/s320/gameengine.jpg" width="252" /></a></div>
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Game engine adalah software yang dibuat demi kemudahan dan keperluan dalam pembuat serta pengembangan dari sebuah game.jika dianalogikan game adalah jiwa setiap gamer maka game engine merupakan jiwa dari game itu sendiri. tujuan sebenarnya game engine ini ialah untuk memudahlan para pengembang game dalam pemodelan, rendering, visual, AI serta sietem jaringan game tersebut,</div>
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Tipe Game Engine</div>
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1. Roll-your-own game engine (membangun engine sendiri dan diberikan secara gratis)</div>
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2. Mostly-ready game engines (didalamnya telah tersedia bebrbagai kebutuhan developer dalam membangun game mereka tanpa harus memulai dari nol sehingga lebih hemat waktu)</div>
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3. Point-and-click engines (engine yang sangat dibatasi namun user friendly)</div>
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pada dasarnya game engine merupakan sebuah tools atau berupa software pendukung. adapun software software tersebut terbagi menjadi komersil dan non komersil. sebagai contoh untuk yang komersil ialah C4 Engine, DXStudio, 3DGamestudio. sedangkan alternatif dari sotware berbayar ini alias gratis berbasiskan open source sperti Blender, Ogre, Panda 3D, JME dsb.</div>
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sumber: </div>
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<a href="http://id.wikipedia.org/wiki/Permainan_video">http://id.wikipedia.org/wiki/Permainan_video</a></div>
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<a href="http://cakrawalamaya.blogspot.com/2012/03/pengertian-game-engine.html">http://cakrawalamaya.blogspot.com/2012/03/pengertian-game-engine.html</a>
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<a href="http://www.creativebrain.web.id/media.php?action=readnews&id=144&title=Macam-Macam%20Serta%20Perbandingan%20Game%20Engine">http://www.creativebrain.web.id/media.php?action=readnews&id=144&title=Macam-Macam%20Serta%20Perbandingan%20Game%20Engine</a>
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</div>Qurrota Ainihttp://www.blogger.com/profile/01528238698740512620noreply@blogger.com0tag:blogger.com,1999:blog-9199248594395891735.post-30055808096541586742012-01-07T00:24:00.001+07:002012-01-08T22:42:58.961+07:00BLENDERselamat malam..<br />
lagi pengen ngebahas tentang blender nih. blender yang dimaksud juga bukan perkakas dapur tetapi semacam Aplikasi pembuatan objek seperti 3D Max. Blender merupakan salah satu software open source pemodelan terpopuler. biasa dipakai dalam grafik komputer. Grafik Komputer adalah bagian dari ilmu komputer yang berkaitan dengan pembuatan dan manipulasi gambar (visual) secara digital. Bentuk sederhana dari grafika komputer adalah grafika komputer 2D yang kemudian berkembang menjadi grafika komputer 3D, pemrosesan citra (image processing), dan pengenalan pola (pattern recognition). Grafika komputer sering dikenal juga dengan istilah visualisasi data(wikipedia). semacam ini penampakannya:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbXSaY9L7Rp_buIBCDqLvQGjjg6Ko8ej6uZQv2QvoMVKyVUhfuSaHj6iTmlzqCAObR8b0mvV_-6IYNO_3rgrDMbp1gAuZarliXO0CYlQmqnn9luCvta3DI7nCgGmh0HDh1hY-HxpzFHZI/s1600/GRAFKOM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbXSaY9L7Rp_buIBCDqLvQGjjg6Ko8ej6uZQv2QvoMVKyVUhfuSaHj6iTmlzqCAObR8b0mvV_-6IYNO_3rgrDMbp1gAuZarliXO0CYlQmqnn9luCvta3DI7nCgGmh0HDh1hY-HxpzFHZI/s640/GRAFKOM.png" width="640" /></a></div>
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oke gak banyak yang bisa diceritakan dari blender ini karena saya sendiri gak tau banyak, sedikit ribet, repot dan keteteran ketika dalam pembuatan projek animasi praktikum grafkom waktu lewat atau mungkin karena saya yang mempelajarinya dalam waktu relatif singkat sekitar 4mingguan sehingga tidak memberikan kesan yg mendalam terhadap software yang satu ini. sekian.<br />
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(update)<br />
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<b> INTRODUCING MY 1st BLENDER ANIMATION</b></div>
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<b>- BEE BASK-</b> </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0DWDNV2rCe0UDOE033LSIt6NR1f3TxL3F_6kyEHduK3vOtsQ_PD3dE5lNkU-DHJcN4soMk-eJQWXG8fLhEUXEkOQCccQ8vCYl6ye7O2POQmpFXpifHWkUMraqiD9XvbV-BfN4KAcLBUA/s1600/lebah.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="359" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0DWDNV2rCe0UDOE033LSIt6NR1f3TxL3F_6kyEHduK3vOtsQ_PD3dE5lNkU-DHJcN4soMk-eJQWXG8fLhEUXEkOQCccQ8vCYl6ye7O2POQmpFXpifHWkUMraqiD9XvbV-BfN4KAcLBUA/s640/lebah.png" width="640" /></a></div>
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(interface animasi)</div>
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oke. projek selanjutnya adalah animasi hewan mata praktikum grafik komputer. baru juga selesai sidang projek PKB udah dapet projek animasi. yang belum tau ini apaan,semacam animasi sederhana ngegunain blender 2.60. sangat kepepet pas ngebuatnya detik demi nyelesein projek animasi dari grafkom ini kurang dari 6 jam. seharusnya waktu pembuatannya dalam 3mingguan. semacam gambar anak tk ya? maklum deh segini juga udah sangat cukup baik untuk kelas pemula ukuran selevel saya yang gak tau apa-apa dan terpaksa membuatnya. setelah kepo kesana kemari secara ajaib blender dan manual book animasi jadi pagi buta. semacam keberuntungan. animasi yg saya buat mudah nih tanpa bone, cuma butuh beberapa UV sphere untuk badan, sayap mata dan salju. sedangkan Cone pada pohon cemara, tanduk serta mulut dari lebah. selebihnya ngegunain cylinder. senjatanya cuma ALT+D buat duplikat, tombol "s" untuk skala, kemudian "z" untuk mengatur bentuk dasarnya dan tombol "r" untuk rotate objek. klik tombol smooth pada panel berfungsi untuk penghalusan objek pada saat rendering. untuk melihat hasil klik tombol F12 untuk render image. dan tarraaaa objek serta karakter pun selesai.</div>
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setelah pembentukan objek, karakter dan latarbelakang selanjutnya adalah dengan penyettingan timeline. klik tombol radiobutton yg berwarna merah pada bagian bawah, dan klik juga tombol keyframe yg bergambar kunci untuk mulai merekam pergerakan objek. kali ini saya set ends time pada timeline adalah 40s. jadi selama 40 detik ini kita mengatur keyframe dari objek yang ingin digerakkan ataupun dirubah posisi dalam jeda waktu yg berbeda. setelah selesai, klik tombol play pada bagian bawah blender untuk melihat hasilnya. </div>
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yang mau liat hasil akhir animasi geraknya gak tau harus gimana. sedikit gambaran animasi awal ini pada sayap lebah yg bergerak gerak pelan kemudian salju yang sedikit demi sedikit turun hingga habis tidak terlihat lagi dan si lebah pun pergi meninggalkan taman cemara tersebut.</div>
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selamat menikmati animasi yang tidak seberapa ini. terimakasih</div>Qurrota Ainihttp://www.blogger.com/profile/01528238698740512620noreply@blogger.com2tag:blogger.com,1999:blog-9199248594395891735.post-3016867994680563232011-12-28T22:38:00.014+07:002012-01-06T12:22:04.085+07:00GAME CLICK CLACK AWAY<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><div style="text-align: left;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;">tulisan blog kali ini ngebahas tentang project game yang dibuat deket deket sidang PKB. game berbasiskan prolog. sedikit gambaran mengenai interface game serta cuplikan cuplikan dari game ini sendiri. semoga bisa menjadi pencerahan buat temen temen yang kesulitan mencari refrensi untuk pembuatan game menggunakan strawberry prolog. untuk listing program bisa langsung pm saya di ym :)</span></div></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div style="text-align: left;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><br />
</span></div></div></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: left;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div style="text-align: left;"><span style="font-size: 13.5pt;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><b>Apa itu Prolog?</b><o:p></o:p></span></span></div></div></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: left;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div style="text-align: left;"><span style="font-size: 13.5pt;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><b><br />
</b></span></span></div></div></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: left;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div style="text-align: left;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><b><span style="font-size: 10pt;">Prolog</span></b><span style="font-size: 10pt;"> adalah bahasa pemrograman logika atau di sebut juga sebagai bahasa non procedura<a href="http://id.wikipedia.org/w/index.php?title=Bahasa_non-procedural&action=edit&redlink=1" title="Bahasa non-procedural (halaman belum tersedia)"><span style="text-decoration: none;">l</span></a>. Namanya diambil dari upaya untuk menciptakan suatu bahasa pemrograman yang memungkinkan pernyataan logika alih-alih rangkaian perintah untuk dijalankan komputer.</span><span class="Apple-style-span" style="font-size: medium;"> </span><span class="Apple-style-span" style="font-size: 13px; line-height: 24px;"><i>prolog</i> menggunakan teknik pencarian yang di sebut h<span style="text-decoration: none;">euristic</span> (<i>heutistic</i>) dengan menggunakan pohon logika (Wikipedia)</span></span></div></div></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div style="text-align: left;"><span class="Apple-style-span" style="font-size: 13px; line-height: 24px;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><br />
</span></span></div></div></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div style="text-align: left;"><span class="Apple-style-span" style="font-size: 13px; line-height: 24px;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;">download Strawberry Prolog <a href="http://www.dobrev.com/download.html">disini</a></span></span></div></div></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div style="text-align: left;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><br />
</span></div></div></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div style="text-align: center;"><b><span class="Apple-style-span" style="color: #444444; font-family: inherit;">Perkenalan : CLICK CLACK AWAY</span></b></div></div></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div style="text-align: left;"><b><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><br />
</span></b></div></div></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div style="text-align: left;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;">merupakan permainan dengan konsep AI (Artificial Intelligence) dimana user berusaha untuk mengalahkan komputer yang telah di beri pembelajaran untuk memenangkan permainan. Click Clack Away merupakan game semacam matches (game Strawberry Prolog). Player dan Komputer berlomba untuk tidak mendapatkan giliran terakhir dalam menghabiskan item apel-apelnya dengan prinsip <i>take the last you fool.</i> terdapat timer selama 20 detik setiap sekali permainan. player harus menyelesaikan permainan sebelum waktu habis.</span></div><div style="text-align: left;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><i><br />
</i></span></div><div style="text-align: center;"><i><span class="Apple-style-span" style="font-style: normal; line-height: 24px;"><b><span class="Apple-style-span" style="color: #444444; font-family: inherit; font-weight: normal;"><a href="http://3.bp.blogspot.com/-a0Zg-fC7N5E/TwZ3oEDMKfI/AAAAAAAAALE/HHuvqsJz65Y/s1600/1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="322" src="http://3.bp.blogspot.com/-a0Zg-fC7N5E/TwZ3oEDMKfI/AAAAAAAAALE/HHuvqsJz65Y/s640/1.png" width="640" /></a></span></b></span></i></div><div style="text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><i><span class="Apple-style-span" style="font-style: normal; line-height: 24px;"><b>(Interface Game)</b></span></i></span></div></div></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div style="text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><br />
</span></div><div style="text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><br />
</span></div></div></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><b><span class="Apple-style-span" style="color: #444444; font-family: inherit; font-size: large;">MANUAL BOOK</span></b></div></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div style="text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><br />
</span></div></div></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"></div><div class="MsoNormal" style="line-height: 24px; text-align: justify;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div style="text-align: left;"><b><span class="Apple-style-span" style="color: #444444; font-family: inherit;">INITIAL STATE :<o:p></o:p></span></b></div></div></div><div class="MsoNormal" style="line-height: 24px; text-align: justify; text-indent: 0.5in;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div style="text-align: left;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;">Penggunaan initial state sebagai acuan untuk membuat program Click Clack Away adalah pembuatan area permainannya. Penulis menggunakan gambar Apel yang berukuran 56x60 sebagai pengganti “korek api”. Game Click Clack Away merupakan Permainan Mental seorang pemain melawan AI komputer. Pada game ini akan menampilkan 16 spot/apel dalam 4 baris dan 7 kolom dan kolom menyusun meningkat. Game ini akan mengasah otak pemainnya. Pemain harus untuk menerapkan strategi yang tepat untuk memenangkan game ini. Permainan ini hanya satu pemain, sedangkan Komputer bertindak sebagai lawan dari pemain.<o:p></o:p></span></div></div></div><div class="MsoNormal" style="line-height: 24px; text-align: justify; text-indent: 0.5in;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div style="text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><br />
</span></div></div></div><div class="separator" style="clear: both; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit; line-height: 24px;"><a href="http://2.bp.blogspot.com/-Y1jkFh1fkko/TwZ4wEY9aWI/AAAAAAAAAMI/J3WgsQMJyMY/s1600/18.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="316" src="http://2.bp.blogspot.com/-Y1jkFh1fkko/TwZ4wEY9aWI/AAAAAAAAAMI/J3WgsQMJyMY/s640/18.png" style="cursor: move;" width="640" /></a></span></div><div class="separator" style="clear: both; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;">(Papan Permainan)</span></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div style="text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><br />
</span></div></div><div class="separator" style="clear: both; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><br />
</span></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"></span></div><div class="MsoNormal" style="line-height: 24px; text-align: justify;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div style="text-align: left;"><b><span class="Apple-style-span" style="color: #444444; font-family: inherit;">RULES :<o:p></o:p></span></b></div></div></div><div class="MsoNormal" style="line-height: 24px; text-align: justify;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div style="text-align: left;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"> Aturan main (Rules) pada games <b>Click Clack Away </b>ini adalah sebagai berikut :</span></div></div></div><div class="MsoNormal" style="line-height: 24px; margin-left: 0.5in; text-align: justify; text-indent: -0.25in;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"></span></div><div class="MsoNormal" style="line-height: 24px; margin-bottom: 0px; margin-left: 0.5in; margin-right: 0px; margin-top: 0px; text-align: justify; text-indent: -0.25in;"><div style="text-align: left;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;">1.<span style="font: normal normal normal 7pt/normal 'Times New Roman';"> </span>User memulai permainannya terlebih dahulu, dan user menentukan apel mana yang akan user ambil untuk memulai permainan. User diberi kebebasan untuk memilih apel mana saja yang akan diambil selama berada di papan permainan.</span></div></div><div class="MsoNormal" style="line-height: 24px; margin-bottom: 0px; margin-left: 0.5in; margin-right: 0px; margin-top: 0px; text-align: justify; text-indent: -0.25in;"><div style="text-align: left;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;">2.<span style="font: normal normal normal 7pt/normal 'Times New Roman';"> </span>Komputer melakukan pembelajaran untuk menghalangi jalan user untuk mencapai Goal (Tujuan).</span></div></div><div class="MsoNormal" style="line-height: 24px; margin-bottom: 0px; margin-left: 0.5in; margin-right: 0px; margin-top: 0px; text-align: justify; text-indent: -0.25in;"><div style="text-align: left;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;">3.<span style="font: normal normal normal 7pt/normal 'Times New Roman';"> </span>Komputer juga melakukan pembelajaran untuk memenangkan games ini menyisakan apel terakhir untuk user ambil (mengambil lebih dahulu dari user)</span></div></div></div><div class="MsoNormal" style="line-height: 24px; margin-left: 0.5in; text-align: justify;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div style="text-align: left;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><br />
</span></div></div></div><div class="MsoNormal" style="line-height: 24px; text-align: justify;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div style="text-align: left;"><b><span class="Apple-style-span" style="color: #444444; font-family: inherit;">GOAL :<o:p></o:p></span></b></div></div></div><div class="MsoNormal" style="line-height: 24px; text-align: justify;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div style="text-align: left;"><span class="Apple-style-span" style="color: #444444;"><span class="Apple-style-span" style="font-family: inherit;"> </span><span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;">Goal (tujuan) untuk menyelesaikan games <b>Click Clack Away </b>ini adalah <span class="Apple-style-span">mengambil lebih dulu dari lawan kita yaitu Komputer. Dengan menyisakan 2 buah apel pada permainan maka user dapat menang. Banyak sekali cara untuk mencapai goal(tujuan) terbentuk, salah satunya adalah sebagai berikut:</span></span></span></div></div></div><div class="MsoNormal" style="line-height: 24px; text-align: justify;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div style="text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><br />
</span></div></div></div><div class="MsoNormal" style="text-align: center;"><div class="separator" style="clear: both; line-height: 24px; text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit; line-height: normal;"><a href="http://4.bp.blogspot.com/-OobEvhIX-oA/Tvs1qjI8PAI/AAAAAAAAAIg/M7-FlSS1dIk/s1600/2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="314" src="http://4.bp.blogspot.com/-OobEvhIX-oA/Tvs1qjI8PAI/AAAAAAAAAIg/M7-FlSS1dIk/s640/2.png" width="640" /></a></span></div></div><div class="MsoNormal" style="line-height: 24px; text-align: center;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><b><span lang="FI"><span class="Apple-style-span" style="color: #444444; font-family: inherit;">(MENANG)<o:p></o:p></span></span></b></div></div><div class="MsoNormal" style="line-height: 24px; text-align: justify;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div style="text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><br />
</span></div></div></div><div class="MsoNormal" style="line-height: 24px; text-align: center;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><b><span class="Apple-style-span" style="font-weight: normal; line-height: normal;"><a href="http://3.bp.blogspot.com/-0XfSvCrywv0/Tvs1u9QbnNI/AAAAAAAAAIo/qHeUbXgA2IA/s1600/3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><img border="0" height="313" src="http://3.bp.blogspot.com/-0XfSvCrywv0/Tvs1u9QbnNI/AAAAAAAAAIo/qHeUbXgA2IA/s640/3.png" style="cursor: move;" width="640" /></span></a></span></b></div></div><div class="MsoNormal" style="line-height: 24px; text-align: center;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><b><span lang="FI"><span class="Apple-style-span" style="color: #444444; font-family: inherit;">(KALAH)</span></span></b><br />
<div style="text-align: left;"><b><span lang="FI"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><br />
</span></span></b></div><b><span lang="FI"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"></span></span></b><br />
<div class="MsoNormal" style="font-weight: normal; line-height: 24px; text-align: justify;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-align: left;"><b><span lang="FI"><span class="Apple-style-span" style="color: #444444;"><b><span lang="FI"><span class="Apple-style-span" style="color: #444444; font-family: inherit;">Konsep AI :</span></span></b></span></span></b></div></div><div class="MsoNormal" style="line-height: 24px; text-align: justify; text-indent: 0.5in;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><span lang="FI"><span class="Apple-style-span" style="color: #444444;"><span class="Apple-style-span" style="font-family: inherit;"></span></span></span></div><div class="MsoNormal" style="line-height: 24px; text-align: justify; text-indent: 0.5in;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-align: left;"><span lang="FI"><span class="Apple-style-span" style="color: #444444;"><span class="Apple-style-span" style="font-family: inherit;"><span lang="FI">Kecerdasan buatan atau AI pada game ini terletak pada computer yang akan bertindak sebagai lawan. Komputer akan selalu berusaha mengalahkan user. Komputer dapat menyusun strateginya sendiri agar menjadi pemenang. </span><span lang="IN">Konsep AI pada game ini terletak pada komputer yang akan bertindak sebagai lawan dari user. Komputer akan selalu berusahan mengalahkan user dengan menghalangi langkah user </span>menyisakan apel terakhir<span lang="IN">.</span><o:p></o:p></span></span></span></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-align: left;"><span lang="FI"><span class="Apple-style-span" style="color: #444444;"><span lang="IN" style="font-family: inherit;"><br />
</span></span></span></div></div><div class="MsoNormal" style="line-height: 24px; text-align: justify; text-indent: 0.5in;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-align: left;"><span lang="FI"><span class="Apple-style-span" style="color: #444444;"><span class="Apple-style-span" style="font-family: inherit;">Game ini menggunakan Runut-balik (backtracking) Algoritma Runut-balik adalah algoritma yang berbasis pada DFS untuk mencari solusi persoalan secara lebih Praktis. Runut-balik, yang merupakan perbaikan dari algoritma brute-force, secara sistematis mencari solusi persoalan di antara semua kemungkinan solusi yang ada. Dengan metode runut-balik, kita tidak perlu memeriksa semua kemungkinan solusi yang ada. Hanya pencarian yang mengarah ke solusi saja yang selalu dipertimbangkan. Akibatnya, waktu pencarian dapat dihemat.<o:p></o:p></span></span></span></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-align: left;"><span lang="FI"><span class="Apple-style-span" style="color: #444444;"><span class="Apple-style-span" style="font-family: inherit;"><br />
</span></span></span></div></div><div class="MsoNormal" style="line-height: 24px; text-align: justify; text-indent: 0.5in;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-align: left;"><span lang="FI"><span class="Apple-style-span" style="color: #444444;"><span class="Apple-style-span" style="font-family: inherit;">Runut-balik merupakan bentuk tipikal algoritma rekursif. Saat ini algoritma runut-balik banyak diterapkan untuk program games (seperti permainan tic-tac-toe, menemukan jalan keluar dalam sebuah labirin, catur, dll) dan masalah-masalah pada bidang kecerdasan buatan (artificial intelligence).<o:p></o:p></span></span></span></div><div style="text-align: center;"><b><span lang="FI"><span class="Apple-style-span" style="color: #444444;"><span class="Apple-style-span" style="font-family: inherit;"><br />
</span></span></span></b></div></div></div></div></div><div class="MsoNormal" style="line-height: 24px; text-align: justify;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div style="text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><br />
</span></div></div></div><div class="MsoNormal" style="line-height: 24px; text-align: justify;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div style="text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><b>OUTPUT PROGRAM</b></span></div></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div style="text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><br />
</span></div></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><span class="Apple-style-span" style="color: #444444;"><b><span class="Apple-style-span" style="font-family: inherit; font-weight: normal;"></span></b></span></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div style="text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><a href="http://4.bp.blogspot.com/-cDnkfdnvW0U/TwZ3tdaEX3I/AAAAAAAAALM/nfrL2Qn3Uno/s1600/11.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://4.bp.blogspot.com/-cDnkfdnvW0U/TwZ3tdaEX3I/AAAAAAAAALM/nfrL2Qn3Uno/s640/11.png" width="640" /></a></span></div><div style="text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;">(START)</span></div></div></div><div style="text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><br />
</span></div><div style="text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><br />
</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><div style="text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><span class="Apple-style-span" style="line-height: 24px;"><a href="http://4.bp.blogspot.com/-FGp4lLpwmoM/TwZ3ujg0E4I/AAAAAAAAALU/7sQam-A9WJ0/s1600/12.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="150" src="http://4.bp.blogspot.com/-FGp4lLpwmoM/TwZ3ujg0E4I/AAAAAAAAALU/7sQam-A9WJ0/s400/12.png" width="400" /></a></span> </span></div><div style="text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;">(RULES)</span></div><div style="text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><br />
</span></div><div style="text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><br />
</span></div><div style="text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><span class="Apple-style-span" style="line-height: 24px;"></span></span></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><b><span class="Apple-style-span" style="font-weight: normal;"><b><span class="Apple-style-span" style="font-weight: normal;"><a href="http://4.bp.blogspot.com/-SC1lPY2AItc/TwZ34vE8rYI/AAAAAAAAAL8/qonoAvkx1aY/s1600/17.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="160" src="http://4.bp.blogspot.com/-SC1lPY2AItc/TwZ34vE8rYI/AAAAAAAAAL8/qonoAvkx1aY/s320/17.png" style="cursor: move;" width="320" /></a></span></b></span></b></span></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;">(ABOUT)</span></div></div><div class="MsoNormal"><div style="text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><br />
</span></div></div><div class="MsoNormal"><div style="text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit; line-height: 24px;"><a href="http://2.bp.blogspot.com/-vW-SF8H7Kjs/TwZ3wKsPX7I/AAAAAAAAALc/Czw0kYnu72U/s1600/13.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-vW-SF8H7Kjs/TwZ3wKsPX7I/AAAAAAAAALc/Czw0kYnu72U/s1600/13.png" /></a></span></div><div style="text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;">(WAKTU HABIS)</span></div><div style="text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;"><br />
</span></div><div style="text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit; line-height: 24px;"><a href="http://4.bp.blogspot.com/-aiRcqX991h8/TwZ3xd4-ZWI/AAAAAAAAALk/35CQse7eKKU/s1600/14.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-aiRcqX991h8/TwZ3xd4-ZWI/AAAAAAAAALk/35CQse7eKKU/s1600/14.png" /></a></span></div><div style="text-align: center;"><span class="Apple-style-span" style="color: #444444; font-family: inherit;">(EXIT)</span></div></div>Qurrota Ainihttp://www.blogger.com/profile/01528238698740512620noreply@blogger.com4tag:blogger.com,1999:blog-9199248594395891735.post-87553474203026340482011-12-16T22:17:00.000+07:002011-12-16T22:17:49.184+07:00RENDERING<div style="font-family: "Trebuchet MS",sans-serif;"><br />
</div><div class="cap-bottom" style="font-family: "Trebuchet MS",sans-serif;"></div><div id="uds-searchControl" style="font-family: "Trebuchet MS",sans-serif;"><a href="http://www.blogger.com/post-create.g?blogID=9199248594395891735" name="uds-search-results"></a></div><h3 class="post-title entry-title" style="font-family: "Trebuchet MS",sans-serif;"> </h3><div class="post-header" style="font-family: "Trebuchet MS",sans-serif;"></div><div style="font-family: "Trebuchet MS",sans-serif;"><span style="color: #7f7f7f;">Rendering adalah proses akhir dari keseluruhan proses pemodelan ataupun animasi komputer. Dalam rendering, semua data-data yang sudah dimasukkan dalam proses modeling, animasi, texturing, pencahayaan dengan parameter tertentu akan diterjemahkan dalam sebuah bentuk output (tampilan akhir pada model dan animasi).</span></div><div class="MsoNormal" style="background: none repeat scroll 0% 0% white; font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-align: justify;"><span style="color: #7f7f7f;">Rendering tidak hanya digunakan pada game programming, tetapi juga digunakan pada banyak bidang, misalnya arsitektur, simulator, movie, spesial effect pada tayangan televisi, dan design visualization. Rendering pada bidang-bidang tersebut memiliki perbedaan, terutama pada fitur dan teknik renderingnya. Terkadang rendering juga diintegrasikan dengan model yang lebih besar seperti paket animasi, tetapi terkadang berdiri sendiri dan juga bisa free open-source product.</span></div><div class="MsoNormal" style="background: none repeat scroll 0% 0% white; font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm;"><br />
</div><div class="MsoNormal" style="background: none repeat scroll 0% 0% white; font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm;"><b><span style="color: #7f7f7f; font-size: 18pt;">Metode Rendering</span></b></div><div class="MsoNormal" style="background: none repeat scroll 0% 0% white; font-family: "Trebuchet MS",sans-serif; line-height: 7.8pt; margin-bottom: 0cm;"><br />
</div><div class="MsoNormal" style="background: none repeat scroll 0% 0% white; font-family: "Trebuchet MS",sans-serif; line-height: 7.8pt; margin-bottom: 0cm;"><br />
</div><div class="MsoListParagraph" style="background: none repeat scroll 0% 0% white; font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-indent: -18pt;"><span style="color: #7f7f7f;">·<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><b><span style="color: #7f7f7f;">Ray Tracing Rendering</span></b></div><div class="MsoNormal" style="background: none repeat scroll 0% 0% white; font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm;"><span style="color: #7f7f7f;">Ray tracing sebagai sebuah metode rendering pertama kali digunakan pada tahun 1980 untuk pembuatan gambar tiga dimensi. Ide dari metode rendering ini sendiri berasal dari percobaan Rene Descartes, di mana ia menunjukkan pembentukan pelangi dengan menggunakan bola kaca berisi air dan kemudian merunut kembali arah datangnya cahaya dengan memanfaatkan teori pemantulan dan pembiasan cahaya yang telah ada saat itu.</span></div><div class="MsoNormal" style="background: none repeat scroll 0% 0% white; font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm;"><span style="color: #7f7f7f;">Metode rendering ini diyakini sebagai salah satu metode yang menghasilkan gambar bersifat paling fotorealistik. Konsep dasar dari metode ini adalah merunut proses yang dialami oleh sebuah cahaya dalam perjalanannya dari sumber cahaya hingga layar dan memperkirakan warna macam apa yang ditampilkan pada pixel tempat jatuhnya cahaya. Proses tersebut akan diulang hingga seluruh pixel yang dibutuhkan terbentuk.</span></div><div class="MsoListParagraph" style="background: none repeat scroll 0% 0% white; font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-indent: -18pt;"><span style="color: #7f7f7f;">·<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><b><span style="color: #7f7f7f;">Wireframe rendering</span></b></div><div class="MsoNormal" style="background: none repeat scroll 0% 0% white; font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm;"><span style="color: #7f7f7f;">Wireframe yaitu Objek 3D dideskripsikan sebagai objek tanpa permukaan. Pada wireframe rendering, sebuah objek dibentuk hanya terlihat garis-garis yang menggambarkan sisi-sisi edges dari sebuah objek. Metode ini dapat dilakukan oleh sebuah komputer dengan sangat cepat, hanya kelemahannya adalah tidak adanya permukaan, sehingga sebuah objek terlihat tranparent. Sehingga sering terjadi kesalahpahaman antara siss depan dan sisi belakang dari sebuah objek.</span></div><div class="MsoListParagraph" style="background: none repeat scroll 0% 0% white; font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-indent: -18pt;"><span style="color: #7f7f7f;">·<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><b><span style="color: #7f7f7f;">Hidden Line Rendering</span></b></div><div class="MsoNormal" style="background: none repeat scroll 0% 0% white; font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm;"><span style="color: #7f7f7f;">Metode ini menggunakan fakta bahwa dalam sebuah objek, terdapat permukaan yang tidak terlihat atau permukaan yang tertutup oleh permukaan lainnya. Dengan metode ini, sebuah objek masih direpresentasikan dengan garis-garis yang mewakili sisi dari objek, tapi beberapa garis tidak terlihat karena adanya permukaan yang menghalanginya.</span></div><div class="MsoNormal" style="background: none repeat scroll 0% 0% white; font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm;"><span style="color: #7f7f7f;">Metode ini lebih lambat dari dari wireframe rendering, tapi masih dikatakan relatif cepat. Kelemahan metode ini adalah tidak terlihatnya karakteristik permukaan dari objek tersebut, seperti warna, kilauan (shininess), tekstur, pencahayaan, dll.</span></div><div class="MsoListParagraph" style="background: none repeat scroll 0% 0% white; font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm; text-indent: -18pt;"><span style="color: #7f7f7f;">·<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><b><span style="color: #7f7f7f;">Shaded Rendering</span></b></div><div class="MsoNormal" style="background: none repeat scroll 0% 0% white; font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm;"><span style="color: #7f7f7f;">Pada metode ini, komputer diharuskan untuk melakukan berbagai perhitungan baik pencahayaan, karakteristik permukaan, shadow casting, dll. Metode ini menghasilkan citra yang sangat realistik, tetapi kelemahannya adalah lama waktu rendering yang dibutuhkan.</span></div><div class="MsoNormal" style="background: none repeat scroll 0% 0% white; font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm;"><span style="color: #7f7f7f;">Contoh nyata dari rendering adalah dengan menggunakan software Blender, Vray (3DS Max) dan OpenGL. Satu trik khusus membuat kita dapat me-render seluruh film yang tengah kita buat dengan sangat cepat, yaitu render pranala. Bayangkan kita dapat segera menyaksikan karya kita, memeriksa kualitas animasi dan narasinya, tanpa perlu menunggu proses render yang terlalu lama. Render pranala memanfaatkan pustaka OpenGL yang menggambar seluruh antarmuka Blender termasuk viewport 3D ke layar, sehingga meski ia mengorbankan kualitas visual, jenis render ini dapat dilakukan dengan sangat cepat.</span></div><div class="MsoNormal" style="background: none repeat scroll 0% 0% white; font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm;"><span style="color: #7f7f7f;">Contoh rendering dengan menggunakan OpenGL adalah render pranala. Render ini tidak dapat langsung dilakukan melalui baris perintah. Blender harus terlebih dahulu memiliki “kanvas” OpenGL, yang artinya proses render harus dimulai saat antarmuka grafis tersedia. Eksekusi perintah render dilakukan dengan injeksi perintah Python, dengan satu-satunya perbedaan adalah fungsi yang dipanggil. Bila render normal dipanggil dengan fungsi <b>bpy.ops.render.render(animation=True)</b>, maka render OpenGL dipanggil dengan fungsi:</span></div><div class="MsoNormal" style="background: none repeat scroll 0% 0% white; font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm;"><b><u><span style="color: #7f7f7f;">bpy.ops.render.opengl(animation=True, view_context=False)</span></u></b><u><span style="color: #7f7f7f;"></span></u></div><div class="MsoNormal" style="background: none repeat scroll 0% 0% white; font-family: "Trebuchet MS",sans-serif; margin-bottom: 0cm;"><span style="color: #7f7f7f;">Untuk merender dengan menggunakan Vray (3DS Max), proses rendering dibagi ke dalam 3 tahapan, yaitu pertama untuk proses rendering RGBA (Red Green Blue Alpha) image, kedua untuk rendering Ambience Occlusion, dan ketiga untuk rendering shadow. Vray sampai saat ini telah mengeluarkan versi Cinema 4D.</span></div><div class="MsoNormal" style="font-family: "Trebuchet MS",sans-serif;"><br />
</div><div class="MsoNormal" style="font-family: "Trebuchet MS",sans-serif;"><span style="color: #7f7f7f; font-size: 12pt;">Gambar-gambar Rendering:</span><br />
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</span></div><div class="separator" style="clear: both; font-family: "Trebuchet MS",sans-serif; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNC5YS94mFycl66qIjO4sJDG0wPZq9vC4IRClyBTW9vTT90Nyl3v9Xx18z8LVvPWljT0nDAxCI9KYwe4q0z4nmm-_lqggeXlFXO7z7wsM6Qw7IGMeZ391D4F6WV6EJwNh1ImVCZ4hCc74/s1600/rendering_interni.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="242" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNC5YS94mFycl66qIjO4sJDG0wPZq9vC4IRClyBTW9vTT90Nyl3v9Xx18z8LVvPWljT0nDAxCI9KYwe4q0z4nmm-_lqggeXlFXO7z7wsM6Qw7IGMeZ391D4F6WV6EJwNh1ImVCZ4hCc74/s320/rendering_interni.jpg" width="320" /></a></div>Qurrota Ainihttp://www.blogger.com/profile/01528238698740512620noreply@blogger.com27tag:blogger.com,1999:blog-9199248594395891735.post-13723766699508077242011-11-20T23:46:00.000+07:002011-11-20T23:46:59.629+07:00OpenGL Bangun Ruang 2D<b>Mata Kuliah : Grafik Komputer</b><br />
<b><br />
</b><br />
<b>Dosen : Adang Suhendra</b><br />
<b>Dosen Pengganti : Agam Adityas</b><br />
<b><br />
</b><br />
<b>Kelas : 3IA11</b><br />
<br />
<b>Anggota Kelompok:</b><br />
<b>1. Flashinta Tami</b><br />
<b>2. Maretha Tiara</b><br />
<b>3. Qurrota Aini</b><br />
<b>4. Riza Maryuni</b><br />
<b>5. Sabrina Sebtiani</b><br />
<b>6. Theresia</b><br />
<br />
<div class="MsoNormal" style="text-align: center;"><b>SEKILAS OpenGL</b></div><div class="MsoNormal"><b>OpenGL</b> (Open Graphics Library) adalah spesifikasi standar yang mendefinisikan sebuah lintas-bahasa, lintas-platform <a href="http://id.wikipedia.org/wiki/API" title="API"><span style="color: windowtext; text-decoration: none;"></span></a>API untuk mengembangkan aplikasi yang menghasilkan grafis komputer 2D maupun3D. Antarmuka terdiri dari lebih dari 250 panggilan fungsi yang berbeda yang dapat digunakan untuk menggambar tiga dimensi yang adegan-adegan kompleks dari bentuk-bentuk primitif sederhana. </div><div class="MsoNormal"><br />
</div><div class="MsoNormal">OpenGL dikembangkan oleh<a href="http://id.wikipedia.org/w/index.php?title=Silicon_Graphics_Inc&action=edit&redlink=1" title="Silicon Graphics Inc (page does not exist)"><span style="color: windowtext; text-decoration: none;"></span></a> Silicon Graphics Incs (SGI) pada tahun 1992 dan secara luas digunakan dalam CAD, virtual reality, visualisasi ilmiah, visualisasi informasi, dan simulasi penerbangan. Hal ini juga digunakan dalam video game, di mana bersaing dengan Direct3D on Microsoft Windows platform (lihat vs OpenGL Direct3D). OpenGL dikelola oleh sebuah teknologi<a href="http://id.wikipedia.org/wiki/Konsorsium" title="Konsorsium"><span style="color: windowtext; text-decoration: none;"></span></a> konsorsium nirlaba yaitu Khronos Group.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><b>DOWNLOAD OpenGL</b></div><div class="MsoNormal">Install Open GL nya disini : <a href="http://www.bloodshed.net/dev/devcpp.html">download disini</a><br />
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<b>STRUKTUR PADA OpenGL </b><br />
<b><span style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";"></span></b><span style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";"></span> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"><i><span style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">Includes</span><span style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";"></span></i></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"><i><span style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">Function Declarations</span><span style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";"></span></i></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"><i><span style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">WinMain</span><span style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";"></span></i></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"><i><span style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">OpenGL animation code </span><span style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";"></span></i></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"><i><span style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">shutdown OpenGL</span><span style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";"></span></i></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"><i><span style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">Destroy the window explicitly</span><span style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";"></span></i></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"><i><span style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">Window Procedure</span><span style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";"></span></i></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"><i><span style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">Enable OpenGL</span><span style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";"></span></i></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;"><i><span style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">Disable OpenGL</span></i></div></div><br />
<div class="MsoNormal"><b>OpenGL FUNCTION FORMAT</b></div><div class="MsoNormal"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgF09l8jtIMXf002dVw20MLvleqWgQPERwi-_KQR56Z3xugCC0kAaAj2Vk8IEwqUYPOoG6QBJT-p2KxCkUbwqYptujkMPspotuicK7-qeGk7uI4-Ny9vVuWjiN2-8oYSQbwzEJ2OMnjw_I/s1600/format.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgF09l8jtIMXf002dVw20MLvleqWgQPERwi-_KQR56Z3xugCC0kAaAj2Vk8IEwqUYPOoG6QBJT-p2KxCkUbwqYptujkMPspotuicK7-qeGk7uI4-Ny9vVuWjiN2-8oYSQbwzEJ2OMnjw_I/s320/format.jpg" width="320" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitQSUN3z5MVWHWkdwANZReOKMCCF6tzFELdZhBhzWftiO8XT-FGgjZf1oBtjagpLaOY8jAhnrecQjUT7nA3UHnHJSZDHS7XCoXeAPrTXHgTBFY_t4kgJdpzihdLwRCWu4RC6XlswG5mSo/s1600/format2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="207" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitQSUN3z5MVWHWkdwANZReOKMCCF6tzFELdZhBhzWftiO8XT-FGgjZf1oBtjagpLaOY8jAhnrecQjUT7nA3UHnHJSZDHS7XCoXeAPrTXHgTBFY_t4kgJdpzihdLwRCWu4RC6XlswG5mSo/s320/format2.jpg" width="320" /></a></div><div class="MsoNormal"><br />
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</div><div class="MsoNormal"><b>MULAI</b></div><div class="MsoNormal"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsyE_PhKkPdJFwyGEC8yGskpDs2IKW_gultPtslahxhelcZt9j9RzSVioIEcOAS8X0C7Yle9Kkw5gGaGDYvoQntUssOzEmLiS-r3bUFLWdcuBDJ7A4vuExn5oYDekSMEw8nKgyWZYJpK0/s1600/mulai.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="124" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsyE_PhKkPdJFwyGEC8yGskpDs2IKW_gultPtslahxhelcZt9j9RzSVioIEcOAS8X0C7Yle9Kkw5gGaGDYvoQntUssOzEmLiS-r3bUFLWdcuBDJ7A4vuExn5oYDekSMEw8nKgyWZYJpK0/s320/mulai.png" width="320" /></a></div><div class="MsoNormal" style="text-align: center;"> Untuk memulai Open GL pilih menu file>new>project</div><div class="MsoNormal" style="text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsFKGkpMLEDiz75TXP9K7qyqq-LIxxJmZ9wJkUQ6S378wCsq2Nltnq3UsUMyg43d-kgQfc9gaBeYdommac7zmfw0tgB9IKmlFKdPLospEIxI7sgpSYM1EEhGaWI6CGW2B2adEtKd12s6Q/s1600/mulai2.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="186" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsFKGkpMLEDiz75TXP9K7qyqq-LIxxJmZ9wJkUQ6S378wCsq2Nltnq3UsUMyg43d-kgQfc9gaBeYdommac7zmfw0tgB9IKmlFKdPLospEIxI7sgpSYM1EEhGaWI6CGW2B2adEtKd12s6Q/s320/mulai2.png" width="320" /></a></div><div style="text-align: center;">pilih multimedia > OpenGL<br />
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</div><div class="MsoNormal"><div style="text-align: center;"><span style="font-size: large;"><b>PROGRAM MEMBUAT BANGUN RUANG</b></span></div><b><br />
</b></div><div class="MsoNormal">GARIS</div><div class="MsoNormal" style="text-align: center;">Listing Program </div><div class="MsoNormal" style="text-align: center;"><img alt="" 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" /> </div><div class="MsoNormal" style="text-align: center;">Output Garis </div><div class="MsoNormal" style="text-align: center;"></div><div class="MsoNormal" style="text-align: center;"><img alt="" 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" /> </div><div class="MsoNormal" style="text-align: center;"><br />
</div>KOTAK<br />
<div style="text-align: center;">Listing Program</div><div style="text-align: center;"><img alt="" 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" /></div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><br />
</div><div style="text-align: center;"> Output Kotak</div><div style="text-align: center;"><img alt="" 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" /></div><div style="text-align: center;"><br />
</div>SEGITIGA<br />
<div style="text-align: center;">Listng Program </div><div style="text-align: center;"><img alt="" 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" /> </div><div style="text-align: center;">Output Segitiga </div><div style="text-align: center;"><img alt="" src="data:image/png;base64,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" /></div><br />
POLYGON <br />
<div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;">#include <gl glut.h=""> </gl></span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;">void buat(void) </span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;">{ </span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;"> glClear(GL_COLOR_BUFFER_BIT); </span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;"> glBegin(GL_POLYGON);</span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;"> <span class="Apple-tab-span" style="white-space: pre;"> </span><span id="dtx-highlighting-item"> </span><span id="dtx-highlighting-item"></span>g<span id="dtx-highlighting-item"></span>l<span id="dtx-highlighting-item"></span>C<span id="dtx-highlighting-item"></span>o<span id="dtx-highlighting-item"></span>l<span id="dtx-highlighting-item"></span>o<span id="dtx-highlighting-item"></span>r<span id="dtx-highlighting-item"></span>3<span id="dtx-highlighting-item"></span>f<span id="dtx-highlighting-item"></span>(<span id="dtx-highlighting-item"></span>0<span id="dtx-highlighting-item"></span>.<span id="dtx-highlighting-item"></span>0<span id="dtx-highlighting-item"></span>,<span id="dtx-highlighting-item"></span>1<span id="dtx-highlighting-item"></span>.<span id="dtx-highlighting-item"></span>5<span id="dtx-highlighting-item"></span>,<span id="dtx-highlighting-item"></span>0<span id="dtx-highlighting-item"></span>.<span id="dtx-highlighting-item"></span>0<span id="dtx-highlighting-item"></span>)<span id="dtx-highlighting-item"></span>;<span id="dtx-highlighting-item"> /</span><span id="dtx-highlighting-item"></span>*<span id="dtx-highlighting-item"> </span><span id="dtx-highlighting-item"></span>i<span id="dtx-highlighting-item"></span>j<span id="dtx-highlighting-item"></span>o<span id="dtx-highlighting-item"> </span><span id="dtx-highlighting-item"></span>*<span id="dtx-highlighting-item">/</span><span id="dtx-highlighting-item"></span></span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;"><span class="Apple-tab-span" style="white-space: pre;"> </span> glVertex2f(0.0,0.75);</span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;"><span class="Apple-tab-span" style="white-space: pre;"> </span><span id="dtx-highlighting-item"> </span><span id="dtx-highlighting-item"></span>g<span id="dtx-highlighting-item"></span>l<span id="dtx-highlighting-item"></span>C<span id="dtx-highlighting-item"></span>o<span id="dtx-highlighting-item"></span>l<span id="dtx-highlighting-item"></span>o<span id="dtx-highlighting-item"></span>r<span id="dtx-highlighting-item"></span>3<span id="dtx-highlighting-item"></span>f<span id="dtx-highlighting-item"></span>(<span id="dtx-highlighting-item"></span>1<span id="dtx-highlighting-item"></span>.<span id="dtx-highlighting-item"></span>0<span id="dtx-highlighting-item"></span>,<span id="dtx-highlighting-item"></span>0<span id="dtx-highlighting-item"></span>.<span id="dtx-highlighting-item"></span>0<span id="dtx-highlighting-item"></span>,<span id="dtx-highlighting-item"></span>0<span id="dtx-highlighting-item"></span>.<span id="dtx-highlighting-item"></span>0<span id="dtx-highlighting-item"></span>)<span id="dtx-highlighting-item"></span>;<span id="dtx-highlighting-item"> /</span><span id="dtx-highlighting-item"></span>*<span id="dtx-highlighting-item"> </span><span id="dtx-highlighting-item"></span>m<span id="dtx-highlighting-item"></span>e<span id="dtx-highlighting-item"></span>r<span id="dtx-highlighting-item"></span>a<span id="dtx-highlighting-item"></span>h<span id="dtx-highlighting-item"> </span><span id="dtx-highlighting-item"></span>*<span id="dtx-highlighting-item">/</span><span id="dtx-highlighting-item"></span></span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;"><span class="Apple-tab-span" style="white-space: pre;"> </span> glVertex2f(-0.5,-0.5);</span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;"><span class="Apple-tab-span" style="white-space: pre;"> </span><span id="dtx-highlighting-item"> </span><span id="dtx-highlighting-item"></span>g<span id="dtx-highlighting-item"></span>l<span id="dtx-highlighting-item"></span>C<span id="dtx-highlighting-item"></span>o<span id="dtx-highlighting-item"></span>l<span id="dtx-highlighting-item"></span>o<span id="dtx-highlighting-item"></span>r<span id="dtx-highlighting-item"></span>3<span id="dtx-highlighting-item"></span>f<span id="dtx-highlighting-item"></span>(<span id="dtx-highlighting-item"></span>0<span id="dtx-highlighting-item"></span>.<span id="dtx-highlighting-item"></span>0<span id="dtx-highlighting-item"></span>,<span id="dtx-highlighting-item"></span>0<span id="dtx-highlighting-item"></span>.<span id="dtx-highlighting-item"></span>0<span id="dtx-highlighting-item"></span>,<span id="dtx-highlighting-item"></span>1<span id="dtx-highlighting-item"></span>.<span id="dtx-highlighting-item"></span>0<span id="dtx-highlighting-item"></span>)<span id="dtx-highlighting-item"></span>;<span id="dtx-highlighting-item"> /</span><span id="dtx-highlighting-item"></span>*<span id="dtx-highlighting-item"> </span><span id="dtx-highlighting-item"></span>b<span id="dtx-highlighting-item"></span>i<span id="dtx-highlighting-item"></span>r<span id="dtx-highlighting-item"></span>u<span id="dtx-highlighting-item"> </span><span id="dtx-highlighting-item"></span>*<span id="dtx-highlighting-item">/</span><span id="dtx-highlighting-item"></span></span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;"><span class="Apple-tab-span" style="white-space: pre;"> </span> glVertex2f(0.5,-0.5);</span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;"><span class="Apple-tab-span" style="white-space: pre;"> </span><span id="dtx-highlighting-item"> </span><span id="dtx-highlighting-item"></span>g<span id="dtx-highlighting-item"></span>l<span id="dtx-highlighting-item"></span>C<span id="dtx-highlighting-item"></span>o<span id="dtx-highlighting-item"></span>l<span id="dtx-highlighting-item"></span>o<span id="dtx-highlighting-item"></span>r<span id="dtx-highlighting-item"></span>3<span id="dtx-highlighting-item"></span>f<span id="dtx-highlighting-item"></span>(<span id="dtx-highlighting-item"></span>1<span id="dtx-highlighting-item"></span>.<span id="dtx-highlighting-item"></span>0<span id="dtx-highlighting-item"></span>,<span id="dtx-highlighting-item"></span>1<span id="dtx-highlighting-item"></span>.<span id="dtx-highlighting-item"></span>0<span id="dtx-highlighting-item"></span>,<span id="dtx-highlighting-item"></span>0<span id="dtx-highlighting-item"></span>.<span id="dtx-highlighting-item"></span>0<span id="dtx-highlighting-item"></span>)<span id="dtx-highlighting-item"></span>;<span id="dtx-highlighting-item"> /</span><span id="dtx-highlighting-item"></span>*<span id="dtx-highlighting-item"> </span><span id="dtx-highlighting-item"></span>k<span id="dtx-highlighting-item"></span>u<span id="dtx-highlighting-item"></span>n<span id="dtx-highlighting-item"></span>i<span id="dtx-highlighting-item"></span>n<span id="dtx-highlighting-item"></span>g<span id="dtx-highlighting-item"> </span><span id="dtx-highlighting-item"></span>*<span id="dtx-highlighting-item">/</span><span id="dtx-highlighting-item"></span></span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;"><span class="Apple-tab-span" style="white-space: pre;"> </span> glVertex2f(0.75,0.25);</span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;"><span class="Apple-tab-span" style="white-space: pre;"> </span><span id="dtx-highlighting-item"> </span><span id="dtx-highlighting-item"></span>g<span id="dtx-highlighting-item"></span>l<span id="dtx-highlighting-item"></span>C<span id="dtx-highlighting-item"></span>o<span id="dtx-highlighting-item"></span>l<span id="dtx-highlighting-item"></span>o<span id="dtx-highlighting-item"></span>r<span id="dtx-highlighting-item"></span>3<span id="dtx-highlighting-item"></span>f<span id="dtx-highlighting-item"></span>(<span id="dtx-highlighting-item"></span>0<span id="dtx-highlighting-item"></span>.<span id="dtx-highlighting-item"></span>0<span id="dtx-highlighting-item"></span>,<span id="dtx-highlighting-item"></span>1<span id="dtx-highlighting-item"></span>.<span id="dtx-highlighting-item"></span>0<span id="dtx-highlighting-item"></span>,<span id="dtx-highlighting-item"></span>1<span id="dtx-highlighting-item"></span>.<span id="dtx-highlighting-item"></span>0<span id="dtx-highlighting-item"></span>)<span id="dtx-highlighting-item"></span>;<span id="dtx-highlighting-item"> /</span><span id="dtx-highlighting-item"></span>*<span id="dtx-highlighting-item"> </span><span id="dtx-highlighting-item"></span>b<span id="dtx-highlighting-item"></span>i<span id="dtx-highlighting-item"></span>r<span id="dtx-highlighting-item"></span>u<span id="dtx-highlighting-item"> </span><span id="dtx-highlighting-item"></span>l<span id="dtx-highlighting-item"></span>a<span id="dtx-highlighting-item"></span>n<span id="dtx-highlighting-item"></span>g<span id="dtx-highlighting-item"></span>i<span id="dtx-highlighting-item"></span>t<span id="dtx-highlighting-item"></span>*<span id="dtx-highlighting-item">/</span><span id="dtx-highlighting-item"></span></span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;"><span class="Apple-tab-span" style="white-space: pre;"> </span> glVertex2f(-0.75,0.25);</span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;"><span class="Apple-tab-span" style="white-space: pre;"> </span><span id="dtx-highlighting-item"> </span><span id="dtx-highlighting-item"></span>g<span id="dtx-highlighting-item"></span>l<span id="dtx-highlighting-item"></span>C<span id="dtx-highlighting-item"></span>o<span id="dtx-highlighting-item"></span>l<span id="dtx-highlighting-item"></span>o<span id="dtx-highlighting-item"></span>r<span id="dtx-highlighting-item"></span>3<span id="dtx-highlighting-item"></span>f<span id="dtx-highlighting-item"></span>(<span id="dtx-highlighting-item"></span>1<span id="dtx-highlighting-item"></span>.<span id="dtx-highlighting-item"></span>0<span id="dtx-highlighting-item"></span>,<span id="dtx-highlighting-item"></span>0<span id="dtx-highlighting-item"></span>.<span id="dtx-highlighting-item"></span>0<span id="dtx-highlighting-item"></span>,<span id="dtx-highlighting-item"></span>1<span id="dtx-highlighting-item"></span>.<span id="dtx-highlighting-item"></span>0<span id="dtx-highlighting-item"></span>)<span id="dtx-highlighting-item"></span>;<span id="dtx-highlighting-item"> /</span><span id="dtx-highlighting-item"></span>*<span id="dtx-highlighting-item"> </span><span id="dtx-highlighting-item"></span>u<span id="dtx-highlighting-item"></span>n<span id="dtx-highlighting-item"></span>g<span id="dtx-highlighting-item"></span>u<span id="dtx-highlighting-item"> </span><span id="dtx-highlighting-item"></span>*<span id="dtx-highlighting-item">/</span><span id="dtx-highlighting-item"></span></span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;"><span class="Apple-tab-span" style="white-space: pre;"> </span> glVertex2f(-0.5,-0.5); </span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;"> glEnd();</span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;"> glFlush(); </span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;">}</span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;"> </span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;">int main(int argc, char **argv) </span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;">{ </span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;"> glutInit(&argc, argv); </span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;"> glutInitWindowSize (300, 300); </span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;"> glutCreateWindow("polygon");</span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;"> glutDisplayFunc(buat); </span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;"> glutMainLoop(); </span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;"> return 0; </span></i></div><div><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;">}</span></i><br />
<div style="text-align: center;"><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;"> </span></i>Listing program</div><div style="text-align: center;"><img alt="" src="data:image/png;base64,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" /><i><span class="Apple-style-span" style="font-family: 'Courier New',Courier,monospace;"> </span></i></div></div></div><br />
<div style="text-align: center;"><b>Output Polygon</b></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimFumtZdZAuQyQmkf7T82aXJqLY6jTiv5pmHFmIdKq4-riKh3uYVavPLUTgzU6fLh_KoWxeRWUhetIh9SyyEY8ggdDK1gtP7mEdQC06-jr572dHLj3XmQocUc4lE6GFGZCKq_GxBbk8Mc/s1600/polygon.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimFumtZdZAuQyQmkf7T82aXJqLY6jTiv5pmHFmIdKq4-riKh3uYVavPLUTgzU6fLh_KoWxeRWUhetIh9SyyEY8ggdDK1gtP7mEdQC06-jr572dHLj3XmQocUc4lE6GFGZCKq_GxBbk8Mc/s1600/polygon.png" /></a></div>Qurrota Ainihttp://www.blogger.com/profile/01528238698740512620noreply@blogger.com0tag:blogger.com,1999:blog-9199248594395891735.post-53090020091655762262011-10-23T21:57:00.000+07:002011-10-23T21:57:45.102+07:00Pemodelan Grafik 2D dan 3DPemodelan grafis. sebelum menjalar ke konsep 2D dan 3Dnya terlebih dulu kita pahami dulu arti dan pengertian dari pemodelan grafis. Pemodelan grafis adalah <span style="font-family: inherit;">Transformasi dari suatu konsep (atau suatu benda nyata) ke suatu model geometris yang bisa ditampilkan pada suatu komputer bisa dalam </span><span style="font-family: inherit;">shape/bentuk, </span><span style="font-family: inherit;">posisi,</span><span style="font-family: inherit;"> orientasi</span><span style="font-family: inherit;">, surface, properties,</span><span style="font-family: inherit;"> volumetric, properties</span><span style="font-family: inherit;"> dan lights. intinya menciptakan pemodelan matematika dari objek 2D dan 3D.</span><br />
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2 Bentuk dari Grafik Komputer:<br />
<ul><li>Grafik komputer 2D; merupakan bentuk dari benda yang memiliki panjang dan lebar. Grafik 2 Dimensi menggunakan teknik penggambaran dimana memiliki patokan titik koordinat sumbu x (datar) dan sumbu y (tegak). </li>
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<ul><li>Grafik komputer 3D merupakan bentuk dari benda yang memiliki panjang, lebar, dan tinggi. perbedaan dengan grafik 2D pada pemodelan 3D memiliki 3 titik kordinat yakni titik x, y, dan z. Representasi dari data geometrik 3 dimensi sebagai hasil dari pemrosesan dan pemberian efek cahaya terhadap grafika komputer 2D. Tiga Dimensi, biasanya digunakan dalam penanganan grafis. 3D secara umum merujuk pada kemampuan dari sebuah video card (link). pemodelan ini juga berfungsi untuk menampilkan efek realistis pada video maupun game.</li>
</ul><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWU-nuavh3bpj072Dd2jyKyKQfRCbn95YGWs7e9BUkdfS1N03iB8G3wdwja-sEiERICMIstPEmIgJ3PTjTERuj-j-NqvZ7dH-CxNrGpdQpVscxl0vE_64aKl1vgCnNMAqT2GW_ZjB-w8U/s1600/pemodelan1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="210" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWU-nuavh3bpj072Dd2jyKyKQfRCbn95YGWs7e9BUkdfS1N03iB8G3wdwja-sEiERICMIstPEmIgJ3PTjTERuj-j-NqvZ7dH-CxNrGpdQpVscxl0vE_64aKl1vgCnNMAqT2GW_ZjB-w8U/s400/pemodelan1.png" width="400" /></a></div><br />
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2D dan 3D dalam komputer grafik<br />
a. grafik komputer 2D<br />
Grafik komputer 2D adalah sebuah generasi gambar digital berbasis komputer, yang banyak mengambil objek-objek dua dimensi (2D). Model Grafik 2D merupakan kombinasi dari model geometri (juga disebut sebagai grafik vektor), gambar digital (raster graphics), fungsi matematika, dan sebagainya. Model yang menggunakan 2D tidak mendukung fenomena 3 dimensi. akan tetapi dapat membuat layer yang ditumpuk dalam urutan tertentu berdasarkan kedalaman/jarak tertentu. Mereka juga digunakan pada beberapa video dan games sederhana seperti solitaire, chess, atau mahjong.<br />
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b. grafik Komputer 3D<br />
Grafik 3D merupakan perkembangan dari grafik 2D. Didalam grafika komputer, 3D merupakan bentuk grafik yang menggunakan representasi data geometri tiga dimensi. Suatu objek rangka 3D apabila disinari dari arah tertentu akan membentuk bayangan pada permukaan gambar. Proses pembuatan grafik komputer 3D dapat dibagi ke dalam tiga fase, yaitu 3D modeling yang mendeskripsikan bentuk dari sebuah objek, layout dan animation yang mendeskripsikan gerakan dan tata letak sebuah objek, dan 3D rendering yang memproduksi image dari objek tersebut.<br />
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<div style="text-align: center;"><img alt="" height="400" 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" width="345" /> </div><br />
Animasi adalah suatu rangkaian gambar diam secara inbetween dengan jumlah yang banyak, bila kita proyeksikan akan terlihat seolah – olah hidup (bergerak), seperti yang pernah kita lihat film – film kartun di tevisi maupun dilayar lebar jadi Animasi kita simpulkan menghidupkan benda diam diproyeksikan menjadi bergerak.Untuk membuat ilusi gerakan tersebut, sebuah gambar pada layar komputer dengan sangat cepat digantikan oleh gambar lainnya yang mirip dengan gambar sebelumnya, tapi dengan sedikit perubahan<br />
<br />
Animasi komputer adalah seni menghasilkan gambar bergerak melalui penggunaan komputer dan merupakan sebagian bidang komputer grafik dan animasi. Animasi semakin banyak dihasilkan melalui grafik komputer 3D, walaupun grafik komputer 2D masih banyak ada. Kadangkala sasaran animasi adalah komputer itu sendiri, kadangkala sasaran adalah antara lain, seperti filem. Untuk menghasilkan gambar pergerakan, image (gambar) dipaparkan pada screen komputer dan diganti dengan image (gambar) baru yang selaras gambar sebelumnya dengan pantas. Teknik ini serupa dengan bagaimana gambar bergerak dihasilkan melalui televi dan film. Animasi komputer 3D pada asasnya merupakan pengganti digit bagi seni animasi gerak (stop motion); patung animasi dibina pada screen komputer dan dipasang dengan rangka siber. Kemudian anggota badan, mata, mulut, pakaian, dan lain-lain bagi patung 3D digerakkan oleh juru animasi. Akhirnya, animasi dihasilkan.<br />
<br />
Kesimpulan<br />
Jadi, perbedaan antara grafik 3D dan 2D secara umum terletak pada komposisi objeknya. Pada bidang Cartesian, grafik 2D hanya memiliki sumbu X dan Y, sedangkan grafik 3D memiliki axis X, Y, dan Z. Dimana hal ini membuat objek grafik 3D memiliki volume atau memiliki isi. Sehingga objek 3D dapat dilihat dari berbagai macam sudut. Sedangkan Grafik 2D hanya memiliki satu sudut pandang saja, yaitu sisi yang sejajar dengan posisi si penglihat. Oleh sebab itu kita tidak dapat melihat bagian belakang maupun samping sebuah objek 2D.<br />
Contoh penggunaan grafik 2D misalnya pada typhography, cartography, menggambar teknik, periklanan, dll. Sedangkan contoh objek 3D misalkan benda-benda yang ada di sekitar kita. Contoh lain yang paling sering menggunakan grafik 2D dan 3D adalah pembuatan animasi dan game seperti yang telah dijelaskan diatas.<br />
<br />
sumber : e-book Grafik Komputer: Konsep DasarQurrota Ainihttp://www.blogger.com/profile/01528238698740512620noreply@blogger.com6tag:blogger.com,1999:blog-9199248594395891735.post-50597707713707456902011-10-02T23:46:00.000+07:002011-10-02T23:46:17.418+07:00Sejarah & Perkembangan Desain Grafis<span class="fullpost">Desain Grafis, yang kebayang tentang desain grafis pertama kali pasti photoshop, sebenarnya masih banyak hal yg berhubungan tentang desain grafis gak cuma adobe sebagai sarana pembuatannya. kali ini saya coba membahas mengenai sejarah perkembangannya. Desain grafis itu sendiri apa sih?</span><br />
<blockquote><span class="fullpost"> </span>merupakan suatu bentuk komunikasi sosial yang menggunakan gambar untuk menyampaikan informasi atau pesan seefektif mungkin (wikipedia)</blockquote><br />
<span style="font-size: large;"><b>Sejarah</b></span><br />
awalnya desain grafis merupakan perkembangan dari tulisan. Huruf huruf alfabet yang ditemukan bangsa Romawi. semakin berkembangnya jaman perguruan tinggi di eropa membutuhkan buku. dikarenakan belum ada teknologi yang memadai konon katanya untuk membuat sebuah buku harus di salin tangan membutuhkan waktu yang panjang untuk proses penyalinannya. sehingga terciptalah lahirlah huruf <i>Blackletter Script</i>, berupa huruf kecil yang dibuat dengan bentuk tipis-tebal dan ramping. Efisiensi dapat terpenuhi lewat bentuk huruf ini karena ketipis tebalannya dapat mempercepat kerja penulisan hurufnya yang kecil dan ramping membuat tulisan lebih banyak dimuat dalam satu halaman buku<br />
<br />
<b><span style="font-size: large;">Sejarah Perkembangan </span></b><br />
(1398-1468)<br />
penemuan teknologi mesin cetak tahun 1447, menyerupai desain Rhineland(Jerman) untuk menghasilkan anggur. merupakan penemuan revolusioner untuk memproduksi buku secara massal dan low cost.<br />
<br />
<div>(1851) </div><div>The Great Exhibition - Diselenggarakan di taman Hyde London antara bulan Mei hingga Oktober 1851,pada saat Revolusi industri. Pameran besar ini menonjolkan budaya dan industri serta merayakan teknologi industri dan disain, dalam bangunan yang disebut dengan Istana Kristal yang dirancang oleh Joseph Paxton.</div><div> </div><div><div>(1892)</div><div>Aristide Bruant, Toulouse-Lautrec</div>Pelukis post-Impressionist dan ilustrator art nouveau Prancis, Henri Toulouse-Lautrec melukiskan banyak sisi Paris pada abad ke sembilan belas dalam poster dan lukisan yang menyatakan sebuah simpati terhadap ras manusia. <br />
</div><div>(1910)</div><div>Modernisme - Symbol terkuat dari kejayan modernisme adalah mesin yang juga diartikan sebagai masa depan bagi para pengikutnya. Desain tanpa dekorasi lebih cocok dengan ´bahasa mesin´, sehingga karya-karya tradisi yang bersifat ornamental dan dekoratif dianggap tidak sesuai dengan ´estetika mesin´.</div><br />
<div>(1916)</div><div>Dadaisme - Dadaism membawa gagasan baru, arah dan bahan, tetapi dengan sedikit keseragaman. Prinsipnya adalah ketidakrasionalan yang disengaja, sifat yang sinis dan anarki, dan penolakan terhadap hukum keindahan. </div><br />
<div>(1916)</div><div>De Stijl - De Stijl adalah suatu seni dan pergerakan disain yang dikembangkan sebuah majalah dari nama yang sama ditemukan oleh Theo Van Doesburg. De Stijl menggunakan bentuk segi-empat kuat, menggunakan warna-warna dasar dan menggunakan komposisi asimetris </div><br />
<div>(1918)</div><div>Constructivism - Suatu pergerakan seni modern yang dimulai di Moscow pada tahun 1920, yang ditandai oleh penggunaan metoda industri untuk menciptakan object geometris. Constructivism Rusia berpengaruh pada pandangan moderen melalui penggunaan huruf sans-serif berwarna merah dan hitam diatur dalam blok asimetris. </div><div> </div><div>(1919)</div><div>Bauhaus - dibuka pada tahun 1919 di bawah arahan arsitek terkenal Walter Gropius. Sampai akhirnya harus ditutup pada tahun 1933, Bauhaus memulai suatu pendekatan segar untuk mendisain mengikuti Perang Dunia Pertama, dengan suatu gaya yang dipusatkan pada fungsi bukannya hiasan.</div><br />
<div>(1928-1930)</div><div>Gill Sans - Tipograper Eric Gill belajar pada Edward Johnston dan memperhalus tipe huruf Underground ke dalam Gill Sans. Gill Sans adalah sebuah jenis huruf sans serif dengan proporsi klasik dan karakteristik geometris lemah gemulai yang memberinya suatu kemampuan beraneka ragam (great versatility).</div><br />
<div>(1931)</div><div>Harry Beck - Perancang grafis Harry Back ( 1903-1974) menciptakan peta bawah tanah London (London Underground Map) pada tahun 1931. Sebuah pekerjaan abstrak yang mengandung sedikit hubungan ke skala fisik. Beck memusatkan pada kebutuhan pengguna dari bagaimana cara sampai dari satu stasiun ke stasiun yang lain dan di mana harus berganti kereta.</div><br />
<div>(1950s)</div><div>International Style - didasarkan pada prinsip revolusioner tahun 1920an seperti De Stijl, Bauhaus dan Neue Typography, dan itu menjadi resmi pada tahun 1950an. Grid, prinsip matematika, sedikit dekorasi dan jenis huruf sans serif menjadi aturan sebagaimana tipografi ditingkatkan untuk lebih menunjukkan fungsi universal daripada ungkapan pribadi.</div><br />
<div>(1951)</div><div>Helvetica - Diciptakan oleh Max Miedinger seorang perancang dari Swiss, Helvetica adalah salah satu tipe huruf yang paling populer dan terkenal di dunia. Berpenampilan bersih, tanpa garis-garis tak masuk akal berdasarkan pada huruf Akzidenz-Grotesk. Pada awalnya disebut Hass Grostesk, nama tersebut diubah menjadi Helvetica pada tahun 1960. Helvetica keluarga mempunyai 34 model ketebalan dan Neue Helvetica mempunyai 51 model.</div><br />
<div>(1960)</div><div>Psychedelia and Pop Art - Kultur yang populer pada tahun 1960an seperti musik, seni, disain dan literatur menjadi lebih mudah diakses dan merefleksikan kehidupan sehari-hari. Dengan sengaja dan jelas, Pop Art berkembang sebagai sebuah reaksi perlawanan terhadap seni abstrak. Gambar dibawah adalah sebuah poster karya Milton Glaser yang menonjolkan gaya siluet Marcel Duchamp dikombinasikan dengan kaligrafi melingkar. Di cetak lebih dari 6 juta eksemplar.</div><br />
<div>(1984)</div><div>Émigré - Majalah disain grafis Amerika, Émigré adalah publikasi pertama untuk menggunakan komputer Macintosh, dan mempengaruhi perancang grafis untuk beralih ke desktop publishing ( DTP). Majalah ini juga bertindak sebagai suatu forum untuk eksperimen tipografi.</div>Qurrota Ainihttp://www.blogger.com/profile/01528238698740512620noreply@blogger.com2tag:blogger.com,1999:blog-9199248594395891735.post-42925982241359344842011-10-01T09:33:00.000+07:002011-10-01T09:37:14.926+07:00Web baik dan buruk itu...<div style="color: black; font-family: Verdana,sans-serif;"></div><div style="color: black; font-family: Verdana,sans-serif;"><div><span style="font-size: small;"><b>BURUK :</b></span><br />
<span style="font-size: small;"><b> </b><br />
<b>DESAIN SECARA UMUM</b><br />
- Loading makan waktu lama<br />
- Halaman pertama (index/home) tidak pas dalam browser standar (800 x 600 pixel)<br />
- Frame yang harus discroll menyamping<br />
- Tak ada fokus tema pada halaman itu<br />
- Sebaliknya, terlalu banyak fokus tema dalam halaman itu<br />
- Tombol navigasi menjadi satu-satunya daya tarik<br />
- Peletakan elemen (teks, paragraf, gambar, dsb.) berantakan<br />
- Warna tidak cocok satu sama lain<br />
- Halaman bagus jika dibuka di satu browser, tetapi hancur jika dibuka di browser lain <b> </b></span></div><span style="font-size: small;"><br />
</span><br />
<span style="font-size: small;"><b>LATAR BELAKANG</b><br />
- Warna abu-abu standar<br />
- Kombinasi teks dan latar belakang yang membuat tulisan sulit dibaca<br />
- Latar belakang terlalu ramai dan menyakitkan mata (misalnya menggunakan gambar gif animasi) yang membuat tulisan tidak jelas<br />
<b> </b></span><br />
<span style="font-size: small;"><b>TEKS</b><br />
- Teks terlalu kecil sehingga sulit dibaca<br />
- Teks terlalu panjang dan menembus batas kanan halaman<br />
- Seluruh paragraf ditulis dengan HURUF BESAR<br />
- Seluruh paragraf ditulis dengan huruf cetak tebal<br />
- Seluruh paragraf ditulis dengan huruf miring<br />
- Memberi garis bawah pada teks yang bukan link, akan membingungkan pengunjung<br />
<b> </b></span><br />
<span style="font-size: small;"><b>LINK</b><br />
- Link standar berwarna biru<br />
- Ada border link berwarna biru di seputar gambar<br />
- Link yang tidak jelas akan membawa pengunjung kemana<br />
- Link tanpa tujuan (broken link)<br />
- Teks link yang tidak bergaris bawah atau tidak berubah warna ketika ditunjuk<br />
<b> </b></span><br />
<span style="font-size: small;"><b>GAMBAR</b><br />
- Gambar yang sangat besar sehingga loadingnya lama<br />
- Gambar yang tidak ada hubungannya dengan tema situs<br />
- Gambar thumbnail yang ukurannya sama dengan gambar aslinya<br />
- Gambar tanpa label alt<br />
- Gambarnya hilang (muncul tanda x kecil warna merah)<br />
- Gambar yang terlalu besar dan tidak muat di layar (anggap ukuran resolusi layar 800×600 pixel)<br />
<b> </b></span><br />
<span style="font-size: small;"><b>TABEL</b><br />
- Ada bordernya<br />
- Tabel digunakan sebagai hiasan dengan border yang sangat tebal<br />
<b> </b></span><br />
<span style="font-size: small;"><b>OBJEK BLINKING (BERKEDIP) DAN ANIMASI</b><br />
- Apa saja yang berkedip, khususnya teks<br />
- Garis berwarna pelangi<br />
- Tulisan “Under construction”, apalagi ditambahi gambar pekerja konstruksi jalan raya<br />
- Animasi gambar “under construction”<br />
- Animasi gambar e-mail<br />
- Animasi yang tidak pernah berhenti<br />
<b> </b></span><br />
<span style="font-size: small;"><b>SAMPAH</b><br />
- Counter – siapa yang perduli!?<br />
- Iklan sampah<br />
- Pengunjung harus melakukan scroll menyamping (kiri-kanan) – percayalah, ini menyebalkan!<br />
- Scroll bar frame di tengah-tengah halaman<br />
<b> </b></span><br />
<span style="font-size: small;"><b>NAVIGASI</b><br />
- Menu navigasi yang tidak jelas atau terlalu kompleks<br />
- Terlalu banyak frame<br />
- Frame terlalu kompleks<br />
- Scroll bar yang tidak perlu pada frame<br />
- Halaman yatim-piatu (tak memiliki link untuk kembali ataupun maju, serta tak ada keterangan apapun)<br />
- Title halaman yang tidak ada hubungannya dengan tema atau isi halaman tersebut<br />
<br />
<b>BAIK :</b><br />
<b>DESAIN SECARA UMUM</b><br />
- Loading halaman cepat<br />
- Halaman index atau home pas di ukuran minimal 800 x 600 pixel<br />
- Seluruh halaman lainnya juga harus pas dengan ukuran minimal 800 x 600 pixel<br />
- Gunakan elemen grafis (foto, gambar, dsb.) untuk mengisi jeda antara paragraf dalam sebuah tulisan berukuran sangat panjang<br />
- Buat setiap halaman tampak sebagai bagian dari situs tersebut; tampilkan elemen tertentu secara berulang yang akan mengingatkan pengunjung bahwa ia masih berada dalam situs yang sama.<br />
<b> </b></span><br />
<span style="font-size: small;"><b>TEKS</b><br />
- Warna latar belakang tidak bertabrakan dengan warna teks<br />
- Teks cukup besar untuk dibaca, tetapi jangan terlalu besar<br />
- Hirarki informasi jelas<br />
- Kolom teks lebih kecil dari kolom di buku untuk memudahkan membaca di layar<br />
<b> </b></span><br />
<span style="font-size: small;"><b>NAVIGASI</b><br />
- Tombol dan bar navigasi mudah dipahami penggunaannya<br />
- Navigasi konsisten di seluruh situs<br />
- Tombol dan bar navigasi memberi petunjuk kepada pengunjung dimana mereka berada sekarang, dan halaman apa yang mereka lihat sekarang<br />
- Frame, jika digunakan, tidak menggangu<br />
- Situs berukuran besar memiliki index atau peta situs<br />
<b> </b></span><br />
<span style="font-size: small;"><b>LINK</b><br />
- Warna link disesuaikan dengan warna halaman<br />
- Link selalu bergaris bawah sehingga jelas bagi pengunjung<br />
<b> </b></span><br />
<span style="font-size: small;"><b>GAMBAR</b><br />
- Tombol-tombol berukuran secukupnya<br />
- Setiap gambar ada keterangan/label alt-nya<br />
- Setiap link gambar memiliki link teks yang sesuai<br />
- Gambar dan latar belakang menggunakan warna yang mampu ditampilkan browser (browser-safe colors)<br />
- Animasi akan berhenti dengan sendirinya setelah beberapa saat</span> </div>Qurrota Ainihttp://www.blogger.com/profile/01528238698740512620noreply@blogger.com1tag:blogger.com,1999:blog-9199248594395891735.post-4604124610348272442011-04-09T13:17:00.000+07:002011-09-23T12:36:40.083+07:00Snooping, Spam, Spoofing, Phising, Pharming dsb<div style="color: black; font-family: "Trebuchet MS",sans-serif; text-align: center;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC_ggNXxA_aUYWAvIN_FTkaj4lDs-SiW2fOHW0uMESIcV3STu1btGGskE-nr6Fne1LwcYsEg5UEXRATDjBPFkc50IlPg67PIggC9dXdpr-xVyuZRQZnM3F9e8becNe-PkYxCBV7WiO2t0/s1600/gangguan+copy.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="228" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC_ggNXxA_aUYWAvIN_FTkaj4lDs-SiW2fOHW0uMESIcV3STu1btGGskE-nr6Fne1LwcYsEg5UEXRATDjBPFkc50IlPg67PIggC9dXdpr-xVyuZRQZnM3F9e8becNe-PkYxCBV7WiO2t0/s320/gangguan+copy.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Gangguan-gangguan Internet</td></tr>
</tbody></table></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><br />
</div><div style="color: black; font-family: "Trebuchet MS",sans-serif;">Globalisasi serta modernisasi yang serba komputerisasi dan erat kaitannya dunia maya Internet ini memunculkan berbagai gangguan-gangguan di Internet. Internet yang mudah dan berkembang semakin mudah di akses menyebabkan bermunculan orang-orang nakal yang menciptakan berbagai gangguan di Internet.</div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><br />
</div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;">lalu apa saja gangguan-gangguan yang harus diwaspadai itu :</div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><br />
</div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: large;">- <b>Snooping</b></span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><b style="font-weight: normal;">semacam pemantauan elektronik guna mengetahui </b><b><span style="font-weight: normal;">password dan data lainnya.</span></b></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><b><span style="font-weight: normal;">teknik-teknik spoofing :</span></b></div><ol style="color: black;"><li style="font-family: "Trebuchet MS",sans-serif;"><b><span style="font-weight: normal;">shoulder surfing (mengamati langsung display monitor)</span></b><b><span style="font-weight: normal;"> </span></b></li>
<li style="font-family: "Trebuchet MS",sans-serif;"><b><span style="font-weight: normal;">dumpster diving (mengakses)</span></b><b><span style="font-weight: normal;"> </span></b></li>
<li><b style="font-family: "Trebuchet MS",sans-serif;"><span style="font-weight: normal;">digital sniffing (pengamatan elektronik</span></b><b> </b></li>
</ol><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><b><span style="font-weight: normal;">cegah : </span></b><b><span style="font-weight: normal;">bisa dilakukan dengan cara mengubah skema sandi atau menggunakan perangkat monitoring network untuk mengembalikan ke petunjuk semula</span></b></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><b><br />
</b></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: large;"><b>- Spam</b><b> </b></span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><b style="font-weight: normal;">sering kali kita temui dalam inbox email kita mendapat email dari orang yang tidak dikenal ada yang menawarkan barang, iklan, keperluan lainnya secara massal tentunya tidak kita harapkan serta kehendaki. ini lah yang disebut sebagai spam. </b><b style="font-weight: normal;">Spam ini lebih populer dengan sebutan sebagai <b>junk mail</b>. <i>Spammers</i> adalah sebutan bagi Orang yang menciptakan spam elektronik. </b>Spam adalah penyalahgunaan sistem pesan elektronik (termasuk media penyiaran dan sistem pengiriman digital)</div><div style="color: black; font-family: "Trebuchet MS",sans-serif; text-align: center;"><br />
</div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: large;"><b>- Spoofing</b><b> </b></span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><b><span style="font-weight: normal;">biasanya dilakukan oleh hacker atau cracker, yakni pemalsuan IP Address untuk menyerang sebuah server di Internet</span></b></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><b><br />
</b></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: large;"><b>- Phising</b><b> </b></span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif; text-align: left;">Phising , adalah tindakan memperoleh informasi pribadi seperti User ID, PIN, nomor rekening bank, nomor kartu kredit Anda secara tidak sah.</div><div style="color: black; font-family: "Trebuchet MS",sans-serif;">phising sendiri berasal dari plesetan kata fishing, yang artinya memancing. Informasi ini kemudian akan dimanfaatkan oleh pihak penipu untuk mengakses rekening atau suatu situs, melakukan penipuan kartu kredit atau memandu nasabah untuk melakukan transfer ke rekening tertentu dengan iming-iming hadiah. </div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><b><br />
</b></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><b><b> </b></b></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><b><span style="font-weight: normal;"><b>cegah</b> </span><b><span style="font-weight: normal;">: </span></b></b>jangan pernah mudah terpancing dan percaya mengikuti arahan/petunjuk apapun sehubungan informasi pribadi atau rekening atau segala pun yang intinya mengajak anda untuk terjebak ke dalam perangkap, yang dianjurkan pada e-mail yang dilink ke situs institusi tertentu</div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: large;"><b><br />
</b></span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: large;"><b>- Pharming</b></span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><br />
</div><div style="color: black; font-family: "Trebuchet MS",sans-serif; text-align: left;">metode untuk mengarahkan komputer pengguna dari situs yang mereka percayai kepada sebuah situs yang mirip.<br />
Situs palsu. biasanya korban/user tidak sadar telah terjebak ke dalam situs palsu, karena mereka menganggap bahwa situs tersebut adalah sama. Beberapa caranya adalah dengan menembus konfigurasi atau setting dari suatu internet service provider, atau dengan merubah setting dari komputer yang digunakan oleh korban melalui virus atau program jahat lainnya.</div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><br />
</div><div style="color: black; font-family: "Trebuchet MS",sans-serif;">phising dan pharming kita masih sering tertukar, letak perbedaannya jika phising, mereka memancing kita untuk mengarah ke suatu link sedangkan pharming tidak</div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><br />
</div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: large;"><b>- Cookies </b></span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;">HTTP cookies digunakan untuk melakukan otentikasi, penjejakan, dan memelihara informasi spesifik dari para pengguna, seperti preferensi pengguna atau daftar keranjang belanja elektronik mereka.</div><div style="color: black; font-family: "Trebuchet MS",sans-serif; text-align: left;"><br />
</div><div style="color: black; font-family: "Trebuchet MS",sans-serif; text-align: left;">Cookies adalah serangkaian teks yang dikirimkan oleh server ke penjelajah web yang kemudian akan mengirimkannya kembali tanpa diubah ke server setiap kali penjelajah web mengakses situs web. </div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><br />
Cookies yang masih tersimpan di komputer dapat mempercepat akses ke situs web yang bersangkutan. Namun demikian, cookies dapat mengurangi ruang di cakram keras komputer dan memberi peluang bagi spyware yang menyebar melalui cookies untuk masuk ke komputer.<br />
Cookies juga dapat menjadi kelemahan bagi situs yang membutuhkan akses log in yang terenkripsi, karena pada Shared Computer, Cookies bisa menjadi musuh utama keamanan, yang membuat kita bisa masuk ke halaman orang lain tanpa memasukkan password apapun, bahkan jikalau passwordnya sudah diganti.</div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><br />
</div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><b> <span style="font-size: large;">- Spyware</span></b></div><div style="color: black; text-align: left;"><span style="font-family: "Trebuchet MS",sans-serif;">bentuk perangkat lunak mencurigakan (malicious software/malware) yang menginstalasikan dirinya sendiri ke dalam sebuah sistem untuk mencuri data milik user. </span></div><div style="color: black; text-align: left;"><br />
</div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;">Kebanyakan informasi yang diambil tanpa seizin adalah kebiasaan user dalam menjelajahi Internet, tapi banyak juga yang mencuri data-data pribadi, seperti halnya alamat e-mail (untuk dikirimi banyak surat e sampah atau dapat dikenal dengan (spam)).</div>Qurrota Ainihttp://www.blogger.com/profile/01528238698740512620noreply@blogger.com0tag:blogger.com,1999:blog-9199248594395891735.post-14356175811480334172011-03-23T22:17:00.000+07:002011-03-23T22:17:36.947+07:00Pembuatan WEB<span class="fullpost">hal yang perlu ditentukan sebagai langkah awal pembuatan sebuah situs adalah sebagai berikut ;</span><br />
<ol><li><span class="fullpost">Situ jenis apa yang ingin dibuat : situs content(minisite), pakai bahasa html atau php, menjual produk ataupun hanya sekedar situs artikel</span></li>
<li><span class="fullpost">tema dari website</span></li>
<li><span class="fullpost">target pengunjung yang diharapkan</span></li>
<li><span class="fullpost">aktifitas pengunjung seperti apa</span></li>
<li><span class="fullpost">tujuan dan manfaat situs tersebut</span></li>
</ol><span class="fullpost"> setelah kita memikirkan langkah-langkah tersebut kita harus nmembuat gambar atau penggambaran dari situs kita tersebut atau biasa disebut sebagai outline. kita juga bisa menggunkan fl9owchart sebagai gambaran secara umumnya</span><br />
<span class="fullpost"><br />
</span><br />
<span class="fullpost">agar situs online kita dapat diakses apa saja yang kita butuhkan?</span><br />
<ul><li><span class="fullpost">Hosting : lahan untiuk membuat situs kita</span></li>
<li><span class="fullpost">Domain ; Nama untuk mengakses situs kita di browser internet</span></li>
<li><span class="fullpost">Design and Content : Isi dari situs yang akan dilihat pengunjung</span></li>
</ul>Tahap - tahap perancangan Web<br />
- Membuat image yang akan ditampilkan di web<br />
- Mengumpulkan atau membuat content<br />
- Merancang desain web<br />
- Mencari Script yang mendukung<br />
<br />
langkah selanjutnya adalah menyiapkan software pendukung yang membantu membuat dan mengedit website kita. seperti Microsoft Front page dibutuhkan untuk membuat serta mengedit halaman web, Macromedia Fireworks dan Corel Photopaint untiuk mengedit gambar serta True Box Shot untuk membuat coverQurrota Ainihttp://www.blogger.com/profile/01528238698740512620noreply@blogger.com0tag:blogger.com,1999:blog-9199248594395891735.post-65617336271300096512011-03-12T09:34:00.000+07:002011-09-23T12:37:58.374+07:00sebuah WEB<div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;"><b><span class="fullpost">www </span></b></span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span class="fullpost" style="font-size: small;">www atau kepanjangan dari World Wide Web adalah </span><span style="font-size: small;"><span class="text1">semua bagian Internet yang dapat diakses dengan software web browser</span>. www itu sendiri terdiri dari berbagai situs web yang tersedia kepada publik. Sebuah halaman web diakses oleh sebuah URL yang menjadi akar(root), yang disebut homepage dan biasanya disimpan dalam server yang sama. </span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">Jadi, sebuah web terdiri dari jutaan website , setiap situsweb terdiri dari banyak webpage. Jika kita membicarakan jumlah halaman-halaman web tentunya sudah tidak terhitung lagi dikarenakan jumlahnya yg sangat besar. Halaman-halaman web ini terhubung secara universal dan dapat diakses oleh siapa saja dengan komputer yang terhubung dengan internet.</span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;"><br />
</span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">salah satu yang identik dari wrold wide web adalah Hyperlink. apa itu Hyperlink? Hyperlink adalah semacam tulisan yang biasanya tercetak biru yang menunjukkan suatu halaman web dan akan menuju kesana jika kita mengkliknya. Hyperlink-hyperlink ini tentunya dapat menghubungkan kita dengan situs lain di server lain di seluruh dunia.</span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;"><br />
</span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">Web</span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;"><b>Website</b></span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">" adalah halaman informasi yang disediakan melalui jalur internet sehingga bisa diakses di seluruh dunia selama terkoneksi dengan jaringan internet."</span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">sebuah website merupakan kumpulan dari berbagai teks, gambar, suara animasi dimana memberikan efek menarik serta tidak monoton sehingga halaman web tersebut ramai dikunjungi. Pada situs web setiap halaman webnya saling terkait satu sama lain.</span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;"><br />
</span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">3bagian website: </span></div><ul style="color: black; font-family: "Trebuchet MS",sans-serif;"><li><span style="font-size: small;">Website Statis (tidak berubah) </span></li>
<li><span style="font-size: small;"> Website Dinamis (dapat di <i>update</i>) </span></li>
<li><span style="font-size: small;">Website Interaktif (sedang <i>booming</i>)</span></li>
</ul><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;"><b>Web pages</b></span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">atau biasa kita sebut sebgai halaman web merupakan halaman yang tampak pada web browser. biasanya terdiri dari berbagai konten seperti teks, gambar, suara dan berbagai atribut sebuah halaman web semacam word processing berformat HTML(Hyper Text Markup Language) serta diakses melalui HTTP. Untuk halaman web ini kita setidaknya mengetahui konsep dari script semacam HTML </span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;"><b><br />
</b></span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;"><b>Web browser</b></span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;"> pada awalnya web browser hanya berorientasi pada teks saja, namun seiring waktu web browser dapat memutar berbagai file multimedia. Web browser itu sendiri adalah program yang dipergunakan untuk menjelajahi dunia internet untuk mencari informasi mengenai suatu atau berbagai halaman web. Simpelnya web browser adalah alat pencari web.</span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">web browser yang biasanya dipergunakan saat ini adalah Mozilla, Safari, Internet Explorer, Google Chrome</span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">hal yang perlu diperhatikan saat penjelajahan internet adalah struktur halaman web.</span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">ex : http://www.yahoo.com</span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">http = protokol</span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">www= jaringan situs web pengelola pengalamatan web adress<br />
yahoo = nama wilayah</span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">.com = nama domain</span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;"><br />
</span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;"><b>Web server</b></span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">adalah software yang menjadi tulang belakang dari <i>world wide web </i>(www). Web server menunggu permintaan dari client yang menggunakan browser . Jika ada permintaan dari browser, maka <i>web server </i>akan memproses permintaan itu kemudian memberikan hasil prosesnya berupa data yang diinginkan kembali ke <i>browser</i>.</span></div><div style="color: black; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;"><br />
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</span></div>Qurrota Ainihttp://www.blogger.com/profile/01528238698740512620noreply@blogger.com0tag:blogger.com,1999:blog-9199248594395891735.post-5446335562829910592011-01-09T18:20:00.000+07:002011-01-09T18:20:57.253+07:00Joomla, PHP, Dreamweaver - Plus minus +<div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost">pertama yang kita bahas..</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><br />
</div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost">APA ITU???</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><br />
</div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost">► JOOMLA </span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: x-small;">merupakan salah satu system aplikasi manajemen situs yang terbuka (<em>Open Source Content Management System – OS CMS</em>) yang sangat hebat dan tercanggih di kelas CMS. Joomla juga merupakan pecahan dari tim Mambo.</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost"><br />
</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost">► PHP</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost" style="font-size: x-small;">salah satu bahasa pemrograman script bersifat open source yang bekerja pada sisi server, yang paling banyak dipakai saat ini. PHP banyak digunakan untuk memprogram situs web dinamis ( termasuk blog ) meskipun penggunaan untuk hal lain juga memungkinkan.</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost"><br />
</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost">► DREAMWEAVER</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span style="font-family: Verdana; font-size: x-small;"> is sebuah editor HTML profesional untuk mendesain secara visual dan mengelola <i>website</i> dan halaman web. Konsep <u>WYSYWIG</u> (What You See IS What You Get) HTML (HyperText Mark-up Language) akan memberikan anda membuat membuat halaman web dan web sites secara mudah dan cepat.</span><span class="fullpost"> </span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost"><br />
</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost">lalu apa KELEBIHAN & KEKURANGANYA???</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><br />
</div><div style="font-family: "Trebuchet MS",sans-serif;"><br />
</div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost">● JOOMLA : </span></div><div style="font-family: "Trebuchet MS",sans-serif;"><br />
</div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost">(++++)<br />
1. Gratis : Karena Joomla merupakan Open source, sudah kali barang tentu pendistribusian Joomla secara cuma-cuma alias gratis. untuk zaman seperti sekarang ini gratis adalah hal yang menyenangkan.<br />
<br />
2. Kemudahan mengelola isi website</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost">pengaturan yang sudah tersedia pada joomla tentunya memberi nilai lebih tersendiri. jadi kita tinggal membuat apapun yang ingin diisikan pada website kita<br />
<br />
3. Kemudahan mengganti tampilan website<br />
Joomla menyediakan template-template atau tampilan dari website kita. gak cuma itu template yang available dari joomla itu sendiri pun dapat kita modifikasi sesuai keinginan apakah ada bagian yang ingin dihilangkan ataupun ditambahkan. biasanya untuk memodifikasi template ini menggunakan photoshop.</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost"><br />
4. Dukungan dari pihak ketiga</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost"><br />
</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost">(----)</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost">· cacat di class phpmailer.<br />
· cacat di fitur aktivasi yang mengandung ruang terbuka untuk diserang dengan SQL injection.<br />
· cacat di komponen Poling (polls component).<br />
· mass mailer yang terbuka bagi spam.</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><br />
</div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost">*namun keempat kelemahan tersebut telah disempurnakan oleh JOOMLA</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost"><br />
</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost">● PHP : </span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost">(++++) </span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost">1. Tingkat keamanan yang cukup tinggi<br />
2. Waktu eksekusi yang lebih cepat dibandingkan dengan bahasa pemograman web lainnya yang berorientasi pada server-side scripting.<br />
3. Akses ke system database yang lebih fleksibel. seperti MySQL.<br />
4. Debug lebih mudah, langsung ke line yang error</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><br />
</div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost">(----) </span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost">1. Bukan bahasa yang pas untuk pengembangan berskala besar.</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost">2. Kekurangan utamanya: tidak adanya namespace. <br />
3. Tidak dapat membuat fungsi dalam fungsi atau kelas dalam kelas di PHP, Kita juga tidak dapat membuat fungsi dalam fungsi atau kelas dalam kelas di PHP, <br />
4. Model objek PHP yang minim<br />
5. Model pemrograman yang embedded (tercampur dengan HTML), untuk aplikasi yg akan menjadi besar dikhawatirkan menjadi acak-acakan </span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost"><br />
</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost">● DREAMWEAVER </span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost"><br />
</span></div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost">(++++)</span></div><div style="font-family: "Trebuchet MS",sans-serif;">mempunyai kemampuan untuk mendukung pemrograman server side dan client side di gunakan untuk memproses data yang berhubungan dengan server </div><div style="font-family: "Trebuchet MS",sans-serif;"><br />
</div><div style="font-family: "Trebuchet MS",sans-serif;">merupakan HTML profesional secara visual. sehingga penggunaanya cepat dan mudah<br />
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kita juga diberikan kemudahan dalam mempelajari DHTML, untuk bisa membuatnya lebih menarik, atraktif dan interaktif<br />
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adanya fasilitas FTP (file Transfer Protocol) yang berfungsi untuk mengupload situs kita setelah selesai dibuat </div><div style="font-family: "Trebuchet MS",sans-serif;"><span class="fullpost"></span></div>Qurrota Ainihttp://www.blogger.com/profile/01528238698740512620noreply@blogger.com0tag:blogger.com,1999:blog-9199248594395891735.post-21712376121574596402010-12-01T12:12:00.000+07:002011-10-01T09:34:03.917+07:00KONVERSI BILANGAN<div style="color: black;"><span class="fullpost">berhubung besok UTS pelajaran Organisasi Sistem Komputer (OSK) sekalian buat belajar saya nulis salah satu materi bahan uts yakni konversi bilangan. #semoga lancar, amiin</span></div><div style="color: black;"><span class="fullpost"><br />
</span></div><div style="color: black;"><span class="fullpost">Proses konversi bilangan ada 4 : Konversi bilangan <b>desimal</b>, <b>biner</b>, <b>oktal</b>, <b>heksadesimal</b>.</span></div><div style="color: black;"><br />
</div><div style="color: black;"><br />
</div><div style="color: black;"><b>Pengertian: </b></div><ol style="color: black;"><li>Bilangan Desimal : meupakan bilangan berbasis 10. dimulai dari angka 0 hingga 9. setelah angka 9 dilanjutkan angka 10, 11, 12 dst secara berurutan. Ex : 19<i><span style="font-size: xx-small;">10 </span></i></li>
<li>Bilangan Biner : merupakan bilangan yang sering digunakan pada bahasa mesin. bilangan ini berbasis 2 yang hanya terdiri dari angka 0 dan 1. ex : 101101<i><span style="font-size: xx-small;">2</span></i></li>
<li>Bilangan Oktal : merupakan bilangan berbasis 8. dimana angkanya dimulai dari 0 hingga 7. setelah angka 7 dilanjutkan 10,11,12..17 kemudian 20,21,22..27 dst. ex : 14<span style="font-size: xx-small;"><i>8</i></span></li>
<li>Bilangan Heksadesimal : merupakan bilangan berbasis 16. terdiri dari 16 simbol. dimana angkanya dimulai dari 0 hingga 9 dilanjutkan A, B, C..F kemudian 10,11,12..dst</li>
</ol><div style="color: black;"><span class="fullpost"><br />
</span></div><div style="color: black;"><span class="fullpost">sekarang kita bahas step by step, one by one proses konversi..</span></div><div style="color: black;"><br />
</div><div style="color: black;"><span class="fullpost"><span style="font-size: large;">Konversi Desimal ke .. </span></span></div><div style="color: black;"><span class="fullpost"><br />
</span></div><div style="color: black;"><span class="fullpost">Desimal - Biner</span></div><div style="color: black;"><span class="fullpost">jika soal meminta konversi dari 29<i><span style="font-size: xx-small;">10 </span></i><span style="font-size: xx-small;"><span style="font-size: small;">= ... <i><span style="font-size: xx-small;">2</span></i></span></span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: small;">maka caranya dengan membagi bilangan dengan 2. oia, jangan lupa, harus menuliskan sisanya, karena hasil sisa inilah yang kita pakai.</span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: small;"><br />
</span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: small;">29/2 : 14 | 1 ------ red: 14 sisa 1</span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: small;">14/2 : 7 | 0</span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: small;">7/2 : 3 | 1</span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: small;">3/2 : 1 | 1</span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: small;">1/2 : 0 | 1</span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: small;">*jawabannya adalah seluruh hasil sisa dibaca dari bawah ke atas </span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: small;"><br />
</span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: small;">Jadi , konversi bilangan </span></span><span class="fullpost">29<i><span style="font-size: xx-small;">10 </span></i><span style="font-size: xx-small;"><span style="font-size: small;">= <b>11101</b> <i><span style="font-size: xx-small;">2 </span></i></span></span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: xx-small;"><span style="font-size: small;"><i><span style="font-size: xx-small;"><br />
</span></i></span></span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: xx-small;"><span style="font-size: small;"><i><span style="font-size: xx-small;"><br />
</span></i></span></span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">Setelah Desimal ke biner , lanjut ke step slanjutnya ya..</span></span></span></span></span></div><div style="color: black;"><br />
</div><div style="color: black;"><span class="fullpost"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">Desimal - Oktal</span></span></span></span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">gak jauh beda dengan konversi ke biner karena masih menggunakan metode pembagian, untuk oktal perbedaannya hanya di angka pembaginya yakni 8.</span></span></span></span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">Jika soal meminta konversi 29<span style="font-size: xx-small;"><i>10</i></span> = ..... <span style="font-size: xx-small;">8</span></span></span></span></span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"> </span></span></span></span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">29/8 : 3 | 5 ----- red : 3 sisa 5</span></span></span></span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">3/8 : 0 | 3</span></span></span></span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">*hasil dibaca dari bawah ke atas</span></span></span></span></span></div><div style="color: black;"><br />
</div><div style="color: black;"><span class="fullpost"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">Maka </span></span></span></span></span><span class="fullpost"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">konversi 29<span style="font-size: xx-small;">10</span> = <b>35 </b><span style="font-size: xx-small;">8</span></span></span></span></span></span></div><div style="color: black;"><br />
</div><div style="color: black;"><span class="fullpost"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">Urusan dengan oktal udah , sekarang ke...</span></span></span></span></span></span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"> </span> </span></span></span></span></span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">Desimal - Heksadesimal</span></span></span></span></span></span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">yang pasti kalo dari Desimal mau dikonversikan ke bilangan apaapun tetap menggunakan metode pembagian. hanya berbeda di angka pembaginya sesuai basis yang dipergunakan. untuk heksadesimal harus diingat 16!</span></span></span></span></span></span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"> </span></span></span></span></span></span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">jika soal meminta konversi 242<span style="font-size: xx-small;"><i>10</i></span> = .... <span style="font-size: xx-small;"><i>16</i></span></span></span></span></span></span></span></span></div><div style="color: black;"><br />
</div><div style="color: black;"><span class="fullpost"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">226/16 : 14 | 2</span></span></span></span></span></span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">14/16 : 0 | 14 ------ ingat 14 desimal pada heksa adalah E</span></span></span></span></span></span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">*hasil dibaca dari bawah ke atas</span></span></span></span></span></span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"> </span></span></span></span></span></span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">Jadi konversi </span></span></span></span></span></span></span><span class="fullpost"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">242<span style="font-size: xx-small;"><i>10</i></span> = <b>E2</b><span style="font-size: xx-small;"><i> 16</i></span></span></span></span></span></span></span></span></div><div style="color: black;"><br />
</div><div style="color: black;"><br />
</div><div style="color: black;"><span class="fullpost"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">Pembahasan konversi desimal udah, lanjut ke step slanjutnya </span></span></span></span></span></span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: xx-small;"><span style="font-size: small;"><i><span style="font-size: xx-small;"><br />
</span></i></span></span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: small;"> </span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: large;">Konvers Biner ke ... </span></span></div><div style="color: black;"><br />
</div><div style="color: black;"><span class="fullpost"><span style="font-size: large;"><span style="font-size: small;">Biner - Desimal </span></span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: large;"><span style="font-size: small;">Pada pengkonversian biner metode yang dipergunakan adalah perkalian setiap bit biner dengan 2 sesuai dengan increement perpangkatannya. mulai dari 2 pangkat 0 hingga 2 pangkat n. saat melalukan perkaliannya pun posisi angka biner dirubah penulisannya dari kanan ke kiri.</span></span></span></div><div style="color: black;"><span class="fullpost"><span style="font-size: large;"><span style="font-size: small;"> </span><br />
<span style="font-size: small;">ex : 11101<span style="font-size: xx-small;"><i>2</i></span> = ..... <span style="font-size: xx-small;">10</span></span></span></span></div><div style="color: black;"><span style="font-size: small;">1 -------- 1 x 2<span style="font-size: xx-small;"> pangkat <span style="font-size: small;">0 = 1</span></span></span></div><div style="color: black;"><span style="font-size: small;">0 0 x 2 <span style="font-size: xx-small;">pangkat</span> 1 = 0</span></div><div style="color: black;"><span style="font-size: small;">1 1 x 2 <span style="font-size: xx-small;">pangkat</span> 2 = 4</span></div><div style="color: black;"><span style="font-size: small;">1 1 x 2 <span style="font-size: xx-small;">pangkat</span> 3 = 8</span></div><div style="color: black;"><span style="font-size: small;">1 1 x 2 <span style="font-size: xx-small;">pangkat</span> 4 = 16 ------ > perhatikan nilai dari pangkatnya meningkat dari 0 bertambah satu terus</span></div><div style="color: black;"><span style="font-size: small;">*hasil dengan menjumlahkan hasil perkalian seluruhnya 1+0+4+8+16 = <b>29</b></span></div><div style="color: black;"><br />
</div><div style="color: black;"><span style="font-size: small;">jadi, konversi 11101<span style="font-size: xx-small;">2</span> = <b>29</b> <span style="font-size: xx-small;">10</span><b> </b></span></div><div style="color: black;"><span style="font-size: small;"><b><br />
</b></span></div><div style="color: black;"><span style="font-size: small;">Biner - Oktal</span></div><div style="color: black;"><span style="font-size: small;">untuk konversi Biner ke oktal metode yang kita gunakan cukup dengan memisahkan biner sesuai dengan jumlah bit pada oktal yakni 3 bit kemudian lakukan konversi seperti pada konversi ke desimal namun dilakukan terpisah.</span></div><div style="color: black;"><span style="font-size: small;">kenapa 3bit?? karena pada oktal maximalnya adalah 7 ---> 111 </span></div><div style="color: black;"><span style="font-size: small;">ex: 101001<span style="font-size: xx-small;"><i>2</i></span> = ..... <span style="font-size: xx-small;">8</span></span></div><div style="color: black;"><span style="font-size: small;"><br />
</span></div><div style="color: black;"><span style="font-size: small;">lakukan pemisahan 3 bit : 101 dan 001</span></div><div style="color: black;"><span style="font-size: small;">*tidak perlu dirubah posisi </span></div><div style="color: black;"><span style="font-size: small;"><br />
</span></div><div style="color: black;"><span style="font-size: small;">jika dilakukan konversi ke desimal 101 hasilnya adalah 5 sedangkan 001 hasilnya adalah 1. kemudian digabungkan. jadi hasil </span><span style="font-size: small;">101001<span style="font-size: xx-small;">2</span> adalah <b>51</b><span style="font-size: xx-small;"> 8</span></span></div><div style="color: black;"><br />
</div><div style="color: black;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">berhubung ini pas 6bit enak dilakukan pemisahan per 3 bit. lalu bagaimana jika ada 8?? gak usah bingung, sama aja cuma saat dilakukan pemisahan akan tersisa 2bit. ingat pemisahan dilakukan dimulai dari kanan ke kiri. ex : 110010102</span></span></span></div><div style="color: black;"><span style="font-size: small;"><br />
</span></div><div style="color: black;"><span style="font-size: small;">lakukan pemisahan 3 bit : 11 001 010</span></div><div style="color: black;"><span style="font-size: small;"> pengkonversian desimal 3 1 2 <span style="font-size: xx-small;"><i>8</i></span></span></div><div style="color: black;"><br />
</div><div style="color: black;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">simple kan?? 312 tidak perlu dikonversikan lagi karena ini konversi akhir (hasil)</span></span></span></div><div style="color: black;"><br />
</div><div style="color: black;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">Biner - Heksadesimal</span></span></span></div><div style="color: black;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">masih sama dengan operasi konversi pada oktal perbedaannya adalah pemisahan bitnya. pada heksadesimal jumlahnya adalah 4bit. ingat pemisahan dimulai dari kanan ke kiri!!!</span></span></span></div><div style="color: black;"><br />
</div><div style="color: black;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">kenapa 4 bit?? karena maximal pada heksadesimal adalah 15 -----> 1111 </span></span></span></div><div style="color: black;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">ex: 101101<i><span style="font-size: xx-small;">2</span></i> = .... <i><span style="font-size: xx-small;">16</span></i></span></span></span></div><div style="color: black;"><br />
</div><div style="color: black;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">pemisahan : 10 dan 1101</span></span></span></div><div style="color: black;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">konversi desimal 2 13 ----> pada hexa , desimal 13 merujuk huruf D</span></span></span></div><div style="color: black;"><br />
</div><div style="color: black;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">jadi koneversinya adalah <b>2D</b><i><span style="font-size: xx-small;">16 </span></i></span></span></span></div><div style="color: black;"><br />
</div><div style="color: black;"><br />
</div><div style="color: black;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: small;">Konversi desimal udah , Biner udah . next step ..</span></span></span></div><div style="color: black;"><br />
</div><div style="color: black;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: large;">Konversi Oktal .. </span></span></span></div><div style="color: black;"><br />
</div><div style="color: black;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: large;"><span style="font-size: small;">Oktal - Desimal</span></span></span></span></div><div style="color: black;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: large;"><span style="font-size: small;">untuk konversi yang ini gampang aja, cukup dikali perpangkatan 8. ingat saat melakukan perkalian lakuakan dari kanan ke kiri. kemudian dijumlahkan</span></span></span></span></div><div style="color: black;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: large;"><span style="font-size: small;">ex: 19<span style="font-size: xx-small;">8</span> = ... <span style="font-size: xx-small;">10</span></span></span></span></span></div><div style="color: black;"><br />
</div><div style="color: black;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: large;"><span style="font-size: small;">9 x 8 pangkat 0 = 9</span></span></span></span></div><div style="color: black;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: large;"><span style="font-size: small;">1 x 8 pangkat 1 = 8+</span></span></span></span></div><div style="color: black;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: large;"><span style="font-size: small;"> hasil <b>17</b><i><span style="font-size: xx-small;"> 10</span></i></span></span></span></span></div><div style="color: black;"><br />
</div><div style="color: black;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: large;"><span style="font-size: small;"><i><span style="font-size: xx-small;"> </span></i></span></span></span></span></div><div style="color: black;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: large;"><span style="font-size: small;">Oktal - Biner</span></span></span></span></div><div style="color: black;"><br />
</div><div style="color: black;"><span style="font-size: small;">ingat pada oktal berlaku pemisahan 3 bit. jadi jika kita memiliki angka 47<span style="font-size: xx-small;"><i>8</i></span> maka, angka 4 jika dikonversikan ke biner 100 dan angka 9 menjadi 111. jadi hasil konversinya adalah 100111<i><span style="font-size: xx-small;"> 2</span></i></span></div><div style="color: black;"><br />
</div><div style="color: black;"><span style="font-size: small;"><span style="font-size: xx-small;"><span style="font-size: large;">Konversi Heksadesimal ..</span></span></span></div><div style="color: black;"><span style="font-size: small;">dilanjutin ntar lagi yaaa.. mau belajar dulu soalnya :D</span></div><div style="color: black;"><span style="font-size: small;"> </span></div>Qurrota Ainihttp://www.blogger.com/profile/01528238698740512620noreply@blogger.com0tag:blogger.com,1999:blog-9199248594395891735.post-9826568224537731192010-11-28T12:22:00.000+07:002010-11-28T12:22:44.141+07:00Perkenalan Kecil MYOB<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJmLfsIKFjqyzMgsryXZLssMGljluWwyOc_i2U57LoNcSbuoporWagkAys_-3IQk8hXKqZwRo8WueGw-EUQ8r-gdLTHJJjWVetaa-aejxejJTNnL68Rng4R93_rGHC9I742S2k1-hOznE/s1600/myob_logo.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="76" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJmLfsIKFjqyzMgsryXZLssMGljluWwyOc_i2U57LoNcSbuoporWagkAys_-3IQk8hXKqZwRo8WueGw-EUQ8r-gdLTHJJjWVetaa-aejxejJTNnL68Rng4R93_rGHC9I742S2k1-hOznE/s200/myob_logo.jpg" width="200" /></a>MYOB , merupakan akronim dari "Mind Your Own Business". MYOB adalah salah satu software manajemen keuangan yang diperuntukkan bagi usaha kecil maupun menengah. MYOB diharapkan mampu untuk memantau kinerja perusahaan dalam cash flow dan pengelolaan bisnis.<br />
<br />
MYOB yang dirilis dan diperjualbelikan versi terakhir di wilayah Indonesia sendiri ada 4 macam.<br />
<br />
<i>Business Basic<br />
Accounting Versi 17<br />
Premier Versi 17</i><br />
- merupakan software MYOB yang diperuntukkan bagi pengelolaan administarsi backend<br />
<br />
<i>Retail Manager Versi 7</i> <br />
- merupakan software MYOB bagi front end retail (toko, supermarket sejenisnya) <br />
<br />
<div style="color: #c27ba0;">kenapa menggunakan MYOB??</div><br />
<b>1. mudah dipakai</b><br />
- walaupun kita tidak memiliki latar pembukuan yang baik alias awam, bisa menggunakannya<br />
<br />
<b>2. Accounting Power</b><br />
- pengelolaan informasinya bisa diandalkan<br />
<br />
<b>3. Proses instalasi dan maintenancenya yang murah dan mudah</b><br />
<br />
<b>4. SDM yang memahami dan menguasai MYOB banyak</b><br />
<b><br />
5. dapat memantau pembukuan hingga 3tahun.</b><br />
<br />
<div style="color: #c27ba0;">MODUL-MODUL dalam MYOB :</div><br />
-<b>Account </b> : pengelolaaan akun perusahaan baik akun rugi-laba, neraca, jurnal<br />
-<b>Banking</b> : pencatatan yang tidak berkaitan dengan penjualan dan pembelian<br />
-<b>Sales </b> : maintain kegiatan transaksi penjualan perusahaan<br />
-<b>Pembelian</b> : maintain kegiatan transaksi pembelian yang dilakukan perusahaan<br />
-<b>Modul</b> : mengelola informasi yang berkaitan dengan persedian<br />
-<b>Card File</b> : mengelola informasi yang berkaitan dengan pihak-pihak yang berkaitan dengan perusahaan, supplier, vendor,karyawan maupun personalQurrota Ainihttp://www.blogger.com/profile/01528238698740512620noreply@blogger.com0tag:blogger.com,1999:blog-9199248594395891735.post-87177409956246261572010-11-13T11:45:00.000+07:002010-11-26T21:23:33.797+07:00Hotel626.com -Scary online game<div class="fullpost"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrD5M6PGZP45Wb4AewuDVn9hzqkjteP2X19ztueaYCZQNtCWT8kCNVznyEzaifBvrGukOIjE07bm1g3qMPFepUbFMqp0LzqIYoAj9ZpDY-TzhEaAwGb4IU5fRjHGRDzHZniDgYmZWnihU/s1600/hotel626.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
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<br />
<div style="color: white;">apa itu hotel626.com?</div><br />
merupakan game adventure bergenre horor. disini tentang kita sebagai pemain yang terjebak disebuah hotel yang memiliki banyak misteri didalmnya dan harus memecahkan beberapa clue untuk menyelesaikan setiap levelnya hingga akhir. bagaimana kita cara mengeluarkan diri dari hotel tua tersebut. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrD5M6PGZP45Wb4AewuDVn9hzqkjteP2X19ztueaYCZQNtCWT8kCNVznyEzaifBvrGukOIjE07bm1g3qMPFepUbFMqp0LzqIYoAj9ZpDY-TzhEaAwGb4IU5fRjHGRDzHZniDgYmZWnihU/s1600/hotel626.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrD5M6PGZP45Wb4AewuDVn9hzqkjteP2X19ztueaYCZQNtCWT8kCNVznyEzaifBvrGukOIjE07bm1g3qMPFepUbFMqp0LzqIYoAj9ZpDY-TzhEaAwGb4IU5fRjHGRDzHZniDgYmZWnihU/s1600/hotel626.jpg" /></a>game online yang satu ini hanya bisa diakses pada jam-jam tertentu yakni dari jam 06 pm - 06 am. tenang aja tadi blogwalking ke beberapa tempet liat kalau katanya kita bisa main di luar jam itu searching dh di google. tapi yang maen di luar jam itu dicap sebagai penakut pastinya, hihihihi. </div><br />
<div class="fullpost">untuk maenin hotel626.com kita diminta login terlebih dahulu, ya kaya kebanyakan game online laennya. username, email dan password. untuk login aja lumayan bikin scary nih. efek soundnya, wow. jadi ketika kita masuk ke game tersebut kita disarankan untuk mematikan lampu terlebih dahulu dan ngegunain webcam kalo bisa, untuk lebih in ke game ini sebaiknya ngegunain earphone supaya lebih jelas ngedengerin tiap-tiap cluenya.</div><div class="fullpost"><br />
</div><div class="fullpost">hotel 626 terdiri dari 10 tingkat. setiap tingkatnya kita harus mecahin clue supaya bisa naek ke tingkat selanjutnya.</div><div class="fullpost"></div><div class="fullpost" style="color: white;">nih clue-cluenya:</div><div class="fullpost"></div><div class="fullpost" style="color: #fff2cc; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">1. <b>Only by confronting your darkest fears can you find the light</b> </span></div><div class="fullpost" style="color: #fff2cc; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">2. <b>One is not like the Others</b></span></div><div class="fullpost" style="color: #fff2cc; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;"><b></b>3.<b> She Lives in Darkness. Show her the Light</b></span></div><div class="fullpost" style="color: #fff2cc; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;"><b></b>4. <b>Just in Time</b>5. <b>Sing me a Lullabye</b>6. <b>Helpless</b> </span></div><div class="fullpost" style="color: #fff2cc; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">7. <b>He knows the Way</b></span></div><div class="fullpost" style="color: #fff2cc; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;"><b> </b>8. <b>Find Yourself a Way Out</b> </span></div><div class="fullpost" style="color: #fff2cc; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">9. <b>Answer and you’ll have the Answers</b> </span></div><div class="fullpost" style="color: #fff2cc; font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">10. <b>Your Check out time is Now</b></span> </div><div class="fullpost"><br />
</div><div class="fullpost">sst... di level terakhir (10), kita harus make web cam untuk nyelesein level terakhirnya buat nyari foto kita sendiri.</div><div class="fullpost"><br />
</div><div class="fullpost">gimana? udah pernah maenin ni game?? jujur aja aku belum pernah tuh. pertama kali diajak maen sama temen satu kelas nyerempet tengah malem gitu. pas loading nih... wadaw, ngeri betull. loadingnya agak lama memang apalagi yang ngegunain koneksi siput, parah deh. soalnya game online yang satu ini full page flash player jadi butuh waktu lama untuk eksekusinya. buat yang sayang kuota jangan nyoba deh, bandwidth killer inside.</div><div class="fullpost"></div><div class="fullpost">efek soundnya parah suara-suara jeritan bikin nambah jantung gak karuan.</div><div class="fullpost">ada yang mau coba??? klik aja <a href="http://hotel626.com/">disini</a> </div><div class="fullpost"></div><div class="fullpost"><br />
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</div>Qurrota Ainihttp://www.blogger.com/profile/01528238698740512620noreply@blogger.com6tag:blogger.com,1999:blog-9199248594395891735.post-66106360263029938892010-11-12T13:24:00.000+07:002010-11-26T20:44:29.030+07:00FLIP FLOP - C++<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0in; text-align: justify;"><span style="font-family: 'Arial Unicode MS',sans-serif; font-size: 10pt; line-height: 150%;"><span class="Apple-style-span" style="color: orange;">Flip Flop merupakan rangkaian digital yang digunakan untuk menyimpan satu bit data untuk menghapus atau mengganti isi dari bit yang tersimpan tersebut.<o:p></o:p></span></span></div><div class="MsoNormal" style="line-height: 150%; margin-bottom: 0in; text-align: justify;"><span class="Apple-style-span" style="color: orange;"><br />
</span></div><div class="MsoNormal" style="line-height: 150%; margin-bottom: 0in; text-align: justify;"><span style="font-family: 'Arial Unicode MS',sans-serif; font-size: 10pt; line-height: 150%;"><span class="Apple-style-span" style="color: orange;">Prinsip dasar: suatu komponen dasar seperti transistor, resistor dan diode yang dirangkai menjadi satu gerbang logika yang dapat bekerja secara sekuensial.</span><o:p><span class="Apple-style-span" style="color: orange;">Flip Flop merupakan rangkaian digital yang digunakan untuk menyimpan satu bit data untuk menghapus atau mengganti isi dari bit yang tersimpan tersebut.</span></o:p></span></div><div class="MsoNormal" style="line-height: 150%; margin-bottom: 0in; text-align: justify;"><span style="font-family: 'Arial Unicode MS',sans-serif; font-size: 10pt; line-height: 150%;"><o:p><span class="Apple-style-span" style="color: orange;"><br />
</span> </o:p></span></div><div class="MsoNormal" style="line-height: 150%; margin-bottom: 0in; text-align: justify;"><span style="font-family: 'Arial Unicode MS',sans-serif; font-size: 10pt; line-height: 150%;"><o:p><span class="Apple-style-span" style="color: orange;">Listing program download</span><span class="Apple-style-span" style="color: #cccccc;"> <a href="http://www.4shared.com/account/document/w4KOK20I/Flipflop.html">here</a></span></o:p></span><br />
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</span></div><div class="MsoNormal" style="line-height: 150%; margin-bottom: 0in; text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmN70oCJcJTihxmkNXXV_veOHzhsD2hFpfgYB-kT9xC0jKu3FOUFxohIm225CBEJisgU2YmNkP6t97OaFdD4URv2k_CtVNv2o0a1B36oC3hrTSwv10L2l0WBlMuO0bos7cGfBVuxvLFuE/s1600/Capture.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmN70oCJcJTihxmkNXXV_veOHzhsD2hFpfgYB-kT9xC0jKu3FOUFxohIm225CBEJisgU2YmNkP6t97OaFdD4URv2k_CtVNv2o0a1B36oC3hrTSwv10L2l0WBlMuO0bos7cGfBVuxvLFuE/s400/Capture.JPG" width="400" /></a></div><span style="color: #262626; font-family: 'Arial Unicode MS',sans-serif; font-size: 10pt; line-height: 150%;"><br />
</span></div><div class="MsoNormal" style="line-height: 150%; margin-bottom: 0in; text-align: justify;"><span style="color: #262626; font-family: 'Arial Unicode MS',sans-serif; font-size: 10pt; line-height: 150%;"><span class="Apple-style-span" style="color: black; font-family: 'Times New Roman'; font-size: medium; line-height: normal;"></span></span></div>Qurrota Ainihttp://www.blogger.com/profile/01528238698740512620noreply@blogger.com0tag:blogger.com,1999:blog-9199248594395891735.post-82214463721778103772010-11-10T23:49:00.000+07:002010-11-12T19:01:58.564+07:00EVOLUTION of TELEVISION<span class="fullpost">TV atau bakunya Televisi. siapa sih yang gak tau kotak bergambar ini. bahkan untuk di zaman sekarang ini Tv udah jadi salah satu the must have item di rumah. Butuh gak butuh , positif negatif manfaatnya. tapi terlepas dari itu semua, tv gak bisa dipisahin dari hidup kita sebagai manusia. karena elektronik yang satu bisa sebagai sarana hiburan, media informasi dsb.<br />
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<i><span class="Apple-style-span" style="font-family: 'Trebuchet MS', sans-serif;">TV dari zaman ke zaman</span></i></span><br />
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</i></span> <a href="http://befter.s3.amazonaws.com/befts/2009/09/10/before-after-tv-evolution-by-vidjinski-m.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://befter.s3.amazonaws.com/befts/2009/09/10/before-after-tv-evolution-by-vidjinski-m.jpg" /></a>ngomongin tentang TV enaknya sambil kita inget-inget lagi evolusi dari tv itu sendiri. mulai dari yang paling sederhana sampai akhirnya bisa jadi sekompleks ini. mulai dari hitam putih hingga berwarna, dari layar cembung hingga ke LED, dari analog hingga ke digital. semua ada prosesnya.. </span><br />
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</i><br />
<i><b>sejarah awal TV:</b></i><br />
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TV pertama kali ditemukan ketika sekitar perang dunia kedua. tahun 1873 seorang telegram Valentia-Irlandia <b>Joseph May</b> bersama <b>Willoughby Smith</b> melakukan beberapa percobaan yang menjadi cikal bakal dari teknologi perekaman gambar. dilanjutkan dengan penemuan <b>Paul Nipkow</b>-Berlin menjadi penemu cikal bakal televisi.1920 <b>John Logie Baird </b>(1888-1946) dan <b>Charles Francis Jenkins </b>(1867- 1934) menggunakan piringan karya Paul Nipkow untuk menciptakan suatu sistem dalam penangkapan gambar, transmisi, serta penerimaannya. <br />
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berjalannya waktu perkembangan tv elektronik tersendat untuk berkembang, dikarenakan tv mekanik lebih murah dan tahan banting. <b>Vladimir Kosmo Zworykin </b>dan <b>Philo T. Farnsworth </b>berhasil dengan TV elektroniknya dengan biaya murah, sehingga masyarakat berangsur-angsur pindah ke TV elektronik.<br />
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<i><b>Step 2: TV elektronik</b></i><br />
di taun 1935 Farnsworth dan Zworykin sama-sama merencanakan untuk memancarkan siaran full elektronik. sebelumnya Baird television telah berhasil memancarkan siaran dengan sistem mekanik secara keseluruhan. saat itu ukuran dari Telivisi sendiri hanya berkisar 3-8 inchi sehingga persaingan antara sistem mekanik dan elektronik tidak terlihat nyata secara tampilan, namun ada.<br />
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Tahun 1941 terhadi penstandarisasian sistem transmisi siaran America kedalam standard evolusi tv elektronika terbaru.<br />
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<b><i>Step 3: TV Berwarna</i></b><br />
Kendala terjadi di era TV berwarna ini karena TV berwarna yang saat itu beredar tidak kompatibel dengan TV Hitam-Putih. Dengan beracuan pengalaman CBS sebelumnya, RCA menyusun format warna sendiri. sehingga tanpa butuh waktu lama mereka berhasil menciptakan format warna yang diterima semua sistem warna hitam putih. sehingga saat itu NTSC menjadi standarisasi penyiaran.<br />
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<b><i>Step 4: IPTV</i></b><br />
IPTV, atau Internet Protocol Television merupakan perkembangan termaju saat ini. seiring dengan berjalannya waktu serta perkembangan teknologi, Telivisi pun mengalami penambahan serta perbaikan dalam sisi teknologinya sehingga era TV analog kini telah berubah menjadi era TV digital yang tentunya kinerja serta kualitas jauh lebih baik dibandingkan dengan era-era TV sebelumnya.<br />
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sumber: <a href="http://misteridigital.wordpress.com/2007/09/24/sejarah-televisi/">klik aja</a>Qurrota Ainihttp://www.blogger.com/profile/01528238698740512620noreply@blogger.com0