tag:blogger.com,1999:blog-64928630992516775022024-02-19T18:10:25.783-08:00AKUNTANSIAKUNTANSIhttp://www.blogger.com/profile/17813452119288654052noreply@blogger.comBlogger63125tag:blogger.com,1999:blog-6492863099251677502.post-27729543156544608202011-12-30T21:00:00.001-08:002011-12-30T21:00:19.774-08:00DAFTAR ISIAzzam<br />
<br />
1. Kelahiran Anak Pertama<br />
<br />
<br />
Daftar Isi<br />
<br />
1. Daftar Isi<br />
<br />
<br />
EBOOK<br />
<br />
1. Cara menulis,membuat dan mempublikasikan Ebook Hasil karya Sendiri<br />
2. Ebook : From Photoshop To HTML 2010 Like A Pro ~ new<br />
3. Panduan CSS3: A Developer’s Guide To The Future Of Web Design ~ new<br />
4. Trik Mengetahui Facebookmu Diakses Orang Lain ~ new<br />
<br />
<br />
Motivasi<br />
<br />
1. 15 Jenis Kepribadian Manusia Berdasarkan Status Facebooknya<br />
2. 7 Cara jitu untuk Menjalani Hidup yang Menyenangkan<br />
3. BERHENTI LAH UNTUK MENGELUH & MULAI LAH UNTUK BERSYUKUR<br />
4. Bagaimana Membangun Disiplin Solid Dalam Diri?<br />
5. Cinta dan waktu<br />
6. Jika Anda Bingung<br />
7. KEKUATAN MOTIVASI<br />
8. Ketenangan Hidup<br />
9. Kisah Pria Dan Wanita ~ new<br />
10. Mau Sukses? Tiru Kepemimpinan Para CEO Ini<br />
11. Mengenal Lebih Dekat Seorang Penjilat ~ new<br />
12. Ternyata Kebiasaan yang Diulang Melahirkan Keahlian<br />
<br />
<br />
Online<br />
<br />
1. Cara Mendaftar Facebook<br />
2. Cara mendaftar dan membuat account Twitter<br />
3. LOWONGAN KERJA ONLINE, Gaji 1.5 JUTA / MINGGU<br />
4. Reseller System<br />
5. Saya dapet 1,5 juta Hari ini<br />
<br />
<br />
Pribadian<br />
<br />
1. 15 Jenis Kepribadian Manusia Berdasarkan Status Facebooknya<br />
<br />
<br />
SEO<br />
<br />
1. Cara Backup Driver Windows 7 Menggunakan DriverMax | Darmians ~ new<br />
2. Cara Meningkatkan Trafic Blog dengan Search Engine Optimization (SEO)<br />
3. SEO in 4 Minutes | Tingkatkan Dengan SEO Sofware ~ new<br />
4. Strategi Traffic SAKTI<br />
5. Tips Trik Membuat Blog Lebih Ringan dan enteng saat Loading<br />
<br />
<br />
Teknologi<br />
<br />
1. 4 Keunggulan Windows 8<br />
2. 7 Trik untuk Menghemat Baterai Laptop<br />
3. Cara Backup Driver Windows 7 Menggunakan DriverMax | Darmians ~ new<br />
4. Cara Membuat Akun Blog | Gratis | Darmians<br />
5. Cara Membuat Akun Email Di Google | Gratis | Darmians<br />
6. Cara Membuat CD Repair Windows 7 ~ new<br />
7. Cara Mengenal Perbandingan Windows 7 Starter, Home Basic/Premium, Professional, Enterprise dan Ultimate<br />
8. Cara Praktis Update Driver Komputer Pada Windows 7 ~ new<br />
9. Cara menentukan apakah komputer menjalankan sistem operasi Windows versi 32-bit atau versi 64-bit<br />
10. Kelebihan android terbaru (Android 2.2 Froyo)<br />
11. Panduan CSS3: A Developer’s Guide To The Future Of Web Design ~ new<br />
12. Perbedaan Windows 7 X86 (32bit) – X64 (64bit)<br />
13. SEO in 4 Minutes | Tingkatkan Dengan SEO Sofware ~ new<br />
14. Samsung Galaxy W Hp Android 2.3 Spesifikasi Prosesor 1.4Ghz akan Hadir November 2011<br />
15. Steve Jobs Terbukti Benar tentang Adobe Flash | news<br />
16. Teknologi Satelit Berguna Merespon Banjir<br />
17. Tips Menghilangkan Konfirmasi Saat Mendelete FIle Pada Windows 7<br />
18. Trik Cara Mempercepat Kinerja Komputer atau Laptop anda<br />
19. Trik Mengetahui Facebookmu Diakses Orang Lain ~ new<br />
20. Trik Optimalkan OS Windows dengan MZ Ultimate Tools<br />
21. Trik Rahasia menghasilkan uang dari google adsense<br />
22. Windows 8<br />
23. trik cara Password Database Mysql<br />
24. type terbaru Nokia Berbasis Windows Phone Mango akan Diluncurkan Pekan Depan<br />
<br />
<br />
Video<br />
<br />
1. Kisah Moyet Yang Kejam dan anjing yg tersiksa<br />
2. Kotak Ajaib<br />
<br />
<br />
antivirus 2012<br />
<br />
1. Avast Internet Security 2012 Pro Gratis,<br />
2. Download Avast! 6 Antivirus 2012 di jamin Pro<br />
3. Download Avira Premium Security Suite 2011 Full And Free<br />
4. Download Gratis Smadav 8.8 Pro<br />
5. Norton AntiVirus 2012 Beta Sudah Tersedia<br />
<br />
<br />
bisnis<br />
<br />
1.<br />
2. 101 Ide Cemerlang dalam Bisnis<br />
3. Bagaimana Cara Membangun Bisnis Internet<br />
4. Bagaimana Cara Meningkatkan Keuntungan Bisnis Anda<br />
5. Cara Mudah dan Cepat Menjadi Kaya<br />
6. Cara Sukses Memulai Bisnis Rumahan<br />
7. Duit gratis, 6000000 per bulan<br />
8. KUNCI SUKSES MERAIH KEKAYAAN<br />
9. Kerja Online<br />
10. Membangun Bisnis Sampingan<br />
11. Membangun Bisnis Sejak Mahasiswa<br />
12. Memulai Bisnis Internet dengan Modal Sedikit untuk Pemula<br />
13. Rahasia Mengambil Uang di ATM Tanpa Mengurangi Saldo Awal<br />
14. Rahasia Sukses Para Milyuner kerja di internet<br />
15. Tips & Trik Tarik Uang di ATM Tanpa Mengurangi Saldo Awal Rekening Anda<br />
16. Tips Memulai Bisnis Internet Dengan Modal duit dikit<br />
17. Tips Untuk Pemula: Cara Ter Mudah Menghasilkan Uang Dari Internet<br />
18. keutungan bisnis rumhan + tips + trik<br />
<br />
<br />
d<br />
<br />
1. Cara Backup Driver Windows 7 Menggunakan DriverMax | Darmians ~ new<br />
<br />
<br />
dollar<br />
<br />
1. "Mau Gajian Dollar tiap bulan dari internet? Dengan modal dengkul , cuma 30 Menit /hari??''<br />
2. CARA MENDAPATKAN UANG DARI BLOG<br />
3. Dapet dollar dari setiap 1000 kunjungan | PTP<br />
4. Debit Card dari SFI Untuk Verifify & Withdraw PayPal<br />
5. Internet Sumber Duit<br />
6. Menyingkat URL Dapet Duit $$$$<br />
7. PTC 2011 program terbaru di indonesia<br />
8. VERIFIKASI PAYPAL TANPA MENGGUNAKAN KARTU KREDIT<br />
9. cari duit mudah<br />
10. link pemburu dollar<br />
<br />
<br />
download<br />
<br />
1. Cara Backup Driver Windows 7 Menggunakan DriverMax | Darmians ~ new<br />
2. Cara Membuat CD Repair Windows 7 ~ new<br />
3. Cara Praktis Update Driver Komputer Pada Windows 7 ~ new<br />
4. Cara menulis,membuat dan mempublikasikan Ebook Hasil karya Sendiri<br />
5. Download Gratis Smadav 8.8 Pro<br />
6. Trik Cara Gampang Menguasai Adobe Pothosop cs<br />
7. Trik Cara mengubah tampilan Windows 7 menjadi Windows 8<br />
8. Trik Optimalkan OS Windows dengan MZ Ultimate Tools<br />
9. mesin pencari key, crack, kaygen<br />
<br />
<br />
forum<br />
<br />
1. Forum<br />
2. Forum<br />
3. INFO UNTUK MAHASISWA DCC<br />
<br />
<br />
gokil<br />
<br />
1. Bocah Necat (lucu)<br />
2. Kecelakaan terbaru<br />
3. Kisah Moyet Yang Kejam dan anjing yg tersiksa<br />
4. Kotak Ajaib<br />
5. Pernikahan sejenis<br />
6. Si Bayi Unik dan Ayah yang gila<br />
7. Video lucu<br />
8. teknologi terbaru 2011 : TV HOLOGRAM<br />
9. udin Sedunia (lucu)<br />
<br />
<br />
informasi<br />
<br />
1. Check Status Mahasiswa Anda di http://evaluasi.dikti.go.id/<br />
2. SEO in 4 Minutes | Tingkatkan Dengan SEO Sofware ~ new<br />
3. Timnas Memakan Dua Korban<br />
4. cara menarik 1000 pengunjung ke blog perjam<br />
<br />
<br />
islam<br />
<br />
1. Between Two Extremes<br />
2. For the Love of the Gift<br />
3. In uphill effort, Muslims seek Israeli converts<br />
4. THE qur'an admittedly occupies an important position among the great religious books of the world.<br />
5. The 66th UN General Assembly Session will remember Obama's Deplorable Tactics<br />
6. The Qur'an mentions Jerusalem<br />
7. The Quran<br />
8. What is Islam<br />
9. studen of islam<br />
<br />
<br />
komputer<br />
<br />
1. 7 Trik untuk Menghemat Baterai Laptop<br />
2. Cara Membuat Akun Blog | Gratis | Darmians<br />
3. Cara Membuat Akun Email Di Google | Gratis | Darmians<br />
4. Cara Mengenal Perbandingan Windows 7 Starter, Home Basic/Premium, Professional, Enterprise dan Ultimate<br />
5. Cara menulis,membuat dan mempublikasikan Ebook Hasil karya Sendiri<br />
6. Private Komputer<br />
7. SEO in 4 Minutes | Tingkatkan Dengan SEO Sofware ~ new<br />
8. Trik Cara Gampang Menguasai Adobe Pothosop cs<br />
9. Trik Cara MEngatasi Blogger Error bX-l4u1mh<br />
10. Trik Cara Mempercepat Shutdown Windows 7<br />
<br />
<br />
mempercantik Blog<br />
<br />
1. CARA MENINGKATKAN TRAFFIC PENGUNJUNG BLOG LEWAT PENCARIAN GOOGLE<br />
2. Cara Membuat Akun Blog | Gratis | Darmians<br />
3. Cara Membuat Judul Blog Berjalan<br />
4. Cara Membuat Kotak Iklan Di Blog<br />
5. Cara memasang slide photo pada blog<br />
6. SEO in 4 Minutes | Tingkatkan Dengan SEO Sofware ~ new<br />
7. Strategi Traffic SAKTI<br />
8. Tips Cara membuat kupu-kupu terbang di blog:<br />
9. Trik membuat tombol Reply pada komentar blog<br />
10. cara memasang readmore di blog<br />
<br />
<br />
news<br />
<br />
1. Cara Membuat Akun Email Di Google | Gratis | Darmians<br />
2. Cara Mengenal Perbandingan Windows 7 Starter, Home Basic/Premium, Professional, Enterprise dan Ultimate<br />
3. Hati-Hati, Facebook Sudah Banyak Memakan Korban!! | news<br />
4. Justin Bieber Hamili Mariah Yeater<br />
5. Lansia pun Menikah di 11/11/11<br />
6. Nikah 11/11/11 Datangkan Keberuntungan?<br />
7. Robot Indonesia Dikancah Dunia<br />
8. SEO in 4 Minutes | Tingkatkan Dengan SEO Sofware ~ new<br />
9. Steve Jobs Terbukti Benar tentang Adobe Flash | news<br />
10. Timnas Memakan Dua Korban<br />
11. Trik Rahasia menghasilkan uang dari google adsense<br />
12. Zainuddin MZ Wafat<br />
13. salah satu wanita terkaya di seluruh Spanyol. Hartanya ada pada kisaran 850 juta - dan 5 miliar dolar AS<br />
<br />
<br />
tips dan trik<br />
<br />
1. 27 Cara Agar Blog Selalu Ramai Pengunjung<br />
2. 7 Trik untuk Menghemat Baterai Laptop<br />
3. Cara Backup Driver Windows 7 Menggunakan DriverMax | Darmians ~ new<br />
4. Cara Manual mengatasi virus svchost.exe<br />
5. Cara Membuat Akun Email Di Google | Gratis | Darmians<br />
6. Cara Membuat CD Repair Windows 7 ~ new<br />
7. Cara Mengenal Perbandingan Windows 7 Starter, Home Basic/Premium, Professional, Enterprise dan Ultimate<br />
8. Cara Meningkatkan Trafic Blog dengan Search Engine Optimization (SEO)<br />
9. Cara Mmenarik Pengunjung ke Blog Kita<br />
10. Download Gratis Smadav 8.8 Pro<br />
11. Ebook : From Photoshop To HTML 2010 Like A Pro ~ new<br />
12. Panduan CSS3: A Developer’s Guide To The Future Of Web Design ~ new<br />
13. SEO in 4 Minutes | Tingkatkan Dengan SEO Sofware ~ new<br />
14. TRIK CARA MENGHILANGKAN WINDOWS YANG KENA BLACKLIST MICROSOFT<br />
15. Tips Cara membuat kupu-kupu terbang di blog:<br />
16. Tips Membuat Blog Gratis, Mudah cepat dan tepat<br />
17. Tips Trik Membuat Blog Lebih Ringan dan enteng saat Loading<br />
18. Tips dan Trik Anti Virus: Menghilangkan Virus Apapun yang menginfeksi Komputer (Windows XP) Anda Secara Mudah dan Murah (Tanpa Anti Virus)<br />
19. Tips dan trik menghapus virus yang tidak bisa ditangani Anti virus<br />
20. Trik membuat tombol Reply pada komentar blog<br />
21. Trik Cara Gampang Menguasai Adobe Pothosop cs<br />
22. Trik Cara Membuat memasang iklan di bawah Judul Postingan<br />
23. Trik Cara Mempercepat Kinerja Komputer atau Laptop anda<br />
24. Trik Cara Mempercepat Shutdown Windows 7<br />
25. Trik Cara membobol password BIOS komputer Yang terkunci<br />
26. Trik Cara memperbaiki komputer yang suka restart sendiri<br />
27. Trik Cara mengubah tampilan Windows 7 menjadi Windows 8<br />
28. Trik Mengaktifkan Registry Editor tanpa sofware<br />
29. Trik Mengetahui Facebookmu Diakses Orang Lain ~ new<br />
30. Trik Optimalkan OS Windows dengan MZ Ultimate Tools<br />
31. Trik Pasang Google Translate di Blog dan Website<br />
32. Trik Rahasia menghasilkan uang dari google adsense<br />
33. tip cara mepercantik blog dengan Text Berjalan Di Bar Menu<br />
34. tips dan trik Cara hack hotspot mikrotik gratis<br />
35. tips dan trik Download YouTube Tanpa Downloader<br />
36. tips dan trik membasmi virus<br />
37. trik & tips cara mengecek komputer kita terkena virus atau tidak<br />
<br />
<br />
totorial<br />
<br />
1. 7 Trik untuk Menghemat Baterai Laptop<br />
2. Cara Backup Driver Windows 7 Menggunakan DriverMax | Darmians ~ new<br />
3. Cara Membuat Akun Blog | Gratis | Darmians<br />
4. Cara Membuat CD Repair Windows 7 ~ new<br />
5. Cara Mendaftar Google Adsense<br />
6. Cara Meningkatkan Trafic Blog dengan Search Engine Optimization (SEO)<br />
7. Cara menulis,membuat dan mempublikasikan Ebook Hasil karya Sendiri<br />
8. Ebook : From Photoshop To HTML 2010 Like A Pro ~ new<br />
9. Panduan CSS3: A Developer’s Guide To The Future Of Web Design ~ new<br />
10. SEO in 4 Minutes | Tingkatkan Dengan SEO Sofware ~ new<br />
11. TRIK CARA MENGHILANGKAN WINDOWS YANG KENA BLACKLIST MICROSOFT<br />
12. Trik Cara Gampang Menguasai Adobe Pothosop cs<br />
13. Trik Cara MEngatasi Blogger Error bX-l4u1mh<br />
14. Trik Cara Membuat memasang iklan di bawah Judul Postingan<br />
15. Trik Cara Mempercepat Kinerja Komputer atau Laptop anda<br />
16. Trik Cara Mempercepat Shutdown Windows 7<br />
17. totorial corel dan potoshop<br />
<br />
<br />
tragis<br />
<br />
1. Foto-foto tragis | Mengerikan<br />
2. Si Bayi Unik dan Ayah yang gila<br />
3. Tragis Bocah disiksa ayah Sejak Usia 4 Tahun Sumber Berita Lampung: Tragis Bocah disiksa ayah Sejak Usia 4 Tahun |Terkini<br />
4. Tragis| Pengeboman Nigeria Desember 2011 ~ newAKUNTANSIhttp://www.blogger.com/profile/17813452119288654052noreply@blogger.com0tag:blogger.com,1999:blog-6492863099251677502.post-22077124000187598312011-12-16T21:05:00.000-08:002011-12-16T21:05:18.386-08:00FORUM<a href="http://teknologi-n-informasi.2312597.n4.nabble.com/" id="nabblelink" link="external" rel="nofollow" target="_top">Teknologi N Informasi</a><br />
<script src="http://teknologi-n-informasi.2312597.n4.nabble.com/embed/f4179138"></script>AKUNTANSIhttp://www.blogger.com/profile/17813452119288654052noreply@blogger.com0tag:blogger.com,1999:blog-6492863099251677502.post-65531816032772088772011-12-09T20:45:00.000-08:002011-12-09T20:45:52.122-08:00Tips Memikat Pengunjung Dengan AlexaSebagian dari anda pasti tahu apa itu Alexa Rank, terutama bagi pemilik situs atau blog, dimana mereka seringkali berusaha sekaligus mencari tahu bagaimana <strong>cara menaikkan dan meningkatkan Alexa Rank</strong> nya dari waktu ke waktu. Selama ini setahu saya, sesuai dengan definisinya, Alexa rank adalah suatu bentuk penilaian terhadap kombinasi jumlah pengunjung ke suatu situs dan jumlah page views yang dilihat<span id="more-688"></span> selama tiga bulan terakhir. Karena saya juga tergolong baru dalam hal ini, saya pikir definisi tersebut cukup untuk menjelaskan cara penentuan Alexa rank, dimana semakin banyak pengunjung yang datang akan semakin tinggi alexa rank suatu situs/website/blog. Saya pun mengira, dan mungkin sebagian di antara kita yang awam juga akan berpikir inti dari <strong>cara menaikkan dan meningkatkan Alexa Rank situs / blog</strong> / website kita adalah dengan mendapatkan jumlah pengunjung sebanyak-banyaknya. Saya beranggapan jika situs A rata-rata harian pengunjungnya lebih tinggi dari situs B maka otomatis <em>mbah</em> Alexa tahu dan memberikan rank yang lebih tinggi pada situs A.<br />
Akan tetapi sepertinya apa yang disampaikan di atas tidak selalu betul. Hal ini saya sadari beberapa hari belakangan ini dengan memperhatikan data-data statistik, dan membandingkan perkembangan jumlah pengunjung dengan peningkatan Alexa Rank blog ini semenjak pertama kali diaktifkan.<br />
Saya memulai aktif di blog ini semenjak bulan Mei 2011, dan aktif sekali menulis terutama di bulan Juni dan Juli. Selain menulis, saya juga rajin berkunjung ke situs-situs dan blog orang lain (tak terlalu rajin, tapi ada sekitar sepuluh blog yang saya kunjungi per hari). Secara perlahan tapi pasti, terjadi peningkatan jumlah pengunjung dari yang jumlahnya mudah dihitung jari hingga berkisar di angka 100 atau lebih per harinya. Pemilik situs atau blog yang saya kunjungi di antaranya mengadakan kunjungan balik, termasuk meninggalkan komentar. Akibatnya ketika rata-rata pengunjung blog saya mencapai angka 100 orang per hari, blog saya pun mendapatkan nilai Alexa Rank mendekati 1000.000. Hal itu diperoleh kurang dari tiga bulan lamanya. Sementara itu blog saya pun untuk pertama kalinya langsung mendapatkan <a href="http://horizonwatcher.blogdetik.com/2011/11/11/page-rank-blog-turun-karena-terlalu-banyak-link-keluar/" target="_blank">Page Rank 3</a>.<br />
Untuk sekedar catatan, peningkatan tajam selalu terlihat pada Alexa Rank (loncatannya alexa rank nya bisa 1 juta) tiap kali jumlah pengunjung ke blog ini di waktu-waktu tertentu dan dalam beberapa hari melonjak naik dua sampai lima kali lipat dari rata-rata jumlah pengunjung harian. (Yakni ketika rata-rata harian pengunjung 100 orang didatangi oleh 200 lebih hingga 500 pengunjung dalam beberapa hari).<br />
Memasuki bulan ke-4 karena faktor kesibukan, perlahan tapi pasti saya pun mulai jarang menulis. Hal itu berlangsung sampai dua bulan lamanya dimana sempat dalam satu bulan saya hanya menulis dua atau tiga kali dalam jarak waktu yang berdekatan, padahal sebelumnya dalam sebulan saya pernah membuat lebih dari 30 tulisan dengan jarak menulis yang teratur. Terlepas dari kevakuman menulis hampir dua bulan lamanya tersebut, saya perhatikan jumlah pengunjung ke blog ini tidak mengalami penurunan, bahkan terkadang mencapai angka di atas rata-rata. Alexa Rank nya pun perlahan tapi pasti terus menanjak sehingga sempat di bawah angka 1000.0000 dan bertengger pada angka 900 ribu an. Baru kemudian memasuki bulan ketiga kevakuman menulis itu, dengan sendirinya Alexa Rank mulai turun sedikit demi sedikit walaupun sebenarnya jumlah pengunjung relatif stabil tiap harinya yakni berkisar di angka 100 (bisa kurang, bisa lebih), tapi tetap Alexa Rank nya tak terlalu jauh dari posisi sebelum saya vakum menulis, yakni masih lebih rendah dari angka 1.500.000.<br />
Kemudian mulai pertengahan Oktober, tiba-tiba saya mulai aktif menulis lagi. Ketika itu data statistik menyatakan jumlah pengunjung harian tetap berkisar 100, dan Alexa Rank sudah berada di kisaran angka 1.600.000 sementara Page Rank masih tetap di angka 3. Karena ini adalah blogdetik, kebetulan tulisanku <em>mejeng </em>di headlines dan ditempatkan pada <em>detiknews</em> sehingga dalam dalam beberapa hari ribuan pengunjung masuk ke blog ini (bisa lebih dari 1000 per hari). Artinya peningkatan jumlah pengunjung mencapai 10 kali lipat. Akan tetapi Alexa rank sepertinya sangat malas untuk beranjak naik.<br />
Begitu juga ketika berturut-turut topik tulisan yang kubuat juga dijejali ribuan pengunjung tiap harinya. Kali ini bukan dari halaman utama situs <em>detikcom</em>, tapi ribuan pengunjung itu datang dari situs pencari google. Luar biasa sekali jumlah pengunjung yang masuk dibandingkan dengan rata-rata jumlah pengunjung harian blog ini sebelum saya vakum menulis. Dalam waktu dua minggu sejak pertengahan Oktober itu, total jumlah pengunjung yang masuk bahkan sudah satu setengah kali total jumlah pengunjung selama 3 bulan pertama saya aktif di blog ini. Dalam waktu dua minggu itu rata-rata pengunjung harian berada di angka antara 1000 sampai 2000 orang, bahkan sempat dalam satu hari mencapai 5000 pengunjung. Jadi boleh dikatakan jumlah pengunjung harian yang datang itu bisa mencapai 10 hingga 15 kali lipat nilai rata-rata pengunjung harian.<br />
Harusnya Alexa Rank blog ini langsung meloncat naik lagi kan ? Dulu saja, hanya dengan peningkatan empat kali lipat jumlah pengunjung yang masuk selama dua atau tiga hari, loncatan Alexa Rank nya bisa ratusan ribu hingga satu juta. Akan tetapi ternyata tidak begitu adanya kali ini. Walaupun di atas dua ribu pengunjung yang masuk selama berhari-hari ke blog ini, dan malah sempat dapat <a href="http://horizonwatcher.blogdetik.com/2011/10/28/congratulations-your-website-is-extremely-popular-terima-kasih-buat-blogdetik/">ucapan selamat dari <em>w3counter</em> dengan ucapan “Congratulations, your website is extremely popular !”</a> Alexa rank nya nyaris tak mau beranjak. Sempat naik, itupun sedikit sekali, dan bahkan sempat juga turun lagi sedikit. Dan posisinya sekarang masih jauh di bawah posisi Alexa Rank yang sempat diperoleh ketika saya vakum menulis sekitar 1,5 bulan yang lalu. “Aneh kan ?”<br />
Tapi kemudian saya sadari, ada satu perbedaan mendasar antara yang saya lakukan sekarang dibandingkan sebelum masa kevakuman menulis tersebut. Saat ini boleh dikatakan saya sama sekali tak berkunjung dan meninggalkan jejak di situs atau blog orang lain (sehingga para pemilik blog atau situs juga nyaris tak ada yang berkunjung ke blog ini). Jumlah pengunjung yang di atas 1000 jumlahnya, yang masuk ke blog ini tiap hari secara teratur dalam waktu lebih dari dua minggu terakhir, barangkali lebih dari 90% nya adalah berasal dari situs pencari google, atau dengan kata lain kemungkinannya sangat besar mereka adalah orang-orang yang tak memiliki situs atau blog.<br />
Saya curiga hal ini ada kaitan kenapa Alexa Rank saya tak mau beranjak naik, bahkan masih sempat-sempatnya turun puluhan angka. Kecurigaan ini kemudian terkonfirmasi ketika saya melakukan pencarian informasi ke situs-situs yang ada, dan membaca lebih detail tulisan mereka tentang bagaimana cara menaikkan Alexa Rank suatu situs/blog. Di antara c<strong>ara menaikkan dan meningkatkan Akexa Rank Situs, Blog</strong> menurut tulisan mereka adalah dengan cara memasang Alexa toolbar pada <em>browser</em> yang kita pakai (seperti internet explorer, mozilla, dsb). Mereka mengatakan Alexa ternyata tak selalu bisa mendeteksi perkembangan jumlah pengunjung situs / blog dengan tepat secara otomatis. Pengunjung-pengujung yang merupakan pemilik situs yang bagus, dimana pastinya peduli dengan Alexa Rank mereka, sebagian besar sudah meng <em>install </em>Alexa toolbar pada <em>browser </em>mereka. Akibatnya ketika mereka berkunjung ke suatu situs atau blog, Alexa melalui toolbar nya akan lebih tepat mendeteksi pengunjung yang masuk ke situs atau blog tersebut.<br />
Entahlah, jika teori mereka itu benar. Yang jelas saya pun akhirnya jadi ikut-ikutan meng <em>install</em> Alexa toolbar beberapa saat yang lalu.<br />
Yang jelas dari apa yang sudah saya alami menyangkut perkembangan Alexa Rank di blog ini, sepertinya memang hanya pengunjung-pengunjung tertentu yang ‘dianggap’ oleh Alexa dan masuk ke dalam kategori pengunjung yang bisa dinilai untuk penentuan Alexa Rank suatu blog atau situs. Terbukti dengan tak naik-naiknya Alexa Rank saya ketika saya sama sekali tak melakukan <em>blogwalking</em> padahal pengunjung yang masuk luar biasa jumlahnya melebihi pencapaian selama tiga bulan pertama.<br />
Itu teori saya, dan teori ini pun bisa salah. Jika ada di antara pembaca yang lebih ahli, saya minta tolong juga untuk menjelaskan fenomena keganjilan pada Alexa Rank blog saya ini, dan apakah benar teori yang saya sampaikan barusan. Jika memang begitu adanya, artinya memang perlu perubahan paradigma berpikir tentang <strong>cara menaikkan dan meningkatkan Alexa Rank Situs / Blog</strong> menyangkut jumlah pengunjung yang masuk. Terutama untuk diri saya pribadi.<br />
<br />
Sumber :<a href="http://horizonwatcher.blogdetik.com/2011/10/28/catatan-tentang-cara-menaikkan-alexa-rank-situs-blog-jumlah-pengunjung/">horizonwatcher.blogdetik.com </a>AKUNTANSIhttp://www.blogger.com/profile/17813452119288654052noreply@blogger.com0tag:blogger.com,1999:blog-6492863099251677502.post-42322051561641230312011-12-09T20:25:00.000-08:002011-12-09T20:25:29.939-08:00Tips Seo Friendly<i><b>Cara Membuat Judul Posting Blog SEO Friendly</b></i><br />
Membuat judul posting blog yang di optimasi atau SEO friendly merupakan salah satu dari sekian banyak cara yang dilakukan oleh blog-blog yang menginginkan sumber trafik utamanya berasal dari search engine. Cara ini juga sering saya lakukan pada artikel-artikel tertentu yang niat awalnya memang untuk menjaring trafik.<br />
<br />
Perlu diperhatikan, cara ini bukanlah cara baku yang bisa dijadikan acuan. Cara seperti ini hanyalah cara saya ketika membuat judul posting blog yang seo friendly ala saya dan berharap traffik lebih dari artikel yang saya buat. Berikut hal yang saya lakukan ketika membuat judul posting blog yang di optimasi atau seo friendly.<br />
<br />
<br />
<div style="font-family: Times,"Times New Roman",serif;"><span style="font-size: large;">Pertama</span></div>Membayangkan apa yang akan orang ketik di search engine ketika mencari topik yang sesuai dengan artikel saya. Judul atau kemungkinan kata-kata yang saya bayangkan dan kemungkinan akan di ketik orang adalah:<br />
<ul><li>Cara menentukan judul postingan blog SEO Friendly</li>
<li>Cara membuat judul postingan blog SEO Friendly</li>
<li>Cara membuat judul posting blog SEO Friendly</li>
</ul><div style="font-family: Times,"Times New Roman",serif;"><span style="font-size: large;">Kedua</span></div>Melihat apakah kata-kata yang saya bayangkan diatas direkomendasikan (Keyword Suggestion) oleh google atau tidak. Untuk keperluan ini saya menggunakan google.co.id (google.com jika target visitormu bule) untuk melihatnya. Beberapa screenshoot berikut adalah hasil yang bisa saya lihat.<br />
<table border="0" style="width: 620px;"><tbody>
<tr> <td align="left"><a href="http://3.bp.blogspot.com/-gAgIgp0Pg9A/Ttmsv_KvOFI/AAAAAAAAEw8/MllulYOZP4k/s1600/Judul_posting_blog.jpg"><img alt="Membuat judul posting blog SEO Friendly" border="0" src="http://3.bp.blogspot.com/-gAgIgp0Pg9A/Ttmsv_KvOFI/AAAAAAAAEw8/MllulYOZP4k/s1600/Judul_posting_blog.jpg" /></a> </td> <td align="left"><a href="http://3.bp.blogspot.com/-8Aqo_cnaLO4/TtmsxGLcEzI/AAAAAAAAExE/yrM70GwcSv0/s1600/Judul_posting_blog_2.jpg"><img alt="Membuat judul posting blog SEO Friendly" border="0" src="http://3.bp.blogspot.com/-8Aqo_cnaLO4/TtmsxGLcEzI/AAAAAAAAExE/yrM70GwcSv0/s1600/Judul_posting_blog_2.jpg" /></a> </td> </tr>
<tr> <td align="left"><a href="http://2.bp.blogspot.com/-AFUOjLGL7WY/TtmsyBql8qI/AAAAAAAAExM/ku79B6RH714/s1600/Judul_posting_blog_3.jpg"><img alt="Membuat judul posting blog SEO Friendly" border="0" src="http://2.bp.blogspot.com/-AFUOjLGL7WY/TtmsyBql8qI/AAAAAAAAExM/ku79B6RH714/s1600/Judul_posting_blog_3.jpg" /></a> </td> <td align="left"><a href="http://4.bp.blogspot.com/-w_kecbHNkBY/TtmsznjVhSI/AAAAAAAAExQ/HYqtPXDhXDo/s1600/Judul_posting_blog_4.jpg"><img alt="Membuat judul posting blog SEO Friendly" border="0" src="http://4.bp.blogspot.com/-w_kecbHNkBY/TtmsznjVhSI/AAAAAAAAExQ/HYqtPXDhXDo/s1600/Judul_posting_blog_4.jpg" /></a> </td> </tr>
</tbody></table>Ternyata frase kata diatas memang direkomendasikan oleh google karena sering diketik orang sebelumnya.<br />
<br />
<div style="font-family: Times,"Times New Roman",serif;"><span style="font-size: large;">Ketiga</span></div>Melihat kata-kata mana yang lebih populer dipakai orang ketika mengetik di search engine. Untuk melakukan ini saya mampir ke Google Insights. Dan dari sana saya mendapatkan screenshoot berikut:<br />
<table border="0" style="width: 620px;"><tbody>
<tr> <td align="left"><a href="http://3.bp.blogspot.com/-3lTQ6qG3pfY/Ttms0cxB51I/AAAAAAAAExc/eSnZ3o-CAWs/s1600/Judul_posting_blog_5.jpg"><img alt="Membuat judul posting blog SEO Friendly" border="0" src="http://3.bp.blogspot.com/-3lTQ6qG3pfY/Ttms0cxB51I/AAAAAAAAExc/eSnZ3o-CAWs/s200/Judul_posting_blog_5.jpg" /></a> </td> <td align="left"><a href="http://4.bp.blogspot.com/-vFATN0nov6o/Ttms17jGHmI/AAAAAAAAExk/-ynTvUH3anA/s1600/Judul_posting_blog_6.jpg"><img alt="Membuat judul posting blog SEO Friendly" border="0" src="http://4.bp.blogspot.com/-vFATN0nov6o/Ttms17jGHmI/AAAAAAAAExk/-ynTvUH3anA/s200/Judul_posting_blog_6.jpg" /></a> </td> <td align="left"><a href="http://3.bp.blogspot.com/-BhOM8BK9cPk/Ttms3YcLabI/AAAAAAAAExs/xX1tc7-3p0U/s1600/Judul_posting_blog_7.jpg"><img alt="Membuat judul posting blog SEO Friendly" border="0" src="http://3.bp.blogspot.com/-BhOM8BK9cPk/Ttms3YcLabI/AAAAAAAAExs/xX1tc7-3p0U/s200/Judul_posting_blog_7.jpg" /></a> </td> </tr>
</tbody></table>Dari screenshoot diatas tentunya saya akan memilih frase yang lebih populer atau sering digunakan orang saat ngetik di search engine, yaitu "Cara Membuat Judul Posting Blog SEO Friendly". Tentunya dengan harapan agar ada sepersekian dari jumlah tersebut bisa mampir ke artikel saya. Termasuk embel-embel SEO friendly sebagai bonus, kali aja ada yang mampir dari kata kunci "blog SEO Friendly".<br />
<br />
<div style="font-family: Times,"Times New Roman",serif;"><span style="font-size: large;">Kesimpulan</span></div>Dari kesemua data diatas bisa disimpulkan bahwa untuk membuat Judul Posting Blog SEO Friendly ala saya ini adalah dengan menggunakan kata-kata populer yang direkomendasikan oleh google. Hal ini, selain untuk menunjang optimasi pada halaman atau artikel nantinya juga menghindari hal seperti yang terjadi pada gambar dibawah:<br />
<div class="separator" style="clear: both; text-align: center;"></div>Akhirnya, jangan repot-repot untuk mengikuti cara yang saya lakukan untuk Membuat Judul Posting Blog SEO Friendly jika blog sobat hanyalah sebagai media untuk menuangkan inspirasi dan hobby menulis sobat.<br />
<br />
Happy blogging!<br />
<br />
Sumber :<a href="http://www.iskaruji.com/2011/12/cara-membuat-judul-posting-blog-seo.html">www.iskaruji.com </a>AKUNTANSIhttp://www.blogger.com/profile/17813452119288654052noreply@blogger.com0tag:blogger.com,1999:blog-6492863099251677502.post-10755082338439820432011-12-09T20:19:00.000-08:002011-12-09T20:19:50.417-08:00Cara Membuat Forum di Blog<span style="font-weight: bold;">Membuat Forum di blogger</span> sangat mudah juga,walau CMS blogger tidak bisa kita otak-atik layaknya wordpress,tapi blogger memberikan kita lebih untuk bermain dengan script,nah ada cara untuk membuat sebuah <strike>forum pada blog</strike>,caranya kita minta bantuan situs lain dan kita akan memasang script forum tersebut ke halaman posting blog kita.contoh tampilan forum tersebut seperti gambar dibawah ini:<img alt="forum di
blog" class="emoticon" src="http://static.kaskus.us/images/smilies/mahos.gif" title="forum di blog" /><br />
<span class="fullpost"><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOjO9zZ2Vt7XUE4kM4QAKvpTmlYNnTR3IhN2Xp9DsidzsTMGU-QmfSxNd5ydktpznl8XUrZzEAXfGLKGZs72XD4ptPCHo5rYaQFEjpzib_vcDJaOPdQvzqmBHZxdQe-_th0lfX56umI8s/s1600/forum+blogger.jpg"><img alt="Membuat Forum Di Blog" border="0" id="BLOGGER_PHOTO_ID_5683745061243315298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOjO9zZ2Vt7XUE4kM4QAKvpTmlYNnTR3IhN2Xp9DsidzsTMGU-QmfSxNd5ydktpznl8XUrZzEAXfGLKGZs72XD4ptPCHo5rYaQFEjpzib_vcDJaOPdQvzqmBHZxdQe-_th0lfX56umI8s/s400/forum+blogger.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" title="Membuat Forum Di Blog" /></a><span id="formatbar_Buttons" style="display: block;"><span class=" down" id="formatbar_CreateLink" style="display: block;" title="Tautan"><img alt="Tautan" border="0" class="gl_link" src="img/blank.gif" /></span></span><br />
<br />
<u>Bagaimana cara membuat forum pada halaman blogspot?</u> caranya sbb:<br />
<ul><li>Silahkan menuju situs www.nabble.com.</li>
<li>Silahkan klik start a free forum.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGZdcsGgQnAXfxu-b-i-hi0gbxwRQowADlw17SWDtE6JK0Gcz6DhkEhczndeYk98vLpu5DqdRTA-n_yAs9kc3J6VUM5entYvy1BbP6GGGkLbuhQ3SYazJYn3gzhkDjL0rt945kmvutuak/s1600/reg-nabble.jpg"><img alt="register nabble" border="0" id="BLOGGER_PHOTO_ID_5683747073736173170" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGZdcsGgQnAXfxu-b-i-hi0gbxwRQowADlw17SWDtE6JK0Gcz6DhkEhczndeYk98vLpu5DqdRTA-n_yAs9kc3J6VUM5entYvy1BbP6GGGkLbuhQ3SYazJYn3gzhkDjL0rt945kmvutuak/s400/reg-nabble.jpg" style="cursor: pointer; display: block; height: 259px; margin: 0px auto 10px; text-align: center; width: 400px;" title="register nabble" /></a></li>
<li>Silahkan daftar dan konfirmasi dahulu,setelah berhasil kamu akan diberi embed script yang akan kamu pasang di html atau postingan blog kamu.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8LgeZPvDAEMsJXmp5XuBsKnldAhKLCGhQT6wA2EuWGSkjV9E-89HOOFhFlNPam3sOxSrA6YLIn4sIbzt0UzHneNxG58qH0pFvsD2TGWmIJQkz4_5kLPttNWuVVZqUAqHU712D1Wt8xXU/s1600/FORUM.jpg"><img alt="Membuat Forum" border="0" id="BLOGGER_PHOTO_ID_5683749393435879538" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8LgeZPvDAEMsJXmp5XuBsKnldAhKLCGhQT6wA2EuWGSkjV9E-89HOOFhFlNPam3sOxSrA6YLIn4sIbzt0UzHneNxG58qH0pFvsD2TGWmIJQkz4_5kLPttNWuVVZqUAqHU712D1Wt8xXU/s400/FORUM.jpg" style="cursor: pointer; display: block; height: 216px; margin: 0px auto 10px; text-align: center; width: 400px;" title="Membuat Forum" /></a></li>
<li>Untuk setting pewarnaan,silahkan setting sesuai warna keinginanmu.<br />
</li>
<li></li>
<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;"><img alt="Forum Di Blog" border="0" id="BLOGGER_PHOTO_ID_5683750256322266114" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5Cw_f7l82H6QBWc4faFL9Cz_GqSOF2-_PatfGSI8AxoYtHKNgpUZELMRkgFY59mJdhw6qRf3Pa7wZ7x6N_bLGhY8Tr7XBzjKKE3ztkQa5jzcRI5gs6EW4bw0F_Qu-xBTwlCM0ERO4n1Q/s400/edit+forum.jpg" style="cursor: pointer; display: block; height: 285px; margin: 0px auto 10px; text-align: center; width: 400px;" title="Forum Di Blog" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Sumber :<a href="http://infonetmu.blogspot.com/">infonetmu.blogspot.com</a><a href="http://infonetmu.blogspot.com/2011/12/membuat-forum-di-blog.html">http://infonetmu.blogspot.com/2011/12/membuat-forum-di-blog.html</a></td></tr>
</tbody></table></ul></span>AKUNTANSIhttp://www.blogger.com/profile/17813452119288654052noreply@blogger.com0tag:blogger.com,1999:blog-6492863099251677502.post-10238868791661396322011-12-09T20:08:00.000-08:002011-12-09T20:08:57.959-08:00Trik Cara Mendatangkan 100 Pengunjung Blog/Jam<div style="color: black;">Sebelumnya,seperti yang kita tahu <em>seo(search engine optimization)</em>,sangat banyak dibutuhkan para blogger.<br />
Mereka berlomba-lomba untuk mendatangkan sebanyak-banyaknya pengunjung dengan berbagai cara dan langkah.<br />
<br />
<em><strong>Pelajaran Blog</strong></em><u>,</u>demi teman-teman netter akan membocorkan rahasia dibalik hitstats ini,dan bukan mustahil lagi jika suatu saat ini,langkah yang akan kita bahas kali ini merupakan kiat membongkar <em>rahasia seo</em> hanya dengan hitstats.<br />
<br />
Hitstat maupun counter stats serupa,pada intinya hanya merekam cookies pada komputer anda.<br />
</div><ul style="color: black;"><li>Pastikan anda sudah memasang hitstat pada blog anda.</li>
<li>Cara yang akan kita pakai,menggunakan modus delete cookies every page (menghapus cookies setiap tampil halaman ).</li>
<li>Browser yang kita pakai adalah Mozilla Firefox,jadi jika anda masih menggunakan Internet Explorer,download mozilla firefox di <strong>sini</strong>.</li>
<li><h3 name="Langkah-langkah Mengakali Hitstat Untuk Mendapat
Pengunjung" style="background-color: white; border-bottom: 1px dotted rgb(0, 0, 0); font: 16px 'trebuchet ms'; margin: 0px; padding: 0px;">★ Langkah-langkah Mengakali Hitstat Untuk Mendapat Pengunjung</h3><br />
<ul><li>Bukalah blog anda,lihat status statsnya,untuk sementara kita lihat mulai berapa orang(user)yang sedang online,dan berapa kali blog dikunjungi pada hari ini.<br />
‘Biasanya untuk keterangan berapa user yang online,bertuliskan <strong>online</strong>,sedangkan untuk berapa kali hari ini dikunjungi bertuliskan <strong>Visit Today</strong>’<br />
<br />
<center><a href="http://3.bp.blogspot.com/_n7xseT2-HDU/SrNGmf5EX0I/AAAAAAAAAZA/Bq7J1ECIAAk/s1600-h/gambar+hitstat+2+pilihan+ajha.JPG" style="background-image: none; text-decoration: none;"><img alt="Rahasia Hitstat Telah Terbongkar." border="0" src="http://3.bp.blogspot.com/_n7xseT2-HDU/SrNGmf5EX0I/AAAAAAAAAZA/Bq7J1ECIAAk/s200/gambar+hitstat+2+pilihan+ajha.JPG" style="border: 5px solid rgb(255, 255, 255); cursor: pointer; height: 122px; margin: 0px; padding: 0px; width: 200px;" /></a></center></li>
<li>Selanjutnya,pilih di <strong>Tools</strong> browser mozilla firefox anda,lalu pilih <strong>Option</strong>.<br />
<br />
<center><a href="http://2.bp.blogspot.com/_n7xseT2-HDU/SrNF5Pls2_I/AAAAAAAAAYg/BAf5xpGeUDI/s1600-h/tools+hitstat+option.JPG" style="background-image: none; text-decoration: none;"><img alt="1000 pengunjung per hari memanfaatkan Hitstat Counter." border="0" src="http://2.bp.blogspot.com/_n7xseT2-HDU/SrNF5Pls2_I/AAAAAAAAAYg/BAf5xpGeUDI/s200/tools+hitstat+option.JPG" style="border: 5px solid rgb(255, 255, 255); cursor: pointer; height: 139px; margin: 0px; padding: 0px; width: 200px;" /></a></center></li>
<li>Pilih Kolom <strong>Privasi</strong>,dan klik tombol <strong>Setting</strong>.<br />
<br />
<center><a href="http://2.bp.blogspot.com/_n7xseT2-HDU/SrNGD91xSHI/AAAAAAAAAYo/GuUr-pS4FGQ/s1600-h/jendela+window+privacy.JPG" style="background-image: none; text-decoration: none;"><img alt="Mengakali hitstat untuk mendapat banyak pengunjung." border="0" src="http://2.bp.blogspot.com/_n7xseT2-HDU/SrNGD91xSHI/AAAAAAAAAYo/GuUr-pS4FGQ/s200/jendela+window+privacy.JPG" style="border: 5px solid rgb(255, 255, 255); cursor: pointer; height: 150px; margin: 0px; padding: 0px; width: 200px;" /></a></center></li>
<li>Contreng semua checkbox,lihat ilustrasi gambar di bawah ini,setelah itu klik tombol <strong>OK</strong>.<br />
<br />
<center><a href="http://4.bp.blogspot.com/_n7xseT2-HDU/SrNH_1VjypI/AAAAAAAAAZI/dBfdTlr2Xo8/s1600-h/contreng+semua+checkbox.JPG" style="background-image: none; text-decoration: none;"><img alt="Hitstat Hacking Membongkar Rahasia Hitstat Counter." border="0" src="http://4.bp.blogspot.com/_n7xseT2-HDU/SrNH_1VjypI/AAAAAAAAAZI/dBfdTlr2Xo8/s200/contreng+semua+checkbox.JPG" style="border: 5px solid rgb(255, 255, 255); cursor: pointer; height: 158px; margin: 0px; padding: 0px; width: 200px;" /></a></center></li>
<center><a href="http://2.bp.blogspot.com/_n7xseT2-HDU/SrNGUpT2fTI/AAAAAAAAAYw/V_zIP0Jiow0/s1600-h/klik+ok+terakhir.JPG" style="background-image: none; text-decoration: none;"><img alt="hacking hitstats pelajaran blog." border="0" src="http://2.bp.blogspot.com/_n7xseT2-HDU/SrNGUpT2fTI/AAAAAAAAAYw/V_zIP0Jiow0/s200/klik+ok+terakhir.JPG" style="border: 5px solid rgb(255, 255, 255); cursor: pointer; height: 172px; margin: 0px; padding: 0px; width: 200px;" /></a></center>
<li>Selanjutnya tutup dengan menekan tombol <strong>OK</strong> sekali lagi,kemudian test dengan menekan <strong>Ctrl+Shift+Del</strong>,jika keluar jendela window seperti gambar di bawah ini,berarti anda siap action.<br />
<br />
<center><a href="http://4.bp.blogspot.com/_n7xseT2-HDU/SrNGhOsuBlI/AAAAAAAAAY4/bdkc4aM0uO8/s1600-h/klik+clear+private+data.JPG" style="background-image: none; text-decoration: none;"><img alt="Mendatangkan Banyak Pengunjung Dengan Hitstat." src="http://4.bp.blogspot.com/_n7xseT2-HDU/SrNGhOsuBlI/AAAAAAAAAY4/bdkc4aM0uO8/s200/klik+clear+private+data.JPG" style="border: 5px solid rgb(255, 255, 255); cursor: pointer; height: 154px; margin: 0px; padding: 0px; width: 200px;" /></a></center></li>
<li>Mulailah,tekan <strong>Ctrl+Shift+Del</strong> kemudian <strong>Enter</strong> setelah itu <strong>Refresh</strong> halaman atau hanya dengan menekan <strong>F5</strong> pada keyboard,dan tunggu sampai halaman benar-benar tampil sempurna.<strong>Ingat!!!</strong> halaman harus benar-benar tampil sempurna(tak ada loading lagi).</li>
<li>Setelah anda yakin halaman sudah tampil semua,lakukan kembali seperti langkah diatas,begitu seterusnya,dan lihat status hitstat anda.Unbelieveble right!!!?</li>
</ul><blockquote style="background-image: url("http://2.bp.blogspot.com/_n7xseT2-HDU/TTfSVR6DdyI/AAAAAAAAArQ/ZtQUl-i6dhU/s1600/blockquote%2Bpelajaran%2Bblog.png"); background-position: 0% 0%; border-color: rgb(102, 102, 102); border-style: solid; border-width: 0px 0px 0px 7px; line-height: 1.6em; margin: 10px 10px 10px 20px; padding: 10px 15px; text-align: justify;"><center>‘Jika anda melakukan 3x seperti langkah diatas,hari itu juga anda mendapat 3 pengunjung dan 3 user online.Apa jadinya jika anda melakukan 1000x?’</center></blockquote><br />
Sumber :pertanian-1991.blogspot.com<a href="http://pertanian-1991.blogspot.com/2011/12/cara-mendatangkan-100-pengunjungjam.html">http://pertanian-1991.blogspot.com/2011/12/cara-mendatangkan-100-pengunjungjam.html</a> </li>
</ul>AKUNTANSIhttp://www.blogger.com/profile/17813452119288654052noreply@blogger.com1tag:blogger.com,1999:blog-6492863099251677502.post-22293224446322311952011-12-09T20:01:00.000-08:002011-12-09T20:01:23.909-08:00Tips dan Trick Cara untuk Meningkatkan Traffic Pada Blog<link href="file:///C:%5CDOCUME%7E1%5CCOMPUT%7E1%5CLOCALS%7E1%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_filelist.xml" rel="File-List"></link><link href="file:///C:%5CDOCUME%7E1%5CCOMPUT%7E1%5CLOCALS%7E1%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_themedata.thmx" rel="themeData"></link><link href="file:///C:%5CDOCUME%7E1%5CCOMPUT%7E1%5CLOCALS%7E1%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_colorschememapping.xml" rel="colorSchemeMapping"></link><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--> <m:smallfrac m:val="off"> <m:dispdef> <m:lmargin m:val="0"> <m:rmargin m:val="0"> <m:defjc m:val="centerGroup"> <m:wrapindent m:val="1440"> <m:intlim m:val="subSup"> <m:narylim m:val="undOvr"> </m:narylim></m:intlim> </m:wrapindent><!--[endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267"> <w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/> <w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/> <w:LsdException Locked="false" Priority="39" Name="toc 1"/> <w:LsdException Locked="false" Priority="39" Name="toc 2"/> <w:LsdException Locked="false" Priority="39" Name="toc 3"/> <w:LsdException Locked="false" Priority="39" Name="toc 4"/> <w:LsdException Locked="false" Priority="39" Name="toc 5"/> <w:LsdException Locked="false" Priority="39" Name="toc 6"/> <w:LsdException Locked="false" Priority="39" Name="toc 7"/> <w:LsdException Locked="false" Priority="39" Name="toc 8"/> <w:LsdException Locked="false" Priority="39" Name="toc 9"/> <w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/> <w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/> <w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/> <w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/> <w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/> <w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/> <w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/> <w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/> <w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/> <w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/> <w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/> <w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/> <w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/> <w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/> <w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/> <w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/> <w:LsdException Locked="false" Priority="37" Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/> </w:LatentStyles> </xml><![endif]--><style>
<!--
/* Font Definitions */
@font-face
{font-family:"Cambria Math";
panose-1:2 4 5 3 5 4 6 3 2 4;
mso-font-charset:0;
mso-generic-font-family:roman;
mso-font-pitch:variable;
mso-font-signature:-1610611985 1107304683 0 0 159 0;}
@font-face
{font-family:Calibri;
panose-1:2 15 5 2 2 2 4 3 2 4;
mso-font-charset:0;
mso-generic-font-family:swiss;
mso-font-pitch:variable;
mso-font-signature:-1610611985 1073750139 0 0 159 0;}
@font-face
{font-family:Verdana;
panose-1:2 11 6 4 3 5 4 4 2 4;
mso-font-charset:0;
mso-generic-font-family:swiss;
mso-font-pitch:variable;
mso-font-signature:536871559 0 0 0 415 0;}
/* Style Definitions */
p.MsoNormal, li.MsoNormal, div.MsoNormal
{mso-style-unhide:no;
mso-style-qformat:yes;
mso-style-parent:"";
margin-top:0cm;
margin-right:0cm;
margin-bottom:10.0pt;
margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-fareast-font-family:Calibri;
mso-bidi-font-family:"Times New Roman";}
.MsoChpDefault
{mso-style-type:export-only;
mso-default-props:yes;
font-size:10.0pt;
mso-ansi-font-size:10.0pt;
mso-bidi-font-size:10.0pt;
mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;
mso-hansi-font-family:Calibri;}
@page Section1
{size:612.0pt 792.0pt;
margin:72.0pt 72.0pt 72.0pt 72.0pt;
mso-header-margin:35.4pt;
mso-footer-margin:35.4pt;
mso-paper-source:0;}
div.Section1
{page:Section1;}
-->
</style><!--[if gte mso 10]> <style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
</style> <![endif]--> </m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac><br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;"><br />
</span><b><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">30 tips untuk meningkatkan traffic blog</span></b><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;"> tersebut :</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;"><o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">1. Mendaftarkan blog ke Search Engine<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Kalo ini wajib hukumnya. Daftarkan blog anda keberbagai search engine<br />
utamanya Google, Yahoo dan MSN agar blog anda terindex oleh mesin<br />
pencari.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">2. Tulis Content Secara Kontinyu<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Dalam blog content adalah yang utama, jadi pastikan tulisan anda<br />
mendapat perhatian lebih dan sesuai dengan tema blog. Kalo bisa sih<br />
tulis postingan yang berkualitas dan berbobot. Tidak seperti tulisan<br />
saya yang amburadul di blog ini, hehe....:)<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">3. Template Blog<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Desain dan layout blog juga menentukan apakah pengunjung akan betah<br />
berlama-lama di blog anda atau tidak. Pastikan navigasi, warna dan<br />
elemen-elemen dalam blog tidak error, juga hindari broken link ( link<br />
rusak ). Untuk itu pilihlah template blog secara seksama.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">4. Domain Sendiri<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Tips ini adalah salah satu yang belum bisa saya realisasikan.<br />
Menggunakan nama domain sendiri akan membuat blog anda tampak lebih<br />
profesional.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">5. Meta Keywords<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Edit template blog anda dengan memberi meta keywords pada title,<br />
keywords dan descriptions. Ini sangat berguna untuk SEO.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">6. Submit ke Site / Blog Directory<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Daftarkan blog anda keberbagai site / blog directory seperti<br />
blogcatalog, topblogarea, topbloglist, dsb.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">7. Link Exchange<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Cara ini cukup populer dan sering digunakan dikalangan blogger. Tukar<br />
link dengan blog lain terutama yang mempunyai tema yang sama akan<br />
cepat menaikkan peringkat blog anda di mata search engine dan akan<br />
membawa traffic.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">8. Link Internal<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Link postingan anda antara yang satu dengan yang lain yang mempunyai<br />
topik sama. Kalo bisa gunakan anchor text yang relevan agar hasilnya<br />
lebih maksimal untuk SEO.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">9. Sign Up ke Social Bookmarking Site<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Sign Up ke Social Bookmarking Site seperti Digg, Reddit atau<br />
Stumble Upon dan dapatkan plugin untuk dipasang di blog anda. Jika<br />
artikel anda disukai oleh pembaca maka mereka dapat mensubmit artikel<br />
anda ke Social Bookmarking Site melalui plugin tersebut.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">10. Dummy Blog<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Buat blog-blog baru untuk mendukung blog utama anda. Beri link menuju<br />
blog utama di blog-blog tersebut. Selain mendapatkan backlink untuk<br />
SEO, diharapkan pengunjung yang datang ke blog-blog dummy anda<br />
tersebut dapat dikenalkan ke blog utama anda.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">11. Download Gratis<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Buat artikel / template untuk download gratis e-book, software, mp3<br />
atau yang lainnya. Mayoritas netter menyukai hal-hal yang berbau<br />
gratis.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">12. Tagging Image<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Tagging image adalah memberi identitas / nama pada gambar atau image<br />
di postingan. Ini berguna agar image anda terindex oleh search engine.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">13. Iklan Baris<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Ini juga untuk mencari backlink. Iklankan blog anda di situs-situs<br />
iklan baris dan beri link menuju blog anda. Salah satu yang terbaik adalah <a href="http://www.kirimiklan.com/index.php?ref=30654"><span style="color: black; text-decoration: none;">www.kirimiklan.com</span></a>. Silahkan anda mencoba dan rasakan traffic yang meningkat ke blog anda.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">14. Comment di Blog Lain<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Berjalan-jalan ke blog lain dan beri komentar terutama pada blog yang<br />
mempunyai tema yang berhubungan dengan blog anda. Dikolom komentar<br />
biasanya disediakan tempat untuk menuliskan URL pemberi komentar.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">15. Subscribe Feedburner<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Gunakan layanan feedburner untuk pengunjung yang ingin berlangganan<br />
artikel blog anda via email. Ini menjaga pengunjung blog anda agar<br />
selalu tahu tentang update blog anda dan menarik mereka kembali.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">16. Gosip Terbaru<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Tulis sesuatu yang sedang tren, gosip terbaru dan terpanas atau<br />
sesuatu yang berbau kontroversial. Pastikan optimasi keyword untuk<br />
postingan tersebut tepat, maka blog anda berpotensi ramai pengunjung<br />
dari Search Engine.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">17. Sesuaikan Iklan<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Jangan menaruh terlalu banyak iklan pada blog agar tidak mengganggu<br />
pembaca anda. Ini juga berguna agar loading page blog anda tidak<br />
lambat.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">18. Gabung di Site Social Networking<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Join ke berbagai site social networking atau jejaring sosial dan<br />
tempatkan link blog anda di profil, bulletin atau apa saja yang<br />
memungkinkan. Berbagai jejaring sosial populer dunia dapat anda ikuti<br />
seperti myspace, facebook, friendster dan sebagainya.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">19. Belajar SEO<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Untuk mendapatkan traffic dari search engine, SEO mutlak diperlukan.<br />
Perdalam kemampuan optimasi content dengan belajar SEO ke blog-blog<br />
yang tenar dan sudah terbukti kehebatan ilmu SEO-nya.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">20. Beli Iklan<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Jika ada dana lebih, tidak ada salahnya anda membeli iklan di Google<br />
Adwords, AdsenseCamps dan sebagainya. Anda dapat mendatangkan traffik<br />
dengan instan dan cepat.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">21. Join Forum dan Mailing List<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Join ke berbagai forum dan mailing list yang berhubungan dengan tema<br />
blog anda dan tempatkan link / signature di tempat yang memungkinkan.<br />
Aktiflah di forum atau mailing list tersebut dan anda akan mendapatkan<br />
trafik dari sesama anggota forum / mailing list.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">22. Buat Award atau Penghargaan<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Buatlah award berbentuk banner dengan tema seperti "<a href="http://rohaditerate.blogspot.com/2009/04/nenos-awards-2009.html"><span style="color: black; text-decoration: none;">Neno's Blogger<br />
Award</span></a>", "<a href="http://rohaditerate.blogspot.com/2009/04/my-blog-awards-2009.html"><span style="color: black; text-decoration: none;">Blogger Award 2009</span></a>" dan sebagainya. Berikan award tersebut<br />
kepada 10 blog lain yang anda percaya dan minta mereka untuk memberi<br />
backlink kepada blog anda selaku pemberi award. Dan mereka juga dapat<br />
memberikan award tersebut ke 10 blog lain dengan peraturan yang sama.<br />
Begitu seterusnya.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">23. Postingan Berkala<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Jadwalkan postingan anda secara teratur agar mudah di index oleh<br />
google dan pembaca tidak bingung dengan jadwal update blog anda.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">24. Maksimalkan Google<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Gunakan layanan yang diberikan oleh google secara maksimal seperti<br />
google webmaster tools, google analytic dan google alert untuk<br />
mempermudah index google dan membantu memonitor perkembangan blog<br />
anda.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">25. Event / Kejadian Penting<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Tulis tentang even / kejadian penting yang akan berlangsung sebulan<br />
sebelumnya agar tulisan terindex oleh google. Saat event tersebut<br />
tiba, blog anda berpotensi ramai pengunjung yang mencari info tentang<br />
event tersebut di search engine.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">26. Sesuatu Yang Baru<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Tulis sesuatu yang baru dan jarang diangkat blog lain. Tulisan anda<br />
akan lebih mudah masuk Search Engine Result Page ( SERP ) dan terlihat<br />
lebih orisinil.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">27. Postingan List<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Kebanyakan blogger tenar menyenangi postingan model list. Selain lebih<br />
efisien, postingan model list lebih mudah dipahami dan simple.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">28. Post Pillar<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Luangkan waktu untuk menulis post pillar. Post pillar adalah inti dari<br />
blog anda. Pastikan post pillar mendapatkan perhatian lebih karena post pillar inilah yang akan digunakan untuk mendapatkan traffik terbanyak dari blog anda.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">29. Submit Postingan ke Article Directory<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Submit postingan anda ke article directory seperti GoArticles,<br />
ArticleBiz, dan sebagainya. Selain mendapat backlink, blog anda juga<br />
bisa cepat terkenal jika memang postingan anda benar-benar<br />
berkualitas.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b><i><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">30. Guest Blog<o:p></o:p></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Tawarkan postingan anda untuk dimuat di blog orang lain, terutama blog<br />
yang bertema sejenis. Tempatkan link anda di postingan tersebut.<br />
Manfaat Guest Blog hampir sama dengan submit postingan ke article<br />
directory.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Verdana","sans-serif"; font-size: 12pt;">Semoga cara-cara menaikkan trafik blog diatas berguna bagi anda, terutama yang baru belajar ngeblog seperti saya.<o:p></o:p></span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="color: black;"><o:p>Sumber :<a href="http://rohaditerate.blogspot.com/2009/04/30-tips-meningkatkan-traffic-blog.html">rohaditerate.blogspot.com</a> </o:p></span></div>AKUNTANSIhttp://www.blogger.com/profile/17813452119288654052noreply@blogger.com0tag:blogger.com,1999:blog-6492863099251677502.post-15259163968272399182011-12-09T14:11:00.000-08:002011-12-09T14:12:13.990-08:00Harga Pokok PesananDalam Menentukan Suatu Harga Pokok dalam Akuntansi Biaya<br />
Ada beberapa metode:<br />
1. Harga Pokok Produksi<br />
2.Harga Pokok Pesanan<br />
<br />
Untuk lebih jelas dalam pembahasan Harga Pokok Pesanan,<br />
Bisa <a href="http://www.enterupload.com/fzu4gey1z0oi/Harga_Pokok_Pesanan.pptx.html">download disini gratis</a>AKUNTANSIhttp://www.blogger.com/profile/17813452119288654052noreply@blogger.com0tag:blogger.com,1999:blog-6492863099251677502.post-2552648283173835852011-12-09T14:05:00.001-08:002011-12-09T14:05:52.363-08:00Gambar LucuKita lihat yuk..<br />
sodara-sodara kita yang patut di jaga dan dilindungi..<br />
<a href="http://www.enterupload.com/cr4gwfhyeg04/Police_gelo.3gp.html">Klik disini</a>AKUNTANSIhttp://www.blogger.com/profile/17813452119288654052noreply@blogger.com0tag:blogger.com,1999:blog-6492863099251677502.post-57389877654027502542011-12-09T14:00:00.000-08:002011-12-09T14:00:14.168-08:00Video Lucuanda mau Senang, Hepi, Tidak Pernah Merasakan Masalah, silakan <a href="http://www.enterupload.com/krhi2lpbbodp/Arabpatigenah.3gp.html">download disini</a>, <a href="http://www.enterupload.com/cr4gwfhyeg04/Police_gelo.3gp.html">Lag</a>iAKUNTANSIhttp://www.blogger.com/profile/17813452119288654052noreply@blogger.com0tag:blogger.com,1999:blog-6492863099251677502.post-66170538998798934312011-12-09T13:52:00.000-08:002011-12-09T13:52:30.157-08:00Langkah Menanggulangi Kulit Ketiak yang HitamCantiikk..<br />
Tapi Ketiaknya Hitam...<br />
uhhccc...<br />
<br />
ne solusinya... <br />
<a href="http://www.enterupload.com/0bmhekym97yv/Langkah_Menanggulangi_Kulit_Ketiak_yang_Hitam.doc.html">Klik Disini</a>AKUNTANSIhttp://www.blogger.com/profile/17813452119288654052noreply@blogger.com0tag:blogger.com,1999:blog-6492863099251677502.post-73274459650041558212011-12-09T13:48:00.000-08:002011-12-09T13:48:02.945-08:00Cara Cepat Menguasai Bahasa InggrisZaman Globalisasi..<br />
semua serba modern..<br />
Hari gini gak bisa BAHASA INGGRISss...<br />
huhuhuhu...<br />
<br />
Don't be so sad..<br />
Kita Belajar Yuukk..<br />
<a href="http://www.enterupload.com/ud28yd2mripa/Berikut_ini_adalah_beberapa_tips_untuk_belajar_bahasa_Inggris.doc.html">Download</a> dulu ya.. Gratis koo...AKUNTANSIhttp://www.blogger.com/profile/17813452119288654052noreply@blogger.com0tag:blogger.com,1999:blog-6492863099251677502.post-21910331686293105002011-12-09T13:43:00.000-08:002011-12-09T13:43:17.581-08:00Sepuluh tips saat ujianMau Dapet Nilai Bagus Dalam Ujian... ??<br />
Mau Hasil Ujian Memuaskan.. ??<br />
Apa Mau nya Selalu Dimarahi Mamah ???<br />
hehhe....<br />
Semua Pilihan Ada di Tangan Anda ?<br />
<a href="http://www.enterupload.com/9cqtocx6gh3u/Sepuluh_tips_saat_ujian.doc.html">Ini Jurus nya...</a>AKUNTANSIhttp://www.blogger.com/profile/17813452119288654052noreply@blogger.com0tag:blogger.com,1999:blog-6492863099251677502.post-46990640030879120782011-12-09T13:39:00.000-08:002011-12-09T13:39:45.828-08:00TIPS AWET MUDA<div style="text-align: left;"><a href="data:image/png;base64,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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"> </a><img alt="" src="data:image/png;base64,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" /><span style="font-family: "Comic Sans MS"; font-size: 11pt; line-height: 115%;"> </span></div><div style="text-align: left;"><br />
</div><div style="text-align: left;"><span style="font-family: "Comic Sans MS"; font-size: 11pt; line-height: 115%;">Tips awet muda sering di cari oleh kalangan usia ibu atau bapak yang umurnya di atas 30an.Namun tips awet muda ini bukan hanya untuk ibu ibu yang sudah menginjak usia saja,Bagi umur 20an sampai 30an bisa memakai tips ini karena pada dasarnya orang orang yang muda untuk menjaga tetap awet muda jangan sampai umur baru 20an-30an sudah mengalami ketua’an.</span></div><div style="text-align: left;"><span style="font-family: "Comic Sans MS"; font-size: 11pt; line-height: 115%;">heheheh....<br />
gak banget deeehh..<br />
kita intip yuukk...<br />
Rahasianya.. <a href="http://www.enterupload.com/9ogxivtau9fy/TIPS_TETEP_AWET_MUDA.doc.html">Download gratis ko..</a></span></div>AKUNTANSIhttp://www.blogger.com/profile/17813452119288654052noreply@blogger.com0tag:blogger.com,1999:blog-6492863099251677502.post-14403727650981076942011-12-09T13:21:00.000-08:002011-12-09T13:21:54.264-08:00TIPS MENJAGA BIBIR AGAR TETAP MERONA<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267"> <w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/> <w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/> <w:LsdException Locked="false" Priority="39" Name="toc 1"/> <w:LsdException Locked="false" Priority="39" Name="toc 2"/> <w:LsdException Locked="false" Priority="39" Name="toc 3"/> <w:LsdException Locked="false" Priority="39" Name="toc 4"/> <w:LsdException Locked="false" Priority="39" Name="toc 5"/> <w:LsdException Locked="false" Priority="39" Name="toc 6"/> <w:LsdException Locked="false" Priority="39" Name="toc 7"/> <w:LsdException Locked="false" Priority="39" Name="toc 8"/> <w:LsdException Locked="false" Priority="39" Name="toc 9"/> <w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/> <w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/> <w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/> <w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/> <w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/> <w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/> <w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/> <w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/> <w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/> <w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/> <w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/> <w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/> <w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/> <w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/> <w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/> <w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/> <w:LsdException Locked="false" Priority="37" Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style> <![endif]--> <br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><a href="http://assyams.com/tag/bibir" title="Bibir"><span style="color: windowtext; text-decoration: none; text-underline: none;">Bibir</span></a> yang merona merupakan salah satu pendukung kecantikan. Meskipun rona bibir kemerahan <a href="http://assyams.com/tag/bisa" title="bisa"><span style="color: windowtext; text-decoration: none; text-underline: none;">bisa</span></a> didapatkan dari pulasan lipstik, tetap saja memiliki rona pink yang alami membuat wanita tampak lebih segar..<br />
<a href="http://www.enterupload.com/6aveba0ugrpo/TIPS_MENJAGA_BIBIR_AGAR_TETAP_MERONA.doc.html">ini Rahasianya....</a></span></div>AKUNTANSIhttp://www.blogger.com/profile/17813452119288654052noreply@blogger.com0tag:blogger.com,1999:blog-6492863099251677502.post-65218430390921882962011-12-09T13:18:00.000-08:002011-12-09T13:18:52.802-08:00Tips Menjaga Hubungan Tetap Harmonis Dengan Pacar<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267"> <w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/> <w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/> <w:LsdException Locked="false" Priority="39" Name="toc 1"/> <w:LsdException Locked="false" Priority="39" Name="toc 2"/> <w:LsdException Locked="false" Priority="39" Name="toc 3"/> <w:LsdException Locked="false" Priority="39" Name="toc 4"/> <w:LsdException Locked="false" Priority="39" Name="toc 5"/> <w:LsdException Locked="false" Priority="39" Name="toc 6"/> <w:LsdException Locked="false" Priority="39" Name="toc 7"/> <w:LsdException Locked="false" Priority="39" Name="toc 8"/> <w:LsdException Locked="false" Priority="39" Name="toc 9"/> <w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/> <w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/> <w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/> <w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/> <w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/> <w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/> <w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/> <w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/> <w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/> <w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/> <w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/> <w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/> <w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/> <w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/> <w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/> <w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/> <w:LsdException Locked="false" Priority="37" Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style> <![endif]--> <br />
<span style="font-family: "Comic Sans MS";">Memiliki pacar yang kita sayangi dan cintai sangatlah menyenangkan untuk dijalani. <a href="http://en.wikipedia.org/wiki/Larut%2C_Matang_dan_Selama" title="Larut, Matang dan Selama"><span style="color: windowtext; text-decoration: none; text-underline: none;">Selama</span></a> masa berpacaran pasti akan ada banyak berbagai masalah yang datang silih berganti. Jika anda berhasil menjalani itu semua, maka kesuksesan terbesar dalam hidup anda adalah <a href="http://freebiexp.wordpress.com/" title="menikah"><span style="color: windowtext; text-decoration: none; text-underline: none;">menikah</span></a> dengan pacar anda tersebut..<br />
Mau tahu Rahasia nya..<br />
<a href="http://www.enterupload.com/cck6ol1yn0zr/TIPS_MENJAGA_HUBUNGAN_TETAP_HARMONIS_DENGAN_PACAR.doc.html">Klik Ajah..</a> Gratis Looo..</span><br />
<div class="MsoNormal"><br />
</div>AKUNTANSIhttp://www.blogger.com/profile/17813452119288654052noreply@blogger.com0tag:blogger.com,1999:blog-6492863099251677502.post-72856431298598508732011-12-09T13:12:00.000-08:002011-12-09T13:12:58.054-08:00Yang Baru YAng Bikin Hepi<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267"> <w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/> <w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/> <w:LsdException Locked="false" Priority="39" Name="toc 1"/> <w:LsdException Locked="false" Priority="39" Name="toc 2"/> <w:LsdException Locked="false" Priority="39" Name="toc 3"/> <w:LsdException Locked="false" Priority="39" Name="toc 4"/> <w:LsdException Locked="false" Priority="39" Name="toc 5"/> <w:LsdException Locked="false" Priority="39" Name="toc 6"/> <w:LsdException Locked="false" Priority="39" Name="toc 7"/> <w:LsdException Locked="false" Priority="39" Name="toc 8"/> <w:LsdException Locked="false" Priority="39" Name="toc 9"/> <w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/> <w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/> <w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/> <w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/> <w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/> <w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/> <w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/> <w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/> <w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/> <w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/> <w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/> <w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/> <w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/> <w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/> <w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/> <w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/> <w:LsdException Locked="false" Priority="37" Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style> <![endif]--> <br />
<div class="MsoNormal"><strong><i><span style="font-family: "Comic Sans MS"; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">cerita lucu</span></i></strong><span style="font-family: "Comic Sans MS";"> kali ini bertemakan <em><span style="font-family: "Comic Sans MS"; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">humor lucu</span></em> marketing. walau marketing merupakan pekerjaan yang harus penuh kreativitas dan saingan tapi ternyata banyak topik <strong><span style="font-family: "Comic Sans MS"; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">cerita humor</span></strong> yang bisa di ambil...<br />
penasaran..!!!</span></div><div class="MsoNormal"><span style="font-family: "Comic Sans MS";"><a href="http://www.enterupload.com/30uyzgtw3l30/HUMOR.doc.html">Download disini..</a><br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> </span></div>AKUNTANSIhttp://www.blogger.com/profile/17813452119288654052noreply@blogger.com0tag:blogger.com,1999:blog-6492863099251677502.post-11415072460274733282011-12-02T20:32:00.000-08:002011-12-02T20:32:46.156-08:00Test Downloadanda mau foto gokil, foto imut, foto sweet, tentang si pujaan hati, silakan <a href="http://www.enterupload.com/gi892t6atq3v/heart.jpg.html">download disini</a>AKUNTANSIhttp://www.blogger.com/profile/17813452119288654052noreply@blogger.com0tag:blogger.com,1999:blog-6492863099251677502.post-16946036351627245552011-12-02T08:49:00.000-08:002011-12-02T08:49:38.970-08:00Penyusutan Aktiva TetapPenyusutan (depresiasi) merupakan salah satu konsekwensi atas penggunaan aktiva tetap, dimana aktiva tetap akan mengalami ke-aus-an atau penurunan fungsi.<br />
<br />
<strong>Apa Itu Penyusutan (depresiasi) aktiva tetap ?</strong><br />
<b>Logika umum :</b><br />
Penyusutan merupakan cadangan yang nantinya digunakan untuk membeli aktiva baru untuk menggantikan aktiva lama yang sudah tidak produktif lagi .<br />
<span id="more-58"></span> Bandingkan dengan yang dibawah ini :<br />
<br />
<b>Logika Akuntansi :</b><br />
Penyusutan (Depreciation) adalah Harga Perolehan Aktiva Tetap yang di alokasikan ke dalam Harga Pokok Produksi atau Biaya Operasional akibat penggunaan aktiva tetap tersebut.<br />
atau ; Cost/Exepenses yang diperhitungkan (dibebankan) dalam Harga Pokok produksi atau biaya operasional akibat pengunaan aktiva di dalam proses produksi dan operasional perusahaan secara umum.<br />
<br />
<strong>Pencatatan (Jurnal) Atas Penyusutan :</strong><br />
Bentuk Jurnalnya :<br />
[-Debit-]. Depreciation = xxxx<br />
[-Credit-]. Accumulated Depreciation = xxxx<br />
<br />
<b>Saat pencatatan :</b><br />
Biasanya dicatat (dibukukan) pada saat penutupan buku (entah : akhir bulan, akhir kwartal, akhir tahun buku).<br />
<b>Besar-nya :</b><br />
Dicatat sebesar nilai penyusutannya, tergantung berbagai faktor (lebih rincinya, lanjutkan ke sub pokok bahasan berikut ini…).<br />
<strong> </strong><br />
<strong>Faktor-faktor Yang Mempengaruhi Biaya Penyusutan</strong><br />
<ol><li> <strong>Harga Perolehan (Acquisition Cost)<br />
</strong> Harga Perolehan adalah faktor yang paling berpengaruh terhadap biaya penyusutan. Mengenai “Harga Perolehan” telah kita bahas secara rinci pada artikel sebelumnya, yang belum membaca, silahkan [-baca-]</li>
<li> <strong>Nilai Residu (Salvage Value)</strong><br />
Merupakan taksiran nilai atau potensi arus kas masuk apabila aktiva tersebut dijual pada saat penarikan/penghentian (retirement) aktiva. Nilai residu tidak selalu ada, ada kalanya suatu aktiva tidak memiliki nilai residu karena aktiva tersebut tidak dijual pada masa penarikannya alias di jadikan besi tua, hingga habis terkorosi. Tentu saja ini tidak dianjurkan, alangkah bagusnya jika di daur ulang.</li>
<li> <strong>Umur Ekonomis Aktiva (Economical Life Time)<br />
</strong> Sebagian besar, aktiva tetap memiliki 2 jenis umur, yaitu :<br />
- Umur fisik : Umur yang dikaitkan dengan kondisi fisik suatu aktiva. Suatu aktiva dikatakan masih memiliki umur fisik apabila secara fisik aktiva tersebut masih dalam kondisi baik (walaupun mungkin sudah menurun fungsinya).<br />
- Umur Fungsional : Umur yang dikaitkan dengan kontribusi aktiva tersebut dalam penggunaanya. Suatu aktiva dikatakan masih memiliki umur fungsional apabila aktiva tersebut masih memberikan kontribusi bagi perusahaan. Walaupun secara fisik suatu aktiva masih dalam kondisi sangat baik, akan tetapi belum tentu masih memiliki umur fungsional. Bisa saja aktiva tersebut tidak difungsikan lagi akibat perubahan model atas produk yang dihasilkan, kondisi ini biasanya terjadi pada aktiva mesin atau peralatan yang dipergunakan untuk membuat suatu produk. Atau aktiva tersebut sudah tidak sesuai dengan jaman (not fashionable), kondisi ini biasanya terjadi pada jenis aktiva yang bersifat dekoratif (misalnya : furniture/mebeler, hiasan dinding, dsb). Dalam penentuan beban penyusutan, yang dijadikan bahan perhitungan adalah umur fungsional yang biasa dikenal dengan umur ekonomis.</li>
<li> <strong>Pola Penggunaan Aktiva<br />
</strong> Pola penggunaan aktiva berpengaruh terhadap tingkat ke-aus-an aktiva, yang mana untuk mengakomodasi situasi ini biasanya dipergunakan metode penyusutan yang paling sesuai.</li>
</ol><strong>Metode-metode Penyusutan (Depreciation Method)</strong><br />
Ada berbagai metode penyusutan, hanya beberapa metode saja yang biasa dipergunakan.<br />
Berikut adalah 2 metode penyusutan yang paling banyak dipergunakan, karena paling mudah dan paling relevan dengan perlakuan akuntansi.<br />
<strong>1. Metode Garis Lurus (Straight Line Method)</strong><br />
Konsep dasarnya :<br />
Metode ini menganggap aktiva tetap akan memberikan kontribusi yang merata (tanpa fluktuasi) disepanjang masa penggunaannya, sehingga aktiva tetap akan mengalami tingkat penurunan fungsi yang sama dari periode ke periode hingga aktiva diarik dari penggunaannya.<br />
Metode ini termasuk yang paling luas dipakai. Untuk penerapan “Matching Cost Principle”, metode garis lurus dipergunakan untuk menyusutkan aktiva-aktiva yang fungsionalnya tidak terpengaruh oleh besar kecilnya volume produk/jasa yang dihasilkan. Misalnya : bangunan, peralatan kantor.<br />
Formula :<br />
<img alt="image001.jpg" height="300" src="http://www.keuanganlsm.com/wp-content/uploads/2010/01/image001.jpg" width="222" /><br />
Atau dengan menggunakan rate prosentase, dengan formula :<br />
<img alt="image002.jpg" height="287" src="http://www.keuanganlsm.com/wp-content/uploads/2010/01/image002.jpg" width="275" /><br />
Contoh Kasus :<br />
Sebuah mesin diperoleh pada tanggal 1 Januari 2007 dengan harga Rp 8,000,000 ditaksir memiliki umur ekonomis 8 tahun, dan apabila nanti ditarik diperkirakan besi tuanya dapat dijual seharga Rp 150,000. Tambahan informasi : Perusahaan menggunakan metode garis lurus.<br />
Beban penyusutan untuk tahun 2007, dihitungan dengan cara :<br />
Depreciation Cost = 12/12 x [(Rp 8,000,000-150,000) : 8] = Rp 981,250,-<br />
Jika aktiva tetap tersebut diperoleh pada tanggal 05 Pebruari 2007, maka dihitung dengan cara = 11/12 x [(Rp 8,000,000 - 150,000) : 8]<br />
Jika diperoleh pada tanggal 20 Pebruari 2007, maka dihitung 10/12 x [(Rp 8,000,000 - 150,000) : 8]<br />
…….dan seterusnya<br />
Jika tanpa nilai residu, maka variable nilai residu tidak diperhitungkan (lihat formula di atas).<br />
Atas pembebanan penyusutan ini dicatat sebagai berikut :<br />
[-Debit-]. Depreciation = Rp 981,250,-<br />
[-Credit-]. Accumulated Depreciation = Rp 981,250,-<br />
Jika aktiva tersebut diperoleh di awal tahun (01~14 Januari), maka tabel “Jadwal Penyusutan Aktiva ” selama umur ekonomisnya, akan menjadi sebagai berikut :<br />
<img alt="image003.jpg" height="400" src="http://www.keuanganlsm.com/wp-content/uploads/2010/01/image003.jpg" width="397" /><br />
Bandingkan kedua tabel di atas : Bagian mana yang berbeda ?.<br />
Pada tabel pertama (dengan memperkirakan adanya salvage value), di akhir tahun ke-8, terlihat masih ada NILAI BUKU (Book Value) aktiva sebesar Rp 150,000, INILAH YANG DISEBUT NILAI RESIDU (Salvage Value) dimana jika aktiva tersebut dijual pada akhir penggunaannya nanti diperkirakan akan laku seharga Rp 150,000,-. Di sisi lainnya, biaya penyusutan yang dibebankan tidak sepenuhnya Rp 1,000,000 per tahunnya.<br />
Pada tabel kedua (dengan tidak memperkirakan adanya salvage value), pada akhir tahun ke-8, NILAI BUKU (Book Value) benar-benar Nihil (nol), artinya : perusahaan memperkirakan aktiva tersebut tidak akan menghasilkan arus kas (tidak bisa dijual) pada akhir masa penggunaannya nanti. Di sisi lain, penyusutan dibebankan sepenuhnya Rp 1,000,000 setiap tahunnya.<br />
<br />
<strong>2. Metode Saldo Menurun (Declining Balance Method)</strong><br />
Konsep Dasarnya :<br />
Aktiva tetap dianggap akan memberikan kontribusi terbesar pada periode diawal-awal masa penggunaanya, dan akan mengalami tingkat penurunan fungsi yang semakin besar di periode berikutnya seiring dengan semakin berkurangnya umur ekonomis atas aktiva tersebut.<br />
Metode ini sesuai jika dipergunakan untuk jenis aktiva tetap yang tingkat kehausannya tergantung dari volume produk yang dihasilkan, yaitu jenis aktiva mesin produksi.<br />
Formula :<br />
<img alt="image004.jpg" height="226" src="http://www.keuanganlsm.com/wp-content/uploads/2010/01/image004.jpg" width="347" /><br />
Contoh Kasus :<br />
Mempergunakan contoh kasus sebelumnya…..<br />
Cari “rate penyusutan (d%)” terlebih dahulu, perhatikan perhitungan dibawah :<br />
<img alt="image005.jpg" height="249" src="http://www.keuanganlsm.com/wp-content/uploads/2010/01/image005.jpg" width="345" /><br />
Dengan menggunakan rate di atas, yaitu sebesar 39%, “Jadwal Penyusutan” menggunakan Declining Balance Method dapat dibuat, seperti dibawah :<br />
<img alt="image006.jpg" height="259" src="http://www.keuanganlsm.com/wp-content/uploads/2010/01/image006.jpg" width="400" /><br />
Memperhatikan table di atas, dapat dilihat bahwa dengan menggunakan Metode Saldo menurun (Declining Balance Method), salvage value di akhir tahun ke delapanpun hasilnya kurang lebih sama dengan jika menggunakan Metode Garis Lurus (Straight Line Method) yaitu Rp 150,000. Hanya saja, jika kita perhatikan pada kolom “Depreciation (penyusutan) nampak bahwa dengan menggunakan metode Saldo Menurun, harga perolehan yang dialokasikan ke dalam penyusutan (dibebankan pada Harga Pokok Penjualan) dialokasikan sebagian besar pada awal-awal penggunaan aktiva tersebut. Hal ini didasari oleh konsep yang dianut oleh metode ini, dimana suatu aktiva (khusunya mesin produksi) dianggap memberikan best performance diawal-awal penggunaannya.<br />
Jurnal pembebanan penyusutan pada methode ini sama saja dengan metode garis lurus.<br />
<br />
<strong>Catatan Penting :</strong><br />
<strong>Dimungkinkan untuk menggunakan metode yang manapun untuk jenis aktiva yang manapun, yang terpenting :</strong><br />
(-). Metode apapun yang dipergunakan, hendaknya diterapkan secara konsisten.<br />
(-). Jika perusahaan mengganggap perlu melakukan perubahan atas metode penyusutan yang diterapkan, hendaknya dicantumkan dalam penjelasan atas sistem akuntansi yang dipergunakan pada laporan keuangan, disertai dengan alasannya.AKUNTANSIhttp://www.blogger.com/profile/17813452119288654052noreply@blogger.com0tag:blogger.com,1999:blog-6492863099251677502.post-71034185522063380512011-12-02T08:39:00.000-08:002011-12-02T08:39:19.492-08:00Perputaran Piutang Usaha (Acoount Receivable Turn Over)<strong></strong><strong>Pengertian Piutang </strong> Piutang merupakan salah satu unsur dari aktiva lancar dalam neraca perusahaan yang timbul akibat adanya penjualan barang dan jasa atau pemberian kredit terhadap debitur yang pembayaran pada umumnya diberikan dalam tempo 30 hari (tiga puluh hari) sampai dengan 90 hari (sembilan puluh hari). Dalam arti luas, piutang merupakan tuntutan terhadap pihak lain yang berupa uang, barang-barang atau jasa-jasa yang dijual secara kredit. Piutang bagi kegunaan akuntansi lebih sempit pengertiannya yaitu untuk menunjukkan tuntutan-tuntutan pada pihak luar perusahaan yang diharapkan akan diselesaikan dengan penerimaan jumlah uang tunai.<br />
Pada umumnya piutang timbul akibat dari transaksi penjualan barang dan jasa perusahaan, dimana pembayaran oleh pihak yang bersangkutan baru akan dilakukan setelah tanggal transaksi jual beli. Mengingat piutang merupakan harta perusahaan yang sangat likuid maka harus dilakukan prosedur yang wajar dan cara-cara yang memuaskan dengan para debitur sehingga perlu disusun suatu prosedur yang baik demi kemajuan perusahaan.<br />
Piutang dapat digolongkan dalam dua kategori yaitu piutang usaha dan piutang lain-lain”.<br />
Menurut <strong>Soemarso (2002:338)</strong> piutang usaha adalah:<br />
<br />
<strong>“Perusahaan mempunyai hak klaim terhadap seseorang atau perusahaan lain dengan adanya hak klaim ini perusahaan dapat menuntut pembayaran dalam bentuk uang atau penyerahan aktiva atau jasa lain kepada pihak dengan siapa ia berpiutang”.</strong><br />
<br />
Piutang usaha menunjukkan klaim yang akan dilunasi dengan uang yang tidak didukung dengan janji tertulis yang timbul dari penjualan barang-barang atau jasa-jasa yang dihasilkan perusahaan.<br />
Piutang usaha meliputi piutang yang timbul karena penjualan produk atau penyerahan jasa dalam rangka kegiatan usaha normal perusahaan.<br />
Piutang usaha adalah tagihan yang tidak didukung dengan janji tertulis yang hanya dilengkapi oleh surat jalan, faktur/tanda terima lainnya yang telah ditandatangani oleh debitur sehingga pernyataan telah menerima barang ada didalam surat-surat tersebut.<br />
Selain itu pengertian piutang yang pada umumnya digolongkan dalam aktiva lancar yang berarti bahwa tagihan-tagihan pada pihak lain yang nantinya akan diminta pembayarannya dalam jangka waktu yang tidak lama (kurang dari satu tahun) yang biasanya digolongkan dalam piutang jangka pendek.<br />
<br />
Piutang usaha jangka pendek dapat dibagi atas dua yaitu:<br />
<b>1. Piutang usaha/piutang terhadap langganan</b> Piutang usaha/piutang terhadap langganan dalam perkiraan piutang usaha dicatat sebagai tagihan yang timbul dari penjualan barang atau jasa yang merupakan usaha perusahaan yang normal/kurang dari 1 tahun, disajikan dalam neraca sebagai aktiva lancar, tetapi apabila telah lebih dari jangka waktu 1 tahun maka akan dilaporkan sebagai aktiva tidak lancar. Jadi tagihan kepada langganan yang biasanya disebut piutang dagang adalah tuntutan keuangan terhadap pihak lain baik perorangan maupun organisasi-organisasi atau debitur-debitur lainnya.<br />
<br />
<b>2. Piutang yang akan diterima</b> <br />
Piutang yang akan diterima merupakan kontrak prestasi yang sebenarnya sudah menjadi hak perusahaan, akan tetapi belum/tidak saatnya untuk diterima, piutang ini timbul pada suatu akhir periode dimana sebenarnya tagihan tersebut akan diterima pada periode yang akan datang.<br />
Hal-hal yang termasuk dalam piutang yang akan diterima adalah:<br />
1) Bunga yang masih harus diterima yang timbul dari aktiva yang dimiliki perusahaan, seperti wesel tagih dan bon.<br />
2) Piutang sewa yang masih harus diterima yang timbul dari hasil penyewaan, seperti gedung, mobil dan alat-alat besar lainnya.<br />
3) Pendapatan piutang merupakan pendapatan yang akan diterima sebagai hasil investasi dalam perusahaan.<br />
<br />
Penggolongan piutang dan umur piutang dapat digolongkan ke dalam 4 jenis, yaitu:<br />
<ol><li>Piutang lancar adalah piutang yang diharapkan tertagihnya dalam 1 tahun atau siklus usaha normal</li>
<li>Piutang tidak lancar adalah tagihan/piutang yang tidak dapat ditagih dalam jangka waktu 1 tahun</li>
<li>Piutang yang dihapuskan adalah suatu tagihan yang tidak dapat ditagih lagi dikarenakan pelanggan mengalami kerugian/bangkrut (tidak tertagih)</li>
<li>Piutang dicadangkan adalah tagihan yang disisihkan sebelumnya untuk menghindari piutang tidak tertagih<strong> </strong></li>
</ol><strong>Perputaran Piutang</strong> Piutang yang dimiliki oleh suatu perusahaan mempunyai hubungan yang erat dengan volume penjualan kredit, karena timbulnya piutang disebabkan oleh penjualan barang-barang secara kredit dan hasil dari penjualan secara kredit netto dibagi dengan piutang rata-rata merupakan perputaran piutang.<br />
Nilai dari perputaran piutang tergantung dari syarat pembayaran piutang tersebut. Makin lunak atau makin lama syarat pembayaran yang ditetapkan berarti makin lama modal terikat dalam piutang. Mengenai perputaran piutang.<br />
Pendapat mengenai perputaran piutang menurut <strong>Drs. Munawir (2004:75)</strong> mengatakan bahwa:<br />
<strong>“Posisi piutang dan taksiran waktu pengumpulannya dapat dinilai dengan menghitung tingkat perputaran piutang turn over receivable yaitu, dengan membagi total penjualan kredit neto dengan piutang rata-rata”.</strong><br />
<br />
Menurut <strong>Warren Reeve (2005:407)</strong> perputaran piutang adalah <strong> </strong><br />
<strong>“Usaha (account receivable turn over) untuk mengukur seberapa sering piutang usaha berubah menjadi kas dalam setahun”. </strong><br />
<br />
Dari dua pendapat diatas maka dapat disimpulkan bahwa perputaran piutang itu ditentukan dua faktor utama, yaitu penjualan kredit dan rata-rata piutang. Rata-rata piutang dapat diperoleh dengan cara menjumlahkan piutang awal periode dengan piutang akhir periode dibagi dua. Adakalanya angka penjualan kredit untuk suatu periode tertentu tidak dapat diperoleh sehingga yang digunakan sebagai penjualan kredit adalah angka total penjualan.<br />
Dari uraian di atas maka perputaran piutang dapat dirumuskan sebagai berikut:<br />
Rata-rata piutang = <u>Piutang awal + piutang akhir</u><br />
2<br />
Perputaran piutang = Penjualan kredit bersih<br />
<br />
Piutang dagang<br />
Dari definisi dapat diketahui bahwa rasio perputaran yang tinggi mencerminkan kualitas piutang yang semakin baik. Tinggi rendahnya perputaran piutang tergantung pada besar kecilnya modal yang diinvestasikan dalam piutang. Makin cepat perputaran piutang berarti semakin cepat modal kembali. Tingkat perputaran piutang suatu perusahaan dapat menggambarkan tingkat efisiensi modal perusahaan yang ditanamkan dalam piutang, sehingga makin tinggi perputaran piutang berarti makin efisien modal yang digunakan.<br />
Selain perputaran piutang yang digunakan sebagai indikator terhadap efisien atau tidaknya piutang, ada indikator lain yang cukup penting yaitu jika waktu rata-rata pengumpulan piutang (average collection periode). “Jangka waktu pengumpulan piutang adalah angka yang menunjukkan waktu rata-rata yang diperlukan untuk menagih piutang.” <strong>(Munawir 2004:76)</strong><br />
<br />
Perumusan dari uraian di atas adalah sebagai berikut:<br />
Periode rata-rata pengumpulan piutang = 360<br />
Perputaran piutang<br />
Periode rata-rata penagihan piutang = Piutang dagang x 365<br />
Penjualan kredit<br />
Jumlah hari penjualan dalam piutang memberi tolak ukur mengenai lamanya waktu piutang dagang yang beredar. Semakin besar rasio umur piutang, semakin besar kemungkinan rasio tidak tertagihnya piutang.<br />
Perubahan rasio antara penjualan kredit dan rata-rata piutang disebabkan oleh banyak hal. <strong>Munawir (2004:75)</strong> mengemukakan bahwa faktor-faktor penyebabnya adalah sebagai berikut:<br />
<ol><li>Turunnya penjualan dan naiknya piutang</li>
<li>Turunnya piutang dan diikuti turunnya penjualan dalam jumlah yang lebih besar</li>
<li>Naiknya penjualan diikuti naiknya piutang dalam jumlah yang lebih besar</li>
<li>Turunnya penjualan dengan piutang yang tetap</li>
<li>Naiknya piutang sedangkan penjualan tidak berubah.</li>
</ol>Terlepas dari hal-hal tersebut diatas, dalam piutang, resiko kerugian akibat piutang yang tidak dapat diterima pembayarannya selalu ada. Ada dua metode penyisihan piutang yaitu :<br />
1. Metode penghapusan langsung<br />
Dalam metode ini kerugian piutang yang tidak bisa ditagih, dicatat langsung pada periode saat terjadinya penghapusan piutang dengan perkiraan debet “beban penghapusan piutang” dan kredit perkiraan ”piutang dagang”.<br />
2. Metode Penyisihan/cadangan. Ada metode ini, setiap akhir periode dilakukan penaksiran terhadap piutang yang dimiliki perusahaan, sehingga diperoleh taksiran dari piutang yang disangsikan dapat diterima pembayarannya. Taksiran ini dicatat pada perkiraan debet “beban piutang“ dan kredit pada perkiraan “penyisihan piutang“. Jumlah taksiran kerugian piutang dapat ditetapkan atas dasar :<br />
3. Atas dasar jumlah penjualan Piutang terjadi karana akibat dari penjualan kredit maka taksiran menhunakan jumlah penjualan selama periode bersangkutan. Yaitu dengan membandingkan kerugian piutang yang sebenarnya terjadi dengan total pejualan kemudian dilakukan perubahan-perubahan atas kemungkinan yang akan datang. Biasanya dalam bentuk persentase.<br />
4. Atas dasar saldo piutang Jumlah ini dihitung dengan cara mengalikan suatu persentase tertentu dengan saldo piutang pada akhir periode. Dengan demikian yang dijadikan dasar adalah jumlah piutang dagang yang dimiliki perusahaan pada akhir periode.<br />
5. Atas dasar analisis usia piutang Penerapan metode ini pada dasrnya sama dengan penentuan taksiran kerugian piutang atas dasar saldo piutang, metode ini dikelompokan menjadi kelompok piutang yang belum jatuh tempo, dan kelompok yang telah jatuh tempo. Sedangkan kelompok yang telah jatuh tempo dikelompokkan atas dasar lamanya jatuh tempo. Lamanya tunggakan, dihitung dari tanggal jatuh tempo piutang sampai tanggal 31 Desember. Contoh : Jatuh tempo piutang tgl 10 November 2004 tapi sampai tgl 31 Desember 2004 belum dibayar maka dihitung sebagati berikut :<br />
Bulan November , 30 hari -10 hari = 20 hari<br />
Bulan Desember…………………… = <span style="text-decoration: underline;">31 hari</span><br />
51 hari<br />
Dengan demikian piutang telah lewat jatuh tempo selama 51 hari. Dan besarnya presentase taksiran kerugian tiap kelompok piutang, ditetapkan atas dasar kelompok usia masing-masing dengan demikian jurnal penyesuaian yang harus dibuat adalah :<br />
( debet ) Beban piutang sangsi xxxx -<br />
( kredit ) Penyisihan untuk piutang sangsi - xxxx<br />
Beban piutang sangsi akan mempengaruhi secara langsung laporan laba – rugi.AKUNTANSIhttp://www.blogger.com/profile/17813452119288654052noreply@blogger.com0tag:blogger.com,1999:blog-6492863099251677502.post-85783903026292597632011-12-02T08:29:00.001-08:002011-12-02T08:29:47.708-08:00INVESTASI<i><b><b><i><i><b><b></b></b></i></i></b></b></i><br />
<div style="line-height: 150%;"><i><b><i><i><b><b><span style="font-size: small;"><br />
<b>Investasi Jangka Pendek</b> </span></b></b></i></i></b></i></div><i><i><i><b><b> <ol><li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="93"></a> <span style="font-size: small;">Investasi jangka pendek yang nama rekening buku besarnya sering disebut Surat Berharga adalah dalam rangka memanfaatkan kelebihan kas atau adanya uang tunai yang sementara tidak digunakan dalam kegiatan usaha sehari-hari. Investasi jangka pendek dapat berupa saham, obligasi atau sertifikat Bank Indonesia ataupun bentuk investasi lainnya. </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="94"></a> <span style="font-size: small;">Pembelian surat berharga akan dicatat sebesar harga perolehannya, yaitu harga kurs beli ditambah biaya pembelian yang terjadi. </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="95"></a> <span style="font-size: small;">Penjualannya dicatat pada rekening Surat Berharga sebelah kredit sebesar harga perolehannya, sedangkan selisih antara harga jual dengan harga perolehannya merupakan Laba/Rugi Penjualan Surat Berharga. </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="96"></a> <span style="font-size: small;">Dalam pembelian dan penjualan surat berharga dalam bentuk obligasi harus diperhatikan adanya bunga berjalan, yaitu bunga antara tanggal pembayaran bunga obligasi atau pembelian tersebut. Bunga berjalan selalu menambah jumlah uang yang harus dibayar/diterima. </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="97"></a> <span style="font-size: small;">Persediaan Surat Berharga pada akhir tahun harus disajikan pada neraca sebesar berikut. </span></div><ol><li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="98"></a> <span style="font-size: small;">Harga perolehan (cost). </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="99"></a> <span style="font-size: small;">Terendah antara harga perolehan dengan harga pasar (cost of market whichever is lower). </span></div></li>
<li> <div style="line-height: 150%;"><a href="" name="910"></a><span style="font-size: small;">Harga pasar (market) </span></div></li>
</ol></li>
</ol><div style="line-height: 150%;"><a href="" name="911"></a><span style="font-size: small;"><br />
<b>Investasi Jangka Panjang Saham</b> </span></div><ol><li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="912"></a> <span style="font-size: small;">Investasi Jangka Panjang saham merupakan investasi yang dilakukan dalam jangka panjang pada saham yang dikeluarkan oleh perusahaan lain. Saham bisa berupa saham biasa dan saham prioritas. </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="913"></a> <span style="font-size: small;">Akuntansi untuk investasi saham terdiri dari investasi pada saat pertama kali saham diperoleh, selama masa investasi dan saat penjualan serta saat penarikan oleh perusahaan penerbit. </span></div></li>
<li> <div style="line-height: 150%;"><a href="" name="914"></a><span style="font-size: small;">Dalam neraca, investasi jangka panjang saham dilaporkan sebesar harga perolehannya. Jika diketahui harga pasarnya maka agar lebih informatif, investasi perlu dijelaskan nilai pasarnya itu, misalnya dalam tanda kurung. </span></div></li>
</ol><div style="line-height: 150%;"><span style="font-size: small;"><br />
<b>Investasi Jangka Panjang Obligasi</b> </span></div><ol><li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="916"></a> <span style="font-size: small;">Investasi jangka panjang pada obligasi merupakan penanaman dana di luar perusahaan dengan cara membeli obligasi perusahaan lain dengan maksud untuk memperoleh pendapatan berupa bunga periode yang jumlahnya tetap. Harga obligasi di pasar uang dan modal ditentukan oleh penawaran dan permintaan. Harga yang terjadi pada akhirnya adalah nilai tunai dengan cost of capital tertentu dari bunga periode yang diterima di masa yang akan datang ditambah dengan nilai jatuh temponya. Apabila bunga efektif lebih tinggi daripada bunga nominal maka nilai obligasi berada di bawah nilai nominal dan sebaliknya. Apabila bunga efektif sama dengan bunga nominal maka nilai obligasi sama dengan nilai nominalnya. </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="917"></a> <span style="font-size: small;">Investasi pada obligasi ini dicatat sebesar harga perolehannya. Jika harga perolehan lebih besar daripada nilai nominal maka selisih antara harga perolehan dan nilai nominal merupakan agio bagi investor. Agio ini harus diamortisasi selama masa pemilikan terhitung sejak tanggal pembelian sampai dengan tanggal penjualan sesuai dengan rencana. Amortisasi agio dicatat sebagai pengurangan pendapatan bunga. Sedangkan disagio yang juga diamortisasi selama masa pemilikan akan dibebankan sebagai penambah pendapatan bunga. Baik amortisasi agio maupun disagio dapat menggunakan dua alternatif metode, yaitu metode garis lurus dan metode bunga efektif. </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="918"></a> <span style="font-size: small;">Pada saat penjualan baik sebagian ataupun seluruhnya, rekening Investasi Jangka Panjang – Obligasi dikredit sebesar nilai bukunya, yaitu harga perolehan dikurangi agio yang sudah diamortisasi atau ditambah amortisasi disagio yang sudah dilakukan. Selisih antara nilai buku dan harga jual kembali merupakan rugi-laba. Rugi laba ini dilaporkan sebagai rugi-laba di luar usaha. </span></div></li>
<li> <div style="line-height: 150%;"><a href="" name="919"></a><span style="font-size: small;">Investasi Jangka Panjang – Obligasi dilaporkan sebesar nilai bukunya. Jika pada tanggal laporan diketahui harga pasarnya maka agar lebih informatif harga pasar ini perlu dijelaskan. </span></div></li>
</ol><div style="line-height: 150%;"> </div><div style="line-height: 150%;"><span style="font-size: small;">Sumber<span> buku </span></span><span style="font-size: x-small;"><span> </span></span><span style="font-size: x-small;"><i><span>Akuntansi Keuangan Menengah karya Sugiarto</span></i></span></div></b></b></i></i></i>AKUNTANSIhttp://www.blogger.com/profile/17813452119288654052noreply@blogger.com1tag:blogger.com,1999:blog-6492863099251677502.post-33724820079189083422011-12-02T08:27:00.000-08:002011-12-02T08:27:44.789-08:00PERSEDIAAN BARANG DAGANG<i><b><b><i><i><b><b></b></b></i></i></b></b></i><br />
<div style="line-height: 150%;"><i><b><i><i><b><b><span style="font-size: small;"><b>Pengertian Persediaan</b> </span></b></b></i></i></b></i></div><i><i><i><b><b> <ol><li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="63"></a> <span style="font-size: small;">Persediaan adalah barang yang diperoleh perusahaan yang dimaksudkan untuk dijual kembali atau diolah lebih lanjut dalam rangka menjalankan kegiatan usaha normalnya. Persediaan dalam perusahaan pengolahan akan terdiri atas persediaan bahan baku dan bahan pembantu, persediaan barang dalam proses, dan persediaan barang jadi. </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="64"></a> <span style="font-size: small;">Apabila selama perusahaan menyimpan persediaan terjadi inflasi maka perusahaan akan mendapatkan laba semu akibat kenaikan harga ini. Laba semu ini yang disebut dengan istilah holding gains merupakan laba yang tidak tersedia untuk dibagikan sebagai dividen. Manajemen dan pembaca laporan keuangan harus menyadari tentang adanya holding gains ini, agar tidak mengambil keputusan yang keliru. </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="65"></a> <span style="font-size: small;">Persediaan merupakan elemen aktiva lancar yang penting, sebab sukses tidaknya perencanaan dan pengawasan persediaan akan berpengaruh besar terhadap keberhasilan suatu perusahaan. Elemen persediaan akan berpengaruh terhadap penentuan laba perusahaan, penentuan tingkat likuiditas perusahaan, dan kebenaran penyajian neraca. </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="66"></a> <span style="font-size: small;">Akuntansi persediaan dapat dilakukan dengan dua cara, sistem berkala, dan sistem permanen. Dalam sistem berkala pembelian barang dagangan atau bahan baku akan dicatat dalam rekening Pembelian. Pada akhir periode akan dihitung jumlah barang atau bahan baku yang masih ada. Kemudian, melalui jurnal penyesuaian terhadap persediaan, barulah dapat ditentukan jumlah harga pokok penjualan atau jumlah pemakaian bahan baku. </span></div></li>
<li> <div style="line-height: 150%;"><a href="" name="67"></a><span style="font-size: small;">Dalam sistem permanen setiap pembelian barang atau bahan baku langsung dicatat dalam rekening Persediaan. Demikian juga pada saat penjualan atau pemakaian barang atau pemakaian baha baku, jumlah harga pokok barang yang dikeluarkan langsung dikredit pada rekening Persediaan, sedangkan debetnya dicatat dalam rekening Harga Pokok Penjualan atau Pemakaian Bahan Baku. </span></div></li>
</ol><div style="line-height: 150%;"><a href="" name="68"></a><span style="font-size: small;"><br />
<b>Penilaian Persediaan</b> </span></div><ol><li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="69"></a> <span style="font-size: small;">Persediaan tidak hanya menunjukkan jumlah persediaan yang berada di gudang perusahaan saja, tetapi meliputi juga barang-barang milik perusahaan yang masih ada dalam perjalanan yang dititipkan pada perusahaan lain (barang konsinyasi), dan barang-barang secara ekonomis masih di bawah penguasaan perusahaan. </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="610"></a> <span style="font-size: small;">Kesalahan penyajian di dalam persediaan akan mengakibatkan kesalahan dalam laporan keuangan. Kegagalan antuk mencatat pembelian dan utang usaha, memang tidak akan berpengaruh terhadap laba perusahaan, tetapi akan berpengaruh terhadap rasio lancar perusahaan. </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="611"></a> <span style="font-size: small;">Persediaan sebagaimana dengan aktiva lain akan dicatat sebesar harga perolehannya (cost) Hinga perolehan persediaan mencakup seluruh beban atau pengeluaran yang diperlukan untuk menempatkan persediaan atau memproses menjadi barang jadi yang siap untuk dijual. Dengan demikian, secara teoretis batas pengangkutan, biaya proses pembelian, biaya penyimpanan harus dialokasikan sebagai bagian dari harga perolehan persediaan. </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="612"></a> <span style="font-size: small;">Beban periode tidak boleh dikapitalisasi dalam persediaan. Namun dalam kasus tertentu (discrete projects) beban bunga yang berkaitan dengan pembuatan kapal atau pembangunan real estate harus dikapitalisasi sebagai bagian dari aktiva yang bersangkutan. </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="613"></a> <span style="font-size: small;">Potongan pembelian harus diperlakukan sebagai pengurang dari pembelian, tidak dicatat sebagai pendapatan lain-lain. Cara pencatatan pembelian dapat dilakukan dengan mencatat pembelian sebesar jumlah brutonya atau mencatatnya sejumlah netonya. Apabila menggunakan cara yang kedua, potongan pembelian yang tidak diambil akan dicatat dalam rekening Kerugian Potongan Pembelian yang akan disajikan dalam perhitungan laba rugi sebagai elemen biaya lain-lain. Jumlah ini dapat digunakan sebagai alat pengukur efisiensi manajer keuangan di dalam mengelola keuangannya. </span></div></li>
<li> <div style="line-height: 150%;"><a href="" name="614"></a><span style="font-size: small;">Persediaan barang dalam proses dan barang jadi berisi kumpulan biaya-biaya, seperti biaya pemakaian bahan baku, tenaga kerja langsung, dan biaya overhead pabrik. Dalam perusahaan industri perhitungan biaya pembuatan persediaan ini, biasanya dengan menggunakan skedul laporan tersendiri. </span></div></li>
</ol><div style="line-height: 150%;"><span style="font-size: small;"><br />
<b>Metode Penilaian Persediaan</b> </span></div><ol><li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="616"></a> <span style="font-size: small;">Dalam akuntansi persediaan dikenal beberapa metode penilaian, antara lain metode MPKP, MTKP, nilai rupiah MTKP, metode rata-rata, persediaan besi, dan harga perolehan standar. Sebetulnya selain metode-metode di atas terdapat juga metode penilaian yang lain, yang didasarkan pada harga taksiran. Metode harga taksiran ini akan dibahas dalam Modul 7. </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="617"></a> <span style="font-size: small;">Penggunaan metode MTKP akan mengakibatkan laba bersih yang lebih rendah, tetapi akan menaikkan saldo akhir kas. Dalam contoh ini dianggap harga-harga naik, namun apabila harga cenderung menurun akibatnya akan menjadi sebaliknya. </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="618"></a> <span style="font-size: small;">Dalam keadaan harga cenderung meningkat metode MTKP akan menghasilkan nilai persediaan yang lebih rendah, sedangkan metode MPKP akan menghasilkan nilai persediaan yang mendekati harga yang berlaku. Nilai persediaan yang dihasilkan metode rata-rata akan berada di antara hasil yang dihitung dengan metode MTKP dan MPKP. </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="619"></a> <span style="font-size: small;">Untuk mengatasi kelemahan yang ada pada metode MTKP dikembangkan metode Nilai-rupiah MTKP. Metode ini digunakan untuk mengatasi pengaruh yang timbul karena adanya kenaikan jumlah unit persediaan lain yang sejenis yang jumlahnya cukup berarti. </span></div></li>
<li> <div style="line-height: 150%;"><a href="" name="620"></a><span style="font-size: small;">Metode penilaian yang lain adalah metode persediaan besi dan harga perolehan standar. Dalam metode persediaan besi ditetapkan lebih persediaan yang harus ada dalam perusahaan, baik dalam unitnya maupun harga per unitnya. Selisih antara persediaan besi dengan persediaan yang ada dinilai sebesar harga perolehannya dan digunakan untuk menambah atau mengurangi jumlah persediaan besinya dalam metode harga biaya standar, persediaan dinilai sebesar harga perolehan standar yang telah ditetapkan di muka. Namun, apabila selisih antara harga standar dengan harga sesungguhnya cukup berarti maka persediaan harus dinilai atas dasar harga sesungguhnya </span></div></li>
</ol><div style="line-height: 150%;"><span style="font-size: small;"><br />
<b>Penilaian Berdasarkan Harga Terendah Diantara Harga Pokok dan Harga Pasar</b> </span></div><ol><li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="73"></a> <span style="font-size: small;">Penilaian persediaan berdasarkan harga yang terendah di antara harga pokok dan harga pasar, pada umumnya digunakan jika terjadi manfaat dari persediaan tidak lagi sepadan dengan harga pokoknya. </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="74"></a> <span style="font-size: small;">Beberapa tahap yang harus dilakukan apabila cara penilaian harga yang paling rendah antara harga pokok dan harga pasar akan dipakai, yaitu berikut ini. </span></div><ol><li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="75"></a> <span style="font-size: small;">Tahap pengumpulan data. </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="76"></a> <span style="font-size: small;">Tahap penentuan batas atas/tertinggi (ceiling) dan batas terendah (floor). </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="77"></a> <span style="font-size: small;">Memilih harga yang paling rendah di antara harga pokok dan harga pasar sebagai dasar penilaian. </span></div></li>
</ol></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="78"></a> <span style="font-size: small;">Metode harga yang paling rendah di antara harga pokok dan harga pasar dapat diterapkan berdasarkan: </span></div><ol><li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="79"></a> <span style="font-size: small;">jenis tiap-tiap persediaan; </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="710"></a> <span style="font-size: small;">masing-masing kelompok persediaan; </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="711"></a> <span style="font-size: small;">keseluruhan persediaan. </span></div></li>
</ol></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="712"></a> <span style="font-size: small;">Akuntansi terhadap rugi penurunan nilai persediaan adalah: </span></div><ol><li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="713"></a> <span style="font-size: small;">rugi penurunan nilai persediaan, tidak dilaporkan terpisah dari harga pokok penjualan; </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="714"></a> <span style="font-size: small;">rugi penurunan nilai persediaan, dilaporkan terpisah dari harga pokok penjualan digunakan metode: </span></div></li>
<li><br />
<dt><a href="" name="715"></a><span style="font-size: small;">langsung; </span> </dt><br />
</li>
<li><br />
<dt> <span style="font-size: small;">cadangan. </span> </dt><br />
</li>
</ol></li>
</ol><div style="line-height: 150%;"><span style="font-size: small;"><br />
<b>Metode Taksiran</b> </span></div><ol><li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="717"></a> <span style="font-size: small;">Penentuan jumlah persediaan dapat didasarkan pada harga pokok (cost) yang didasarkan pada hasil perhitungan yang teliti, baik melalui catatan persediaan secara terus-menerus (perpetual inventory method) maupun didasarkan pada hasil perhitungan fisik, kemudian dihitung harga pokoknya secara teliti (physical inventory method). Namun, dalam kaitan adanya kebutuhan informasi secara cepat, baik dalam rangka penyusunan laporan keuangan jangka pendek maupun kebutuhan informasi persediaan untuk tujuan lain, penentuan jumlah persediaan dapat dilakukan secara taksiran, yaitu dengan menggunakan Metode Laba Kotor dan Metode Harga Jual Eceran. Cara yang demikian ini, terutama akan sangat bermanfaat bagi pengusaha Toko Serba ada (swalayan). </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="718"></a> <span style="font-size: small;">Dalam metode laba kotor maka langkah pertama kali yang harus dilakukan adalah menentukan persentase laba kotor. Persentase ini dapat didasarkan pada harga pokok maupun harga jual. Setelah diketahui laba kotornya berikutnya adalah menentukan harga pokok barang yang dijual, yaitu hasil penjualan dikurangi laba kotor. Harga pokok penjualan dikurangkan terhadap harga barang yang tersedia untuk dijual akan dapat diperoleh “jumlah persediaan”. </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="719"></a> <span style="font-size: small;">Dalam metode harga jual eceran maka langkah-langkah yang harus dilakukan adalah sebagai berikut. </span></div><ol><li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="720"></a> <span style="font-size: small;">Persediaan awal ditentukan nilainya baik berdasarkan harga pokok maupun berdasarkan harga jual eceran </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="721"></a> <span style="font-size: small;">Setiap kali ada pembelian maka harus ditentukan harga pokok maupun harga jualnya. </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="722"></a> <span style="font-size: small;">Menentukan perlakuan terhadap perubahan harga jual eceran (kenaikan harga pembatalan kenaikan harga, penurunan harga dan pembatalan penurunan harga serta potongan-potongan khusus dan adanya barang yang rusak). </span></div></li>
<li> <div style="line-height: 150%;"><a href="" name="723"></a><span style="font-size: small;">Menentukan persentase harga pokok terhadap harga jual dengan memperhatikan hal-hal sebagai berikut. </span></div><ol><li><br />
<dt><a href="" name="724"></a><span style="font-size: small;">Kalau penentuan jumlah persediaan didasarkan pada MPKP maka persediaan awal periode tidak dimasukkan dalam perhitungan. </span> </dt><br />
</li>
<li><br />
<dt> <span style="font-size: small;">Kalau penentuan jumlah persediaan didasarkan pada rata-rata maka persediaan awal turut diperhitungkan. </span> </dt><br />
</li>
<li><br />
<dt> <span style="font-size: small;">Kalau penentuan jumlah persediaan didasarkan pada MTKP maka digunakan metode nilai rupiah (dengan indeks). </span> </dt><br />
</li>
<li><br />
<dt> <span style="font-size: small;">Kalau penilaian persediaan didasarkan pada “yang terendah antara harga pokok dan harga pasar” maka penurunan harga jual eceran tidak diperhitungkan dalam perhitungan persentase harga pokok tetapi ditambahkan pada penjualan. </span> </dt><br />
</li>
</ol></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="725"></a> <span style="font-size: small;">Menentukan jumlah persediaan berdasarkan harga pokok jual eceran dengan cara mengurangkan hasil penjualan terhadap barang yang tersedia untuk dijual berdasarkan harga jual. </span></div></li>
<li> <div style="line-height: 150%;"><a href="" name="726"></a><span style="font-size: small;">Menentukan jumlah persediaan berdasarkan harga pokok dengan cara mengalikan persentase harga pokok (cost ratio) terhadap persediaan berdasarkan harga jual. </span></div></li>
</ol></li>
</ol><div style="line-height: 150%;"><span style="font-size: small;"><br />
<b>Penilain Persediaan Pada Perusahaan Pengolahan dan Kontrak Jangka Panjang</b> </span></div><ol><li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="728"></a> <span style="font-size: small;">Terdapat 2 cara dalam mengumpulkan biaya produksi pada perusahaan pengolahan. Caranya, yaitu dengan menggunakan bentuk proses dan bentuk pesanan. Perusahaan pengolahan yang menggunakan bentuk proses jika produk atau barang yang dihasilkan homogen, dan menggunakan bentuk pesanan jika barang yang dihasilkan berbeda-beda sesuai dengan permintaan pemesan. </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="729"></a> <span style="font-size: small;">Pengakuan pendapatan dan penilaian persediaan pada kontrak-kontrak jangka panjang ada 2 alternatif sebagai berikut. </span></div><ol><li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="730"></a> <span style="font-size: small;">Metode persentase penyelesaian. </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="" name="731"></a> <span style="font-size: small;">Metode kontrak selesai.</span></div></li>
</ol></li>
<li> <div style="line-height: 150%;"><a href="" name="732"></a><span style="font-size: small;">Pada metode persentase penyelesaian pendapatan diakui selama masa pembangunan secara berkala (prioritas) sejalan dengan tingkat penyelesaian pekerjaan. Sedangkan pada metode kontrak selesai pendapatan diakui setelah selesainya pekerjaan. </span></div></li>
</ol><div style="line-height: 150%;"><span style="font-size: small;"><br />
</span></div></b></b></i></i></i>AKUNTANSIhttp://www.blogger.com/profile/17813452119288654052noreply@blogger.com3tag:blogger.com,1999:blog-6492863099251677502.post-62299902607307629502011-12-02T08:20:00.001-08:002011-12-02T08:23:23.739-08:00Klasifikasi Piutang dan Piutang Wesel<i><b><b><i><i><b><b></b></b></i></i></b></b></i><br />
<div style="line-height: 150%;"><i><b><i><i><b><b><span style="font-size: small;"><b>Klasifikasi Piutang dan Piutang Wesel</b> </span></b></b></i></i></b></i></div><i><i><i><b><b> </b></b></i></i></i><br />
<ol><li><i><i><i><b><b> <div style="line-height: 150%; margin-bottom: 0;"><a href="http://www.blogger.com/post-edit.g?blogID=6492863099251677502&postID=6229990260730762950" name="511"></a> <span style="font-size: small;">Piutang menurut sumber terjadinya dapat dibedakan menjadi piutang usaha dan piutang nonusaha. Piutang usaha timbul karena adanya penyerahan barang atau jasa dalam rangka menjalankan kegiatan usaha normal perusahaan. Sedangkan piutang di luar piutang usaha dikelompokkan sebagai piutang lain-lain atau piutang nonusaha. </span></div></b></b></i></i></i></li>
<i><i><i><b><b>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="http://www.blogger.com/post-edit.g?blogID=6492863099251677502&postID=6229990260730762950" name="512"></a> <span style="font-size: small;">Piutang usaha yang didukung dengan promes (surat kesanggupan membayar) dikelompokkan sebagai wesel tagih (piutang wesel). Piutang wesel, piutang usaha, dan piutang lain-lain harus disajikan secara terpisah dengan identifikasi yang jelas. </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="http://www.blogger.com/post-edit.g?blogID=6492863099251677502&postID=6229990260730762950" name="513"></a> <span style="font-size: small;">Surat wesel biasanya berisi informasi tentang pihak yang akan menerima pembayaran, pembuat surat wesel, tanggal dan jatuh tempo wesel, jumlah nominal, dan bunga wesel (kalau ada). Bunga wesel dinyatakan dalam angka persentase yang menunjukkan tingkat bunga dalam satu tahun. </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="http://www.blogger.com/post-edit.g?blogID=6492863099251677502&postID=6229990260730762950" name="514"></a> <span style="font-size: small;">Bila perusahaan memerlukan dana (uang) segera perusahaan dapat mendiskontokan piutang weselnya ke lembaga-lembaga keuangan. Pendiskontoan ini tidak sama dengan penjualan, sebab perusahaan masih bertanggung jawab terhadap pelunasan wesel yang didiskontokan tersebut. Artinya, apabila lembaga keuangan tidak berhasil menagih surat wesel yang didiskontokan maka perusahaan berkewajiban melunasinya. Selisih antara nilai wesel saat jatuh tempo dengan hasil pendiskontoan akan dicatat perusahaan sebagai biaya bunga atau pendapatan bunga. Piutang wesel yang didiskontokan dalam neraca harus diungkapkan dan diklasifikasikan sebagai utang bersyarat. </span></div></li>
<li> <div style="line-height: 150%;"><a href="http://www.blogger.com/post-edit.g?blogID=6492863099251677502&postID=6229990260730762950" name="515"></a><span style="font-size: small;">Piutang wesel yang telah kedaluwarsa harus diklasifikasikan menjadi piutang usaha sebesar nominalnya ditambah bunganya. Kecuali kalau dipastikan piutang wesel yang kedaluwarsa tersebut akan segera dilunasi oleh debitur. </span></div></li>
</b></b></i></i></i></ol><div style="line-height: 150%;"><i><i><i><b><b><a href="http://www.blogger.com/post-edit.g?blogID=6492863099251677502&postID=6229990260730762950" name="516"></a><span style="font-size: small;"><br />
<b>Piutang Wesel</b> </span></b></b></i></i></i></div><ol><li><i><i><i><b><b> <div style="line-height: 150%; margin-bottom: 0;"><a href="http://www.blogger.com/post-edit.g?blogID=6492863099251677502&postID=6229990260730762950" name="517"></a> <span style="font-size: small;">Wesel tagih dicatat sebesar nilai tunainya, yaitu jumlah uang yang diterima oleh si peminjam uang. Masalah penilaian akan timbul bila si debitur tidak menerima uang, tetapi menerima aktiva tetap, barang atau jasa dari jasa dari si kreditor. </span></div></b></b></i></i></i></li>
<i><i><i><b><b>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="http://www.blogger.com/post-edit.g?blogID=6492863099251677502&postID=6229990260730762950" name="518"></a> <span style="font-size: small;">Transaksi wesel antara 2 belah pihak yang bebas selalu akan menyangkut bunga. Dalam wesel berbunga nilai tunai wesel akan sama dengan nilai nominal wesel, sedangkan pada wesel tanpa bunga nilai nominal sudah implisit (tersirat) di dalamnya bunga wesel. Oleh sebab itu, pada wesel tanpa bunga nilai tunainya harus dihitung dulu sebelum dicatat dalam pembukuan. Tetapi apabila wesel tersebut menyangkut periode satu tahun atau kurang maka wesel tersebut dapat dicatat sebesar nilai nominalnya. </span></div></li>
<li> <div style="line-height: 150%;"><a href="http://www.blogger.com/post-edit.g?blogID=6492863099251677502&postID=6229990260730762950" name="519"></a><span style="font-size: small;">Dalam pertukaran aktiva tetap, barang atau jasa dengan wesel maka harus ditentukan nilai tunai dari wesel tersebut. Nilai tunai dari wesel tersebut adalah harga kontan dari aktiva tetap, barang atau jasa yang dipertukarkan. Perbedaan antara nilai tunai dengan jumlah yang akan diterima pada saat wesel jatuh tempo dibebankan sebagai bunga. </span></div></li>
</b></b></i></i></i></ol><div style="line-height: 150%;"><i><i><i><b><b><a href="http://www.blogger.com/post-edit.g?blogID=6492863099251677502&postID=6229990260730762950" name="520"></a><span style="font-size: small;"><br />
<b>Piutang Usaha</b> </span></b></b></i></i></i></div><ol><li><i><i><i><b><b> <div style="line-height: 150%; margin-bottom: 0;"><a href="http://www.blogger.com/post-edit.g?blogID=6492863099251677502&postID=6229990260730762950" name="521"></a> <span style="font-size: small;">Piutang dan utang harus diklasifikasikan dalam kelompok lancar dan tidak lancar. Piutang usaha, piutang wesel, piutang bunga, dan sebagainya yang diperkirakan dapat diterima pembayarannya dalam tempo satu tahun atau kurang dihitung sejak tanggal neraca harus disajikan sebagai elemen aktiva lancar. Utang usaha, utang wesel, utang bunga, utang gaji, dan sebagainya yang harus dibayar dalam waktu satu tahun atau kurang harus disajikan dalam neraca sebagai elemen utang lancar. </span></div></b></b></i></i></i></li>
<i><i><i><b><b>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="http://www.blogger.com/post-edit.g?blogID=6492863099251677502&postID=6229990260730762950" name="522"></a> <span style="font-size: small;">Piutang dalam neraca dilaporkan sebesar nilai realisasinya atau sejumlah yang diharapkan dapat ditagih. Selisihnya disajikan dalam pos cadangan kerugian piutang. Akuntansi untuk kerugian piutang bisa menerapkan metode langsung dan metode cadangan. Dalam metode langsung kerugian piutang diakui pada saat piutang betul-betul diketahui tidak dapat ditagih. Pada saat tersebut perusahaan akan membuat jurnal dengan mendebet rekening Biaya Kerugian Piutang dan mengredit rekening Piutang Usaha. Dalam metode cadangan kerugian piutang ditaksir setiap akhir periode melalui jurnal penyesuaian debet rekening Biaya Kerugian Piutang dan kredit rekening Cadangan Kerugian Piutang. Biaya kerugian piutang tidak berbeda dengan biaya-biaya lain dan akan disajikan dalam laporan rugi-laba, sedangkan rekening cadangan kerugian piutang akan disajikan dalam neraca sebagai lawan rekening piutang usaha. </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="http://www.blogger.com/post-edit.g?blogID=6492863099251677502&postID=6229990260730762950" name="523"></a> <span style="font-size: small;">Di dalam menaksir biaya kerugian piutang (cadangan kerugian piutang) perusahaan dapat menggunakan dua pendekatan, yaitu pendekatan rugi-laba dan pendekatan neraca. Pendekatan rugi-laba digunakan untuk menaksir besarnya kerugian piutang. Dan untuk penghitungan digunakan persentase tertentu dari penjualan (yang paling tepat adalah penjualan kredit neto) selama periode tertentu. Sedangkan pendekatan neraca dipakai untuk menaksir jumlah cadangan kerugian piutang dengan cara menganalisis piutang yang diragukan pengumpulannya. Cara yang paling umum adalah dengan menggunakan daftar umur piutang. </span></div></li>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="http://www.blogger.com/post-edit.g?blogID=6492863099251677502&postID=6229990260730762950" name="524"></a><a href="http://www.blogger.com/post-edit.g?blogID=6492863099251677502&postID=6229990260730762950" name="525"></a> <span style="font-size: small;">Utang dan piutang usaha yang terjadi antara perusahaan yang sama harus disajikan secara tersendiri, tidak boleh disajikan jumlah netonya saja. Untuk piutang yang bersaldo kredit dalam neraca harus dilaporkan sebagai utang dan untuk utang yang bersaldo debet harus disajikan sebagai elemen piutang. </span></div></li>
</b></b></i></i></i></ol><div style="line-height: 150%;"><i><i><i><b><b><a href="http://www.blogger.com/post-edit.g?blogID=6492863099251677502&postID=6229990260730762950" name="527"></a><a href="http://www.blogger.com/post-edit.g?blogID=6492863099251677502&postID=6229990260730762950" name="526"></a><span style="font-size: small;"><br />
<b>Piutang Usaha Sebagai Sumber Kas</b> </span></b></b></i></i></i></div><ol><li><i><i><i><b><b> <div style="line-height: 150%; margin-bottom: 0;"><a href="http://www.blogger.com/post-edit.g?blogID=6492863099251677502&postID=6229990260730762950" name="528"></a> <span style="font-size: small;">Selain dengan cara penagihan piutang usaha juga dapat digunakan sebagai sumber kas (pembelanjaan), dengan cara menjadikan sebagai jaminan (pledging), asinyasi (assignment), dan menjualnya (factoring). Apabila piutang usaha dijadikan jaminan maka tidak menimbulkan masalah akuntansi khusus. Piutang usaha yang dijaminkan tidak perlu disendirikan, hanya saja dalam penyajiannya pada neraca harus diungkapkan. </span></div></b></b></i></i></i></li>
<i><i><i><b><b>
<li> <div style="line-height: 150%; margin-bottom: 0;"><a href="http://www.blogger.com/post-edit.g?blogID=6492863099251677502&postID=6229990260730762950" name="529"></a> <span style="font-size: small;">Dalam hal terjadi asinyasi piutang usaha maka piutang usaha yang diasinyasikan harus disendirikan, dan pinjaman dari lembaga keuangan dicatat sebagai utang wesel. Asinyasi biasanya pula dilakukan atas dasar non-notification, artinya si debitur perusahaan (yang utangnya diasinyasikan) tidak diberitahu tentang adanya asinyasi tersebut. Asinyasi dapat pula dilakukan atas dasar notification, yang berarti pelanggan atau debitur diberi tahu tentang adanya assinyasi ini dan diperintahkan untuk membayar utangnya langsung kepada lembaga keuangan. Dalam asinyasi, jumlah yang dipinjam perusahaan lebih kecil daripada jumlah piutang yang diasinyasikan. Akan tetapi, pengumpulan piutang melebihi jumlah pinjaman kelebihannya tetap menjadi hak assignor. Sebaliknya bila hasil penagihan lebih kecil daripada jumlah pinjaman, assignor tetap bertanggung jawab terhadap pelunasan jumlah pinjamannya kepada assignee. </span></div></li>
<li> <div style="line-height: 150%;"><a href="http://www.blogger.com/post-edit.g?blogID=6492863099251677502&postID=6229990260730762950" name="530"></a><span style="font-size: small;">Penjualan piutang usaha (factoring) merupakan hal yang baru di negara kita. Akan tetapi, factoring ini sudah dikenal di dunia usaha Indonesia, terutama di kota-kota besar. Dalam factoring risiko kredit dan penagihan dilimpahkan kepada pembeli piutang usaha (factor) sehingga perusahaan tidak bertanggung jawab lagi terhadap adanya kerugian piutang dan biaya penagihan. Untuk melindungi factor terhadap kemungkinan adanya retur dan keringanan penjualan, factor dapat menahan sebagian dari harga beli piutang sampai dengan selesainya perjanjian factoring. </span></div></li>
</b></b></i></i></i></ol>AKUNTANSIhttp://www.blogger.com/profile/17813452119288654052noreply@blogger.com0tag:blogger.com,1999:blog-6492863099251677502.post-77908122580477380582011-12-02T08:19:00.000-08:002011-12-02T08:19:12.407-08:00KAS<div style="font-family: "Courier New",Courier,monospace;"><span style="font-size: small;"><i><b><b><i><i><b><b></b></b></i></i></b></b></i></span></div><div style="line-height: 150%;"><span style="font-size: small;"><i><b><i><i><b><b>KAS </b></b></i></i></b></i></span></div><span style="font-size: small;"><i><b><i><i><b><b> <ol><li> <div style="line-height: 150%; margin-bottom: 0pt;"><a href="" name="53"></a> Kas yang meliputi uang tunai, simpanan di bank yang setiap saat dapat diambil (giro) dan kertas berharga lainnya yang dapat diuangkan pada bank atau lembaga keuangan lain sebesar nilai nominalnya, harus diawasi dengan baik. Salah satu cara pengawasan agar likuiditas perusahaan terjamin maka harus disusun anggaran kas. Untuk menyusun anggaran maka diperlukan kemampuan memperkirakan penerimaan dan pengeluaran kas di masa yang akan datang. Pengeluaran kas sebaiknya digunakan check, sedangkan untuk pengeluaran yang berjumlah relatif kecil sebaiknya disediakan dana tertentu yang dinamakan “Dana Kas Kecil” Ada dua cara pencatatan kas kecil yaitu sistem dana tetap dan sistem dana berfluktuasi. Perbedaan pokok dari kedua sistem tersebut, yaitu pada sistem dana tetap, pengeluaran dari dana kas kecil tidak perlu di jurnal, seperti pada sistem dana berfluktuasi. </div><div style="line-height: 150%; margin-bottom: 0pt;"><br />
</div></li>
<li> <div style="line-height: 150%; margin-bottom: 0pt;"><a href="" name="54"></a> Untuk mengadakan pengawasan kas di bank maka setiap akhir bulan dibuat “rekonsiliasi bank” untuk menentukan sebab-sebab terjadinya perbedaan saldo kas menurut catatan perusahaan dengan saldo kas menurut laporan bank. Ada beberapa bentuk rekonsiliasi bank, yaitu berikut ini. </div><ol><li> <div style="line-height: 150%; margin-bottom: 0pt;"><a href="" name="55"></a> Rekonsiliasi saldo menurut catatan perusahaan dengan saldo menurut laporan bank untuk mendapatkan saldo yang benar atau rekonsiliasi untuk menentukan saldo yang benar. Hasil akhir dari rekonsiliasi ini, yaitu saldo menurut perusahaan dengan saldo menurut bank akan sama. Rekonsiliasi bentuk ini sering disebut rekonsiliasi dua kolom. </div></li>
<li> <div style="line-height: 150%; margin-bottom: 0pt;"><a href="" name="56"></a> Rekonsiliasi dan identifikasi berbagai penyebab terjadinya perbedaan antara saldo menurut perusahaan dengan saldo menurut laporan bank. Menurut bentuk ini maka saldo menurut catatan perusahaan dianggap yang benar sehingga bertitik tolak dari saldo menurut laporan bank menuju saldo menurut catatan perusahaan. </div><div style="line-height: 150%; margin-bottom: 0pt;"><br />
</div></li>
</ol></li>
<li> <div style="line-height: 150%; margin-bottom: 0pt;"><a href="" name="57"></a> Kadang-kadang rekonsiliasi diperluas penggunaannya, yaitu untuk menguji kebenaran penerimaan dan pengeluaran kas, yaitu mencocokkan kesamaan jumlah penerimaan, pengeluaran maupun saldonya menurut catatan perusahaan dengan menurut laporan bank. Dalam rekonsiliasi ini terdapat dua bentuk rekonsiliasi, yaitu berikut ini. </div><ol><li> <div style="line-height: 150%; margin-bottom: 0pt;"><a href="" name="58"></a> Bentuk rekonsiliasi yang bertitik tolak dari saldo menurut laporan bank menuju saldo menurut catatan perusahaan. Dengan kata lain, rekonsiliasi ini menganggap bahwa saldo menurut bentuk ini sering dinamakan rekonsiliasi 4 kolom. </div></li>
<li> <div style="line-height: 150%;"><a href="" name="59"></a>Bentuk rekonsiliasi yang bertitik tolak dari masing-masing saldo awal, penerimaan, pengeluaran, dan saldo akhir menuju kepada saldo yang benar. Rekonsiliasi bentuk ini sering dinamakan rekonsiliasi delapan kolom. </div></li>
</ol></li>
</ol><div style="line-height: 150%;"><a href="" name="510"></a></div></b></b></i></i></b></i></span>AKUNTANSIhttp://www.blogger.com/profile/17813452119288654052noreply@blogger.com0tag:blogger.com,1999:blog-6492863099251677502.post-66147106979627438742011-12-02T08:12:00.000-08:002011-12-02T08:12:28.082-08:00JURNAL KOREKSI<div style="font-family: Arial,Helvetica,sans-serif;"><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267"> <w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/> <w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/> <w:LsdException Locked="false" Priority="39" Name="toc 1"/> <w:LsdException Locked="false" Priority="39" Name="toc 2"/> <w:LsdException Locked="false" Priority="39" Name="toc 3"/> <w:LsdException Locked="false" Priority="39" Name="toc 4"/> <w:LsdException Locked="false" Priority="39" Name="toc 5"/> <w:LsdException Locked="false" Priority="39" Name="toc 6"/> <w:LsdException Locked="false" Priority="39" Name="toc 7"/> <w:LsdException Locked="false" Priority="39" Name="toc 8"/> <w:LsdException Locked="false" Priority="39" Name="toc 9"/> <w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/> <w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/> <w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/> <w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/> <w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/> <w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/> <w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/> <w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/> <w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/> <w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/> <w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/> <w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/> <w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/> <w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/> <w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/> <w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/> <w:LsdException Locked="false" Priority="37" Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style> <![endif]--> </div><div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"><span style="font-size: small;"><b><i><span style="line-height: 115%;">Jurnal Koreksi</span></i></b><span style="line-height: 115%;"> adalah jurnal yang dibuat untuk membetulkan jurnal yang salah yang sudah terlanjur diposting.</span></span></div><div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"><span style="font-size: small;"><span style="line-height: 115%;">Tata cara penanggulangan kesalahan dilakukan berdasarkan jenis kesalahan yang dilakukan.<span> </span>Ada 4 macam tipe kesalahan :</span></span></div><div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"><span style="font-size: small;"><b><i><span style="line-height: 115%;">Tipe 1</span></i></b></span></div><div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"><span style="font-size: small;"><b><i><span style="line-height: 115%;"> </span></i></b><span style="line-height: 115%;"> <span> </span>Suatu transaksi dicatat langsung ke buku besar. Implikasi kesalahan ini adalah transaksi tersebut belum dicatat di buku jurnal. Untuk mengatasi kesalahan ini, cukup segera dilakukan penjurnalan atas transaksi yang bersangkutan, dengan memberikan keterangan seperlunya agar kesalahan tersebut dapat diterima oleh pihak-pihak yang bersangkutan dengan pembukuan perusahaan.</span></span></div><div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"><span style="font-size: small;"><b><i><span style="line-height: 115%;">Tipe 2</span></i></b><span style="line-height: 115%;"> </span></span></div><div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"><span style="font-size: small;"><span style="line-height: 115%;"> Suatu transaksi sudah dijurnal, namun belum diposting. Untuk mengatasi kesalahan ini, cukup segera dilakukan posting ke rekening buku besar yang bersangkutan.</span></span></div><div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"><span style="font-size: small;"><b><i><span style="line-height: 115%;">Tipe 3</span></i></b></span></div><div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"><span style="font-size: small;"><b><i><span style="line-height: 115%;"> </span></i></b><span style="line-height: 115%;"> <span> </span>Suatu transaksi dijurnal pada rekening atau dengan jumlah rupiah yang salah dan diketahui sebelum dilakukan posting ke buku besar. Untuk jenis kesalahan ini, perlu dilakukan koreksi pada buku jurnal. Prosedur yang dianjurkan untuk koreksi ini adalah sbb :</span></span></div><div class="MsoListParagraphCxSpFirst" style="font-family: Arial,Helvetica,sans-serif; margin-left: 22.5pt; text-align: justify; text-indent: -22.5pt;"><br />
</div><div class="MsoListParagraphCxSpFirst" style="font-family: Arial,Helvetica,sans-serif; margin-left: 22.5pt; text-align: justify; text-indent: -22.5pt;"><span style="font-size: small;"><span style="line-height: 115%;"><span>a)<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span style="line-height: 115%;">Pada nama rekening yang salah, atau jumlah rupiah yang salah buatlah sebuah garis lurus. Buatlah garis tersebut dengan tinta yang relatif mencolok, sehingga kesan tersebut segera dapat dilihat.</span></span></div><div class="MsoListParagraphCxSpMiddle" style="font-family: Arial,Helvetica,sans-serif; margin-left: 22.5pt; text-align: justify; text-indent: -22.5pt;"><span style="font-size: small;"><span style="line-height: 115%;"><span>b)<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span style="line-height: 115%;">Di atas nama rekening atau jumlah rupiah yang salah dan telah bergaris tersebut, bubuhkan nama rekening atau jumlah rupiah yang seharusnya.</span></span></div><div class="MsoListParagraphCxSpLast" style="font-family: Arial,Helvetica,sans-serif; margin-left: 22.5pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"><span style="font-size: small;"><b><i><span style="line-height: 115%;">Contoh</span></i></b><span style="line-height: 115%;"> : Sebuah Transaksi Pembelian Perangkat Kantor sejumlah Rp.250.000 tunai, keliru dicatat sebagai Pembelian Bahan Habis Pakai Rp.205.000 tunai. Koreksi kesalahan pada pencatatan transaksi di atas dapat dilihat pada jurnal di bawah ini .</span></span></div><div class="MsoNormalCxSpMiddle" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><br />
</div><div class="MsoNormalCxSpMiddle" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: small;"><span>Perangkat Kantor<span> </span>Rp.250.000</span></span></div><div class="MsoNormalCxSpMiddle" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: small;"><b><s><span style="color: red;">Bahan Habis Pakai</span></s></b><span><span> </span><b><s><span style="color: red;">Rp.205.000</span></s></b></span></span></div><div class="MsoNormalCxSpMiddle" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: small;"><span><span> </span><span> </span>Rp.250.000</span></span></div><div class="MsoNormalCxSpMiddle" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify; text-indent: 0.5in;"><span style="font-size: small;"><span>Kas<span> </span><b><s><span style="color: red;">Rp.205.000</span></s></b></span></span></div><div class="MsoNormalCxSpMiddle" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: small;"><span><span> </span></span></span></div><div class="MsoNormalCxSpMiddle" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: small;"><span>( Mencatat Pembelian Tunai <b><s><span style="color: red;">Bahan Habis Pakai</span></s></b> )</span></span></div><div class="MsoNormalCxSpMiddle" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: small;"><span><span> </span>Perangkat Kantor</span></span></div><div class="MsoNormalCxSpMiddle" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><br />
</div><div class="MsoNormalCxSpLast" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: small;"><b><i><span>Tipe 4</span></i></b></span></div><div class="MsoNormalCxSpLast" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: small;"><b><i><span> </span></i></b><span> Suatu transaksi dijurnal pada rekening atau jumlah rupiah yang salah dan diketahui sesudah jurnal itu diposting ke buku besar. Untuk jenis kesalahan ini, harus diselenggarakan suatu Jurnal Koreksi. </span></span></div><div class="MsoNormalCxSpLast" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: small;"><span>Fungsi Jurnal Koreksi adalah :</span></span></div><div class="MsoListParagraphCxSpFirst" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify; text-indent: -0.25in;"><span style="font-size: small;"><span><span>a)<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> 1. </span></span></span><span>Menetralkan kesalahan</span></span></div><div class="MsoListParagraphCxSpLast" style="font-family: Arial,Helvetica,sans-serif; text-align: justify; text-indent: -0.25in;"><span style="font-size: small;"><span style="line-height: 115%;"><span>b)<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> 2. </span></span></span><span style="line-height: 115%;">Mencatat transaksi seperti yang seharusnya.</span></span></div><div class="MsoNormalCxSpFirst" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"><span style="font-size: small;"><b><i><span style="line-height: 115%;"><span> </span> </span></i></b></span></div><div class="MsoNormalCxSpFirst" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"><span style="font-size: small;"><b><i><span style="line-height: 115%;">Contoh</span></i></b><span style="line-height: 115%;"> :</span></span></div><div class="MsoNormalCxSpFirst" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"><span style="font-size: small;"><span style="line-height: 115%;"> Sebuah Transaksi Pengeluaran Kas sebesar Rp.250.000 untuk Pembelian Perangkat Kantor telah dijurnal dan diposting. Sesudah posting diketahui bahwa penjurnalan dilakukan dengan mendebit Bahan Habis Pakai dan mengkredit Kas masing-masing sebesar Rp.250.000.</span></span></div><div class="MsoNormalCxSpMiddle" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"><span style="font-size: small;"><span style="line-height: 115%;">Untuk membuat Jurnal Koreksi, caranya kita harus mengetahui jurnal yang salah dan jurnal yang seharusnya. Baru setelah itu dapat kita buat jurnal koreksinya.</span></span></div><div class="MsoNormalCxSpMiddle" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><br />
</div><div class="MsoNormalCxSpMiddle" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: small;"><b><i><span>Jurnal yang salah </span></i></b></span></div><div class="MsoNormalCxSpMiddle" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: small;"><span>Bahan Habis Pakai<span> </span><span> </span>Rp.250.000</span></span></div><div class="MsoNormalCxSpMiddle" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: small;"><span><span> </span>Kas<span> </span><span> </span>Rp.250.000</span></span></div><div class="MsoNormalCxSpMiddle" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><br />
</div><div class="MsoNormalCxSpMiddle" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: small;"><b><i><span>Jurnal yang seharusnya</span></i></b></span></div><div class="MsoNormalCxSpMiddle" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: small;"><span>Perangkat Kantor<span> </span><span> </span>Rp.250.000</span></span></div><div class="MsoNormalCxSpMiddle" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: small;"><span><span> </span>Kas<span> </span><span> </span>Rp.250.000</span></span></div><div class="MsoNormalCxSpMiddle" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><br />
</div><div class="MsoNormalCxSpMiddle" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: small;"><b><i><span>Jurnal koreksi yang harus dibuat</span></i></b></span></div><div class="MsoNormalCxSpMiddle" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: small;"><span>Perangkat Kantor<span> </span><span> </span>Rp.250.000</span></span></div><div class="MsoNormalCxSpMiddle" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: small;"><span><span> </span>Bahan Habis Pakai<span> </span><span> </span><span> </span>Rp.250.000</span></span></div><div class="MsoNormalCxSpMiddle" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><br />
</div><div class="MsoNormalCxSpMiddle" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: justify;"><span style="font-size: small;"><span>Selanjutnya Jurnal Koreksi di atas harus diposting ke buku besar.</span></span></div>AKUNTANSIhttp://www.blogger.com/profile/17813452119288654052noreply@blogger.com0