tag:blogger.com,1999:blog-36630924153106094912024-03-11T21:52:18.704-07:00ILMU BERMANFAATilmu tak akan berarti tanpa ada amalIsac Lestartohttp://www.blogger.com/profile/10454739571624222184noreply@blogger.comBlogger72125tag:blogger.com,1999:blog-3663092415310609491.post-31498253824008695952013-05-27T22:01:00.003-07:002013-05-27T22:07:43.810-07:00wanita itu pilar bangsa<div dir="ltr" style="text-align: left;" trbidi="on">
read this<br />
sesuatu yang perlu dan harus kita semua renungi, bahwa yahudi akan terus berusaha memerangi umat muslim<br />
seorang bernama Muhammad Quthb mengatakan :<br />
<br />
<span style="font-size: large;">“Seorang anak yang rusak masih bisa menjadi baik asal ia pernah
mendapatkan pengasuhan seorang ibu yang baik. Sebaliknya, seorang ibu
yang rusak akhlaknya, hanya akan melahirkan generasi yang rusak pula
akhlaknya. Itulah mengapa yang dihancurkan pertama kali oleh Yahudi
adalah wanita.”</span><br />
<br />
<span style="font-size: large;"><span style="font-size: x-small;">sumber : http://www.voa-islam.com/news/indonesiana/2013/05/26/24803/pengamat-zionis-fatin-ajang-pencarian-bakat-program-yahudi/</span> </span><br />
<br />
<span style="font-size: large;"><span style="font-size: small;">tulisan ini<span style="font-size: large;"> <span style="font-size: small;">bukan untuk memprovokasi umat muslim tetapi lebih kepada memberikan kesadaran mendalam bahwa wanita adalah pilar bangsa. maka kami mencoba memberikan infomasi bahwa wanita harus dan layak untuk kita junjung harkat dan martabatnya. tq :) </span></span></span></span></div>
Isac Lestartohttp://www.blogger.com/profile/10454739571624222184noreply@blogger.com1tag:blogger.com,1999:blog-3663092415310609491.post-84134397752536531662012-12-01T22:06:00.001-08:002012-12-01T22:06:24.259-08:00apakah merk juga memiliki siklus hidup seperti produk??<div dir="ltr" style="text-align: left;" trbidi="on">
tulisan ini masih dalam "<i>sletingan</i>" yang artinya pertanyaan usil dalam benak penulis.<div>
ujung - ujungnya buat rencana bahan skripsi penulis.</div>
<div>
<br /></div>
<div>
nah latar belakangnya adalah diketahui bahwa semua orang tahu mengenai siklus hidup produk, dimana terdapat tahap introduce,growth, mature dan declining. dan realitas yang terjadi adalah perusahaan harus berinovasi produk untuk mempertahankan eksistensinya. sehingga apa DAMPAKnya... </div>
<div>
ialah semakin pendeknya umur sebuah produk.</div>
<div>
contoh, produk fashion dikenal paling cepat siklus hidup produknya (*menurut pengalaman penulis,red) </div>
<div>
lalu...</div>
<div>
apakah merk juga sama....</div>
<div>
nah liat saja SAMPOERNA... pernah kah dia berganti merk.... hanya karena merknya tidak laku</div>
<div>
ok.. ini baru pengantar latar belakang saja, jawabannya masih dicari oleh penulis...</div>
</div>
Isac Lestartohttp://www.blogger.com/profile/10454739571624222184noreply@blogger.com3tag:blogger.com,1999:blog-3663092415310609491.post-75810083326835737782012-10-25T05:25:00.003-07:002012-10-25T05:25:54.631-07:00sebab - sebab timbul perilaku bullying<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
Photo: Shutterstock<br />
<br />
KOMPAS.com - Perilaku bullying atau suka menindas orang lain, tanpa disadari kerap kali dialami anak-anak atau remaja. Sayangnya, para pelaku bullying ini acapkali bukanlah anak atau remaja yang biasa dinilai punya perilaku nakal dalam kesehariannya terutama di rumah. Tak heran jika banyak orangtua yang kaget karena anak mereka terlibat bullying sementara di rumah mereka menunjukkan perilaku yang baik.<br />
<br />
Menurut penelitian yang dilakukan oleh Douglas Gentile dan Brad Bushman dalam Psychology of Popular Media Culture, disebutkan bahwa anak-anak yang terlihat baik juga memiliki risiko untuk menjadi seorang pengganggu dan memiliki beberapa perilaku yang agresif.<br />
<br />
Penelitian ini dilakukan dengan memantau perkembangan dari 430 anak usia 7-11 tahun di kelas 3-5 dari lima sekolah di Minnesota. Dalam studi ini, anak-anak dan guru disurvei dua kali per enam bulan. Agresifitas fisik ini diukur dengan laporan perkembangan diri, laporan teman sebaya, dan juga laporan guru tentang kekerasan yang dilakukan anak. Penelitian ini dilakukan untuk menentukan beragam faktor yang bisa mengubah pribadi anak menjadi negatif .<br />
<br />
Dalam laporan diri, anak-anak dinilai melalui tayangan televisi yang mereka sukai, video game, dan film. Penelitian dilakukan dengan seberapa sering mereka menonton dan bermain video game yang berhubungan dengan kekerasan. Mereka berpendapat bahwa televisi dan video game memegang peranan penting bagi anak untuk mem-bully teman-temannya, karena dianggap seperti permainan.<br />
<br />
Berdasarkan penelitian ini, Gentile dan Bushman mengungkapkan, ada enam faktor yang bisa menyebabkan anak menjadi seorang pengganggu atau melakukan bullying pada temannya. "Ketika semua faktor risiko ini dialami anak, maka risiko agresi dan perilaku bullying akan tinggi. 1-2 faktor risiko bukan masalah besar bagi anak, namun tetap butuh bantuan orang tua untuk mengatasinya," ungkap Gentile.<br />
<br />
1. Kecenderungan permusuhan<br />
Dalam hubungan keluarga maupun pertemanan, permusuhan seringkali tak bisa dihindari. Merasa dimusuhi akan membuat anak merasa dendam dan ingin membalasnya.<br />
<br />
2. Kurang perhatian<br />
Rendahnya keterlibatan dan perhatian orang tua pada anak juga bisa menyebabkan anak suka mencari perhatian dan pujian dari orang lain. Salah satunya pujian pada kekuatan dan popularitas mereka di luar rumah.<br />
<br />
3. Gender sebagai laki-laki<br />
Seringkali orang menilai bahwa menjadi seorang laki-laki harus kuat dan tak kalah saat berkelahi. Hal ini secara tak langsung menjadi image kuat yan menempel pada anak laki-laki bahwa mereka harus mendapatkan pengakuan bahwa mereka lebih kuat dibanding teman laki-laki lainnya. Akhirnya perilaku ini membuat mereka lebih cenderung agresif secara fisik.<br />
<br />
4. Riwayat korban kekerasan<br />
Biasanya, anak yang pernah mengalami kekerasan khususnya dari orang tua lebih cenderung 'balas dendam' pada temannya di luar rumah.<br />
<br />
5. Riwayat berkelahi<br />
Kadang berkelahi untuk membuktikan kekuatan bisa menjadikan seseorang ketagihan untuk tetap melakukannya. Bisa jadi karena mereka senang karena memperoleh pujian oleh banyak orang.<br />
<br />
6. Ekspos kekerasan dari media<br />
Televisi, video game, dan film banyak menyuguhkan adegan kekerasan, atau perang. Meski seharusnya, orang tua melakukan pendampingan saat menonton atau bermain video game untuk anak di bawah umur, nyatanya banyak yang belum melakukan ini. Ekspos media terhadap adegan kekerasan ini sering menginspirasi anak untuk mencobanya dalam dunia nyata. "Sebaiknya dampingi dan beri pengertian pada anak saat menonton film beradegan kekerasan atau bermain video game perkelahian. Karena pengaruh media inilah yang 80 persen bisa membuat perilaku anak menjadi negatif dan terinspirasi untuk melakukannya," sarannya.<br />
</div>
Isac Lestartohttp://www.blogger.com/profile/10454739571624222184noreply@blogger.com0tag:blogger.com,1999:blog-3663092415310609491.post-61250993444740482462012-10-25T05:25:00.001-07:002012-10-25T05:25:53.382-07:00sebab - sebab timbul perilaku bullying<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
Photo: Shutterstock<br />
<br />
KOMPAS.com - Perilaku bullying atau suka menindas orang lain, tanpa disadari kerap kali dialami anak-anak atau remaja. Sayangnya, para pelaku bullying ini acapkali bukanlah anak atau remaja yang biasa dinilai punya perilaku nakal dalam kesehariannya terutama di rumah. Tak heran jika banyak orangtua yang kaget karena anak mereka terlibat bullying sementara di rumah mereka menunjukkan perilaku yang baik.<br />
<br />
Menurut penelitian yang dilakukan oleh Douglas Gentile dan Brad Bushman dalam Psychology of Popular Media Culture, disebutkan bahwa anak-anak yang terlihat baik juga memiliki risiko untuk menjadi seorang pengganggu dan memiliki beberapa perilaku yang agresif.<br />
<br />
Penelitian ini dilakukan dengan memantau perkembangan dari 430 anak usia 7-11 tahun di kelas 3-5 dari lima sekolah di Minnesota. Dalam studi ini, anak-anak dan guru disurvei dua kali per enam bulan. Agresifitas fisik ini diukur dengan laporan perkembangan diri, laporan teman sebaya, dan juga laporan guru tentang kekerasan yang dilakukan anak. Penelitian ini dilakukan untuk menentukan beragam faktor yang bisa mengubah pribadi anak menjadi negatif .<br />
<br />
Dalam laporan diri, anak-anak dinilai melalui tayangan televisi yang mereka sukai, video game, dan film. Penelitian dilakukan dengan seberapa sering mereka menonton dan bermain video game yang berhubungan dengan kekerasan. Mereka berpendapat bahwa televisi dan video game memegang peranan penting bagi anak untuk mem-bully teman-temannya, karena dianggap seperti permainan.<br />
<br />
Berdasarkan penelitian ini, Gentile dan Bushman mengungkapkan, ada enam faktor yang bisa menyebabkan anak menjadi seorang pengganggu atau melakukan bullying pada temannya. "Ketika semua faktor risiko ini dialami anak, maka risiko agresi dan perilaku bullying akan tinggi. 1-2 faktor risiko bukan masalah besar bagi anak, namun tetap butuh bantuan orang tua untuk mengatasinya," ungkap Gentile.<br />
<br />
1. Kecenderungan permusuhan<br />
Dalam hubungan keluarga maupun pertemanan, permusuhan seringkali tak bisa dihindari. Merasa dimusuhi akan membuat anak merasa dendam dan ingin membalasnya.<br />
<br />
2. Kurang perhatian<br />
Rendahnya keterlibatan dan perhatian orang tua pada anak juga bisa menyebabkan anak suka mencari perhatian dan pujian dari orang lain. Salah satunya pujian pada kekuatan dan popularitas mereka di luar rumah.<br />
<br />
3. Gender sebagai laki-laki<br />
Seringkali orang menilai bahwa menjadi seorang laki-laki harus kuat dan tak kalah saat berkelahi. Hal ini secara tak langsung menjadi image kuat yan menempel pada anak laki-laki bahwa mereka harus mendapatkan pengakuan bahwa mereka lebih kuat dibanding teman laki-laki lainnya. Akhirnya perilaku ini membuat mereka lebih cenderung agresif secara fisik.<br />
<br />
4. Riwayat korban kekerasan<br />
Biasanya, anak yang pernah mengalami kekerasan khususnya dari orang tua lebih cenderung 'balas dendam' pada temannya di luar rumah.<br />
<br />
5. Riwayat berkelahi<br />
Kadang berkelahi untuk membuktikan kekuatan bisa menjadikan seseorang ketagihan untuk tetap melakukannya. Bisa jadi karena mereka senang karena memperoleh pujian oleh banyak orang.<br />
<br />
6. Ekspos kekerasan dari media<br />
Televisi, video game, dan film banyak menyuguhkan adegan kekerasan, atau perang. Meski seharusnya, orang tua melakukan pendampingan saat menonton atau bermain video game untuk anak di bawah umur, nyatanya banyak yang belum melakukan ini. Ekspos media terhadap adegan kekerasan ini sering menginspirasi anak untuk mencobanya dalam dunia nyata. "Sebaiknya dampingi dan beri pengertian pada anak saat menonton film beradegan kekerasan atau bermain video game perkelahian. Karena pengaruh media inilah yang 80 persen bisa membuat perilaku anak menjadi negatif dan terinspirasi untuk melakukannya," sarannya.<br />
</div>
Isac Lestartohttp://www.blogger.com/profile/10454739571624222184noreply@blogger.com0tag:blogger.com,1999:blog-3663092415310609491.post-75818182164951161542012-10-25T05:22:00.000-07:002012-10-25T05:22:53.938-07:00<div dir="ltr" style="text-align: left;" trbidi="on">
Cara Pintar Menjaga Kesehatan Ginjal :
1.Mengatur pola makan merupakan tips ampuh menjaga dan merawat
kesehatan ginjal anda. Pilihlah makanan seperti buah-buahan, sayur-
sayuran yang di tanam dengan tanpa pupuk kimia (organik) serta
jauhilah makanan olahan, kurangi konsumsi garam berlebih, serta
konsumsilah ikan atau daging putih tanpa lemak.
2.Menjaga pencernaan merupakan langkah yang dianjurkan untuk
menjaga kesehatan ginjal anda. Ini dapat dilakukan dengan menambah
konsumsi makanan probiotik dan prebiotik serta makanan yang memiliki
atau kaya serat yang cukup tinggi.
3.Stop kebiasaan merokok merupakan langkah berikutnya yang sangat di
anjurkan untuk menjaga kesehatan ginjal anda. ini dikarenakan,
kandungan nikotin dalam rokok berperan penting dalam gangguan ginjal
yang akan anda alami.
4.Stop dari minuman beralkohol sekarang juga. Ini di karenakan dengan
mengkonsumsi alkohol akan berdampak buruk bagi kesehatan ginjal
anda. karena mengakibatkan peningkatan tekanan darah dalam tubuh
anda yang pada akhirnya berujung pada gangguan ginjal anda.
5.Minumlah air putih sesuai dengan kebutuhan tubuh kita. dalam hal ini
6-8 gelas sehari. Ini sangat baik untuk menjaga dan merawat kesehatan
ginjal anda.
6.Rajin berolahraga merupakan tips paling mudah untuk menjaga
kesehatan ginjal anda. dalam hal ini bisa dilakukan seperti jalan kaki atau
berlari setiap pagi.
7.Usahakan tidak mengkonsumsi atau bahkan menghindari beberapa
obat antibiotic dan anti nyeri. Ini dikarenakan dapat merusak ginjal anda
atau konsultasikan tentang penggunaan obat tersebut kepada dokter
spesialis terlebih dahulu.
</div>
Isac Lestartohttp://www.blogger.com/profile/10454739571624222184noreply@blogger.com0tag:blogger.com,1999:blog-3663092415310609491.post-72963463930501776822012-10-25T05:21:00.001-07:002012-10-25T05:21:58.420-07:003 cara agar anak terhindar dari BULLYing<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
KOMPAS.com - Kasus bullying masih kerap terjadi di Indonesia. Psikolog Roslina Verauli, MPsi, mengungkapkan bullying adalah tindakan negatif, baik berupa tindakan fisik atau verbal, yang dilakukan pada orang yang dianggap lemah sehingga menyebabkan tekanan fisik atau mental.<br />
<br />
"Anak-anak yang sering di-bully adalah anak yang cenderung minder, tidak punya teman dan pendiam," ungkap Roslina kepada Kompas Female, saat peluncuran produk kecantikan perempuan beberapa waktu lalu di Jakarta.<br />
<br />
Ia menambahkan, peran aktif orang tua diperlukan untuk meminimalisasi terjadinya bullying anak. Roslina lalu membagi tips untuk memperkecil risiko ancaman bullying pada anak:<br />
<br />
1. Ajarkan anak mengungkapkan ketidaknyamanannya Menurut Roslina, orang tua sering lupa mengajarkan anak agar berani mengungkapkan perasaan ketika merasa tak nyaman atau diperlakukan tak adil. Misal, ketika ada seseorang yang meludah di dekatnya, ajarkan anak untuk menegur orang itu dengan cara yang sopan.<br />
<br />
Senada dengan Roslina, psikolog seksual Zoya Amirin juga pernah mengungkapkan pentingnya hal ini. "Ini juga bisa membantu anak perempuan terhindar dari pelecehan seksual yang mungkin dialami," ujar Zoya kepada Kompas Female, saat kampanye anti-trafficking.<br />
<br /><br />
2. Ajar anak bergaul Salah satu penyebab bullying adalah ketidakmampuan anak untuk memiliki banyak teman, sehingga lebih senang menyendiri. Tipe anak seperti ini cenderung dianggap lemah sehingga mudah ditindas. Kenali penyebab mengapa anak gemar menyendiri, lalu bantu mereka untuk bisa memiliki banyak teman.<br />
<br />
3. Perbaiki konsep mengasuh anak Ketika anak mengalami bullying, jangan buru-buru menyalahkan anak karena tidak bisa melawan. Bisa jadi Anda lah penyebab anak tak berani melawan. "Pola pengasuhan yang salah juga bisa membuat anak bermental lemah dan penakut," jelasnya. Lemahnya mental anak bisa jadi karena Anda menerapkan pola asuh yang terlalu memanjakan dan membatasi kebebasan mereka.<br />
<br />
Solusinya, coba berikan kesempatan pada anak untuk mengembangkan semua kemampuannya supaya anak merasa hebat. Selain itu jangan selalu menyalahkan anak atas kondisi yang dialaminya, karena hanya akan membuat anak depresi.<br />
</div>
Isac Lestartohttp://www.blogger.com/profile/10454739571624222184noreply@blogger.com0tag:blogger.com,1999:blog-3663092415310609491.post-8231244584025110172012-10-11T04:39:00.001-07:002012-10-11T04:39:48.170-07:00<div dir="ltr" style="text-align: left;" trbidi="on">
<br /></div>
Isac Lestartohttp://www.blogger.com/profile/10454739571624222184noreply@blogger.com0tag:blogger.com,1999:blog-3663092415310609491.post-38586733425638227482012-10-08T06:18:00.001-07:002012-10-08T06:18:25.547-07:00share in marketing <div dir="ltr" style="text-align: left;" trbidi="on">
banyak orang yang berbicara, apakah anda pernah mendengar kutipan bahwa sales belum dianggap tangguh apabila belum bisa menjual produk yang jelek secara kualitas dengan harga yang mahal....<br />
inilah jawabannya:<br />
<i>"the best marketing department in the world cannot sell products that are poorly made or fail to meet anyone's need. and marketing it's not only one factor in attracting and keeping costumer"</i><br />
<i>-P. Kotler , management marketing-</i><br />
semoga bisa menjadi ilmu yang bermanfaaat<i> </i>:)<br />
<br /></div>
Isac Lestartohttp://www.blogger.com/profile/10454739571624222184noreply@blogger.com0tag:blogger.com,1999:blog-3663092415310609491.post-31628610304795235952012-09-29T23:20:00.001-07:002012-09-29T23:20:16.697-07:00tugas seminar pemasaran jilid 2<div dir="ltr" style="text-align: left;" trbidi="on">
tugas seminar pemasaran jilid 2<div>
1. arti nilai, kepuasan, loyalitas pelanggan. bagaimana cara perusahaaan mengantarkan 3 hal tersebut</div>
<div>
2. arti nilai seumur hidup pelanggan, bagaimana cara pemasar memaksimalkannya</div>
<div>
3. bagaimana cara perusahaan mengembangkan hubungan pelanggan yang kuat</div>
<div>
4. bagaimana cara perusahaan dapat menarik sekaligus mempertahankan pelanggan</div>
<div>
5. apa arti pemasaran database, apa manfaatnya</div>
</div>
Isac Lestartohttp://www.blogger.com/profile/10454739571624222184noreply@blogger.com0tag:blogger.com,1999:blog-3663092415310609491.post-21223083570757865962012-09-19T18:30:00.000-07:002012-09-19T18:30:59.239-07:00tugas seminar pemasaran<div dir="ltr" style="text-align: left;" trbidi="on">
<ol style="text-align: left;">
<li>mengapa pemasaran penting </li>
<li>apa saja ruang lingkup pemasaran</li>
<li>apa saja konsep konsep dasar dalam pemasaran</li>
<li>bagaimana manajemen pemsaran berubah</li>
<li>apa tugas yang diperlukan untuk manajemen pemasaran yang berhasil</li>
</ol>
tugas individu dikumpulkan minggu depan. diketik terus diprint <br />
ojo lali rek yo!!! <br />
<br />
<br /></div>
Isac Lestartohttp://www.blogger.com/profile/10454739571624222184noreply@blogger.com0tag:blogger.com,1999:blog-3663092415310609491.post-35073869225266222892012-09-06T17:24:00.000-07:002012-09-06T17:24:02.222-07:00peringatan! dampak pornografiQuote: Dalam seminar mengenai dampak pornografi<br />
terhadap kerusakan otak di jakarta, ahli bedah<br />
syaraf dari Rumah Sakit San Antonio, Amerika<br />
Serikat, Donald l. Hilton Jr, MD mengatakan<br />
bahwa adiksi (kecanduan) mengakibatkan otak<br />
bagian tengah depan yang disebut ventral tegmental area (vta) secara fisik mengecil. Quote: Quote: “Pornografi menimbulkan perubahan konstan<br />
pada neorotransmiter dan melemahkan fungsi<br />
kontrol. Ini yang membuat orang-orang yang<br />
sudah kecanduan tidak bisa lagi mengontrol<br />
perilakunya,” kata Hilton serta menambahkan<br />
adiksi pornografi juga menimbulkan gangguan memori. Kondisi itu, tidak terjadi secara cepat<br />
dalam waktu singkat namun melalui beberapa<br />
tahap yakni kecanduan yang ditandai dengan<br />
tindakan impulsif, ekskalasi kecanduan,<br />
desensitisasi dan akhirnya penurunan perilaku. Quote: “Dan kerusakan otak akibat kecanduan pornografi adalah yang paling berat, lebih berat<br />
dari kecanduan kokain,” Quote: Quote: 12 Fatamorgana tentang pornografi yang terlanjur tercipta secara tidak sengaja oleh otak kita Quote:<br />
Quote: 1 Memberi makan pada “keinginan mata” dan “keinginan daging” yang tidak akan pernah terpuaskan. Pornografi hanya akan membuat ‘penontonnya’ minta tambah, tambah, dan tambah lagi. Quote: Quote:<br />
Dengan mudah, pornografi memperbudak orang akan<br />
nafsunya dan membuka pintu terhadap segala jenis<br />
kejahatan seperti kemarahan, penyiksaaan, kekerasan,<br />
kepahitan, kebohongan, iri hati, pemaksaan, dan<br />
keegoisan. Kekuatan tersembunyi dibalik pornografi akan menunjukkan dirinya pada saat orang yang sudah<br />
terlibat berusaha menghentikan kebiasaannya. Tanpa<br />
bantuan, biasanya orang itu tidak berdaya untuk lepas.<br />
Quote:<br />
Quote: 2 Pornografi membuat cara berpikir seseorang menjadi penuh dengan seks semata. Quote: Quote:<br />
Pikiran seks akan menguasai alam bawah sadar mereka.<br />
Gambar berbau seks akan melekat pada otak mereka,<br />
sehingga pada saat seseorang memutuskan untuk<br />
berhenti melihat pornografi-pun, gambar-gambar yang<br />
pernah ia lihat dimasa lalu akan bertahan sampai beberapa tahun bahkan selama-lamanya.<br />
Quote:<br />
Quote: 3 Pornografi menjadi ajang promosi terhadap praktik seksual yang menyimpang. Quote: Quote:<br />
Contohnya, situs porno internet biasanya terhubung<br />
dengan situs porno yang lebih progresif seperti<br />
homoseks, pornografi anak, seks dengan hewan,<br />
perkosaan, seks dengan kekerasan dan lainnya.<br />
Ini akan membuat orang-orang tertentu terganggu secara mental dan tertantang untuk mencoba. Dengan<br />
demikian, makin banyaklah perilaku seks menyimpang di<br />
masyarakat.<br />
Quote:<br />
Quote: 4 Pornografi membuat seseorang terpicu untuk lebih suka melayani diri sendiri dibanding orang lain. Quote: Quote:<br />
Masturbasi/onani adalah contohnya. Ini adalah tindakan<br />
pemenuhan nafsu pribadi yang bisa membuat<br />
seseorang sulit menerima dan membari cinta yang<br />
sebenarnya pada orang lain. Pornografi biasanya<br />
membuat orang kecanduan masturbasi/onani. Quote:<br />
Quote: 5 Pornografi akan membawa seseorang terhadap penggunaan waktu dan uang dengan sangat buruk. Sedikit ada waktu luang atau uang lebih, akan dihabiskan untuk memuaskan hawa nafsunya. Quote: Quote:<br />
Quote: 6 Dengan sering melihat situs porno atau membeli film/majalah porno, orang-orang tersebut mendukung perkembangan industri pornografi yang biasanya dikelola oleh “kejahatan terorganisir” yang mencari dana dengan cara haram. Quote: Quote:<br />
Quote: 7 Terbiasa melihat pornografi akan merusak hubungan orang tersebut dengan lingkungannya, dalam hal ini keluarga atau orang-orang terdekatnya. Quote: Quote:<br />
Pada hubungan pacaran, hubungan yang berkembang<br />
menjadi tidak sehat. Orang yang terlibat pornografi<br />
akan menyalahkan kekasihnya pada tindakan-tindakan<br />
seksual yang mereka lakukan. Padahal masalah itu<br />
terdapat pada pribadinya sendiri, dan pasangannya adalah si ‘korban’. Pada pasangan yang telah menikah,<br />
ini akan memicu ketidakpuasan seksual dan praktik<br />
seksual yang menyimpang sehingga mengarah ke arah<br />
ketidakharmonisan keluarga, bahkan perceraian.<br />
Quote:<br />
Quote: 8 Dalam banyak kasus, pornografi membuat seseorang kehilangan daya kerjanya. Yang tadinya aktif dan kreatif bisa menjadi tidak fokus dalam pekerjaan. Quote: Quote:<br />
Quote: 9 Pornografi dapat merusak hubungan seksual dengan pasangan karena terbiasa membayangkan orang lain dalam hubungan seksual. Quote: Quote:<br />
Imajinasi adalah salah satu efek pornografi yang sangat<br />
kuat. Nilai dan kemurnian seksual sesungguhnya<br />
menjadi rusak.<br />
Quote:<br />
Quote: 10 Melihat pornografi akan membuat seseorang menjadi sering berbohong. Quote: Quote:<br />
Orang yang terikat pornografi akan menyimpan<br />
kebiasaannya ini sebagai rahasia, sehingga dengan<br />
berbohong ia dapat menyembunyikan rasa malunya dan<br />
menghindari kritik dari lingkungannya. Kemanapun ia<br />
pergi, ia akan cenderung memakai ‘topeng’. Quote:<br />
Quote: 11 Pornografi akan membawa seseorang pada konsekuensi spiritual yang serius. Quote: Quote:<br />
Tekanan dan kebingungan akan memenuhi hidupnya.<br />
Pornografi membawa kekuatan jahat yang akan<br />
mengontrol dan mendominasi pemirsanya. Sekali saja<br />
seseorang melihat pornografi, itu akan membawanya<br />
semakin dalam. Nilai moral yang benar makin lama makn pudar, sehingga timbul standar ganda yang<br />
membingungkan.<br />
Quote:<br />
Quote: 12 Pornografi akan membuat seseorang mempercayai semua kebohongan yang ditawarkan oleh pornografi sendiri. Quote: Quote: Contoh kebohongan yang ditawarkan ialah : A. Kebebasan seksual = kebahagiaan b. Penyimpangan seksual = normal c. Kapan saja melampiaskan kebutuhan seksual = hal yang benar dan wajar d. Setiap hari masturbasi = sehat e. Pornografi = tidak menyakiti siapapun f. Bintang porno = orang paling bahagia didunia g. Dll. Quote: *Setelah membaca isi trit ini, masihkah anda suka<br />
dengan pornografi ?? Tapi itu semua tergantung<br />
pada diri kita juga.<br />
*Pornografi lebih berbahaya daripada kecanduan<br />
game/narkobaIsac Lestartohttp://www.blogger.com/profile/10454739571624222184noreply@blogger.com0tag:blogger.com,1999:blog-3663092415310609491.post-87777258200979867692012-08-25T04:07:00.000-07:002012-08-25T04:07:02.774-07:00Beberapa Pertanyaan Kritis Ttg Otak Tengah<div dir="ltr" style="text-align: left;" trbidi="on"><div class="posterous_autopost">sumber : http://otaktengah.com/ </div><div class="posterous_autopost">Banyak yang menanyakan perihal otak tengah pada email pribadi saya. Karena ini akan banyak berguna, maka saya post jawabannya di sini . Beberapa pertanyaan diedit oleh redaksi agar artinya lebih jelas.</div><div class="posterous_autopost"><ol><li>Apakah Otak Tengah itu ada?<strong> Ya Otak Tengah itu memang ada. Salah satu hadiah nobel tahun 1977 dalam bidang kedokteran adalah penelitian otak tengah</strong></li>
<li>Apakah Otak Tengah berdiri sendiri ? <strong>Tidak, Otak Tengah bekerja sama dengan bagian otak lain secara terintegrasi.</strong></li>
<li>Apakah Fungsi dari Otak Tengah? <strong>Otak tengah mirip kerjanya seperti pusat komunikasi antar bagian otak. Informasi yang didapat dari panca indera diteruskan oleh otak tengah ke otak berpikir yang relevan. Jika otak tengah dalam keadaan aktif, semua informasi akan terdistribusi dengan baik</strong></li>
<li>Apakah Otak Tengah perlu diaktifkan? <strong>Otak tengah perlu dalam keadaan aktif. Otak tengah mempunyai mekanisme untuk ‘tidak aktif’. Bila informasi yang masuk diperkirakan akan menghasilkan trauma atau rasa tidak baik, maka otak tengah tidak mengalirkan informasi tersebut ke otak berpikir. Itulah sebabnya mengapa anak yang dimarahi, tidak dapat menyimpan nasihat yang diberikan. Itu juga sebabnya mengapa seorang mahasiswa yang sedang patah hati tidak dapat belajar dengan baik. </strong></li>
</ol></div></div>Isac Lestartohttp://www.blogger.com/profile/10454739571624222184noreply@blogger.com0tag:blogger.com,1999:blog-3663092415310609491.post-55748692869518261542012-05-23T04:48:00.002-07:002012-05-23T04:48:57.574-07:00definisi branding<div dir="ltr" style="text-align: left;" trbidi="on">Branding kerap dilakukan guna memberi konteks yang jelas akan “sesuatu”. Branding dilakukan dengan maksud untuk menciptakan pencitraan yang sesuai dengan apa yang diinginkan oleh si empunya maksud. Apakah ia politikus, professional, produk jasa dan sebagainya.<br />
Selama ini, asumsi kita lebih melihat branding sebagai sesuatu yang bersifat eksklusif semata. Gawean yang pantas dilakoni oleh orang-orang tertentu yang berkecimpung di dunia bisnis.<br />
Padahal, kalau kita lihat secara kasat mata saja. sebenarnya tujuan branding itu apa sih? Tak lain adalah untuk melakukan penetrasi kepada khalayak tentang “keberadaan dirinya” atau Keberadaan Produknya”. Diharapkan dengan langkah tersebut, maka akan diperoleh pencitraan yang mengagumkan. Memberi efek “ingat” yang dalam kepada khalayak.<br />
Artinya, kegiatan branding itu adalah sebuah usaha untuk memberi kejelasan yang padat. Menebar pesona yang bersifat positif kepada sebanyak-banyaknya orang. Agar bisa mendapatkan nilai poin yang lebih dibandingkan yang lain.<br />
Berarti, kalau dalam konteks seperti itu. Siapapun sebenarnya bisa melakukan branding. Tidak penting, apakah ia seorang penulis buku, seorang blogger, seorang pebisnis, seorang karyawan, seorang office boy. Branding tidak pandang bulu.Branding bisa di implementasikan dalam kehidupan sehari-hari. Dengan sifat yang lebih personal, independent dan mandiri.<br />
Saya terinspirasi ketika saya bertemu seseorang yang bertukar fikiran dengan saya. Berkaitan adanya rencana pihak management kantor tempat ia bekerja untuk mengadakan pemilihan karyawan terbaik.<br />
<em>Suatu waktu ia bercerita, sebut saja namanya Lisa. Bahwa masing-masing divisi berhak mengajukan 1 karyawan untuk di sertakan sebagai peserta karyawan terbaik. Seleksi dilakukan oleh kepala divisi masing-masing. Dalam kesempatan tertentu ada perkataan si boss yang membuat lisa kurang sreg. Ketika namanya di ajukan sebagai calon. Si bos lalu berkata “emang apa yang sudah dilakukan Lisa?”. Kontan, pertanyaan pendek itu, membuat dia sebel, kesel, dan tentu saja jengkel.</em><br />
Saya fikir. Ketidak percayaan atasan kepada bawahan pasti beralasan. ada unsur sebab akibat yang kuat. Walau terkadang subyektifitas bos bisa saja ada, walau tak terlihat.<br />
Kalau saja kita memahami makna branding dalam konteks seperti yang terurai di atas. Yatu “upaya untuk memperjelas eksistensi diri”, Keberadaan diri dan kemampuan diri yang sesungguhnya. Tentu kita akan termotivasi meningkatkan kualitas diri, guna menciptakan brand di mata lingkungan kerja kita.<br />
Dengan pemahaman yang kuat mengenai pengertian branding. Maka motivasi kita untuk maju dan berkembang sangat beralasan. kita akan semakin bersemangat menggali potensi-potensi yang kita miliki.<br />
Maka gabungan antara pemahaman tentang branding dan motivasi berubah akan bersinergi dan menghasilkan kristal-kristal jati diri. Yang selanjutnya di kenal sebagai bagian dari skill yang kita miliki. Jika demikian yang terjadi, maka saya yakin kita akan lebih mudah di akui. Setidaknya, kita berada satu langkah didepan.<br />
Sama halnya dengan lisa, jika ia sadar, bahwa ia mampu di suatu bidang, dan ia mampu mengemasnya agar terlihat bahwa kemampuannya itu melekat kuat pada dirinya. Maka si boss pasti tidak akan bertanya sesuatu yang membuat ia merasa jengkel.<br />
<em>Sebagai wacana berbagi. </em><br />
Mari kita pahami pengertian branding dengan pemahaman yang tidak terlalu rumit, namun bisa memberi efek yang luar biasa. Mulailah memperjelas keberadaan diri anda. Mulailah menebar pesona anda. Dan ikuti dengan upaya-upaya <a href="http://www.fadlymuin.com/pengembangan-diri/cara-gampang-mengembangkan-diri-ala-blogger.html" target="_blank">pengembangan diri</a> yang sesuai dengan “apa yang ingin anda capai”.<br />
Salam Branding!<br />
<br />
sumber : http://www.fadlymuin.com/insipirasi/pengertian-tentang-branding.html </div>Isac Lestartohttp://www.blogger.com/profile/10454739571624222184noreply@blogger.com0tag:blogger.com,1999:blog-3663092415310609491.post-88575322128538743962012-05-03T03:40:00.004-07:002012-06-23T21:00:53.523-07:00tugas ANALISA SWOT manajemen strategik<div dir="ltr" style="text-align: left;" trbidi="on"><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal; text-indent: -18pt;"><span lang="EN-US" style="font-family: Symbol; font-size: 12pt;">·</span><span lang="EN-US" style="font-size: 7pt;"> </span><b><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt;">Latar Belakang Perusahaan </span></b><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal; text-indent: 40.5pt;"><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt;">Eprom sendiri merupakan perusahaan yang spesialisasinya adalah dalam bidang sablon. Untuk pekerjaan yang mengharuskan dikerjakan dengan mesin offset, pekerjaan tersebut diberikan kepada mitra pendukung dari eprom.</span><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal; text-indent: 40.5pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; text-indent: 40.5pt;"><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt;">Tingkat permintaan akan kebutuhan cetak saat ini terbilang baik, dapat dilihat dari banyaknya usaha – usaha cetak yang tumbuh, dan eprom sendiri sedang mencoba berusaha untuk meriah pansa pasar dunia cetak. Dunia percetakan pada umumnya memiliki dua potensi pasar yakni pasar bisnis dan pasar <i>end-user. </i></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal; text-indent: 40.5pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; text-indent: 40.5pt;"><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt;"> Peralatan yang saat ini mendukung proses cetak sablon masih terbilang sederhana yakni screen dan rakel, sedangkan peralatan pendukung pra-cetak meliputi komputer pentium 4, printer serta scanner yang merupakan peralatan dasar untuk memproduksi klise sablon. Jasa yang dihasilkan sendiri oleh eprom meliputi jasa sablon plastik, kertas. Sedangkan jasa yang dihasilkan bersama mitra kerja meliputi spanduk outdoor, banner indoor, jasa cetak undangan full color dasn sebagainya. </span><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal; text-indent: 40.5pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; text-indent: 40.5pt;"><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt;">Untuk saat ini percetakan eprom masih terkendala persoalan tenaga kerja. Saat ini masih tersedia 1 orang tenaga kerja yang bekerja sebagai sales, operator produksi, keuangan. Selain itu salah satu problem klasik yang dihadapi adalah kontinuitas dari pemesanan yang masih belum terpenuhi. </span><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal; text-indent: -18pt;"><span lang="EN-US" style="font-family: Symbol; font-size: 12pt;">·</span><span lang="EN-US" style="font-size: 7pt;"> </span><b><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt;">Visi </span></b><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal;"><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt;">Menjadi percetakan </span><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">yang friendly service dan tepat</span></div><div class="MsoNormal" style="line-height: normal; text-indent: -18pt;"><span lang="EN-US" style="font-family: Symbol; font-size: 12pt;">·</span><span lang="EN-US" style="font-size: 7pt;"> </span><b><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt;">Misi</span></b><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal; text-indent: -18pt;"><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt;">1.</span><span lang="EN-US" style="font-size: 7pt;"> </span><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt;">Memberikan layanan yang fleksibel dengan kebutuhan pelanggan</span><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal; text-indent: -18pt;"><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt;">2.</span><span lang="EN-US" style="font-size: 7pt;"> </span><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt;">Memberikan solusi yang tepat untuk kebutuhan pelanggan</span><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal; text-indent: -18pt;"><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt;">3.</span><span lang="EN-US" style="font-size: 7pt;"> </span><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt;">Melayani dengan kualitas cetak yang terbaik meliputi kepresisian, kebersihan </span><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal; text-indent: -18pt;"><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt;">4.</span><span lang="EN-US" style="font-size: 7pt;"> </span><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt;">Pelayanan dengan waktu yang efisien </span><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal; text-indent: -18pt;"><br />
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</div><div class="MsoNormal" style="line-height: normal; text-indent: -18pt;"><span lang="EN-US" style="font-family: Symbol; font-size: 12pt;">·</span><span lang="EN-US" style="font-size: 7pt;"> </span><b><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt;">Tujuan</span></b><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Menjadikan Eprom sebagai percetakan sablon denagn jasa sablon dan cetak yang cepat dan layanan konsultasi yang ramah serta solutif</span></div><div class="MsoNormal" style="line-height: normal; text-indent: -18pt;"><span lang="EN-US" style="font-family: Symbol; font-size: 12pt;">·</span><span lang="EN-US" style="font-size: 7pt;"> </span><b><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt;">SWOT analisis</span></b><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><b><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt;">Strength</span></b></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6DMmkUTCPtMHUSHf7Da0XvFa47hosRLQHTy5tyDPCrE7YUgbf-uWCGkIYZgyhq5Fp2tq8hCcOhSzVI6-lIjtJr8eFgZ2Vq7aHAWl9x8TtTVe19DPeU98WvmUoFAx-6J2zIqvbZeOU2Sg/s1600/strngth.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="111" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6DMmkUTCPtMHUSHf7Da0XvFa47hosRLQHTy5tyDPCrE7YUgbf-uWCGkIYZgyhq5Fp2tq8hCcOhSzVI6-lIjtJr8eFgZ2Vq7aHAWl9x8TtTVe19DPeU98WvmUoFAx-6J2zIqvbZeOU2Sg/s400/strngth.jpg" width="400" /></a></div><div class="MsoNormal" style="line-height: normal;"><br />
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</div><div class="MsoNormal" style="line-height: normal;"><b><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt;">Weakness</span></b></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4yvGlqKKG_3Op0N2j1yx_WC3OGqt83Ozo4GezXOxFBW6K1Pn_vC3WrD3yyUimKDulPVujYN4XkEAKzfonyBshKcudtWzrPaB73sRHHe2kAroWGqsEwnfYU3pWYLcUlsSYteiSn_KOK7I/s1600/weakness.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="123" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4yvGlqKKG_3Op0N2j1yx_WC3OGqt83Ozo4GezXOxFBW6K1Pn_vC3WrD3yyUimKDulPVujYN4XkEAKzfonyBshKcudtWzrPaB73sRHHe2kAroWGqsEwnfYU3pWYLcUlsSYteiSn_KOK7I/s400/weakness.jpg" width="400" /></a></div><div class="MsoNormal" style="line-height: normal;"><br />
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</div><div class="MsoNormal" style="line-height: normal;"><b><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt;">Opportunity </span></b></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkCvv3UfhmplBOo5Y8WhqdsA3H4SR2AAIbRAkg_QSrVlFoLEuaSI_71y5MQP_UEYYjdCjxaDaPX80u3lTX-ZT2YKjx-b_3EIaQ1cFn1LMaZiOsu4-TxksCykcoxDoWeBZ7KZIGueEkuZg/s1600/oppotunity.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="158" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkCvv3UfhmplBOo5Y8WhqdsA3H4SR2AAIbRAkg_QSrVlFoLEuaSI_71y5MQP_UEYYjdCjxaDaPX80u3lTX-ZT2YKjx-b_3EIaQ1cFn1LMaZiOsu4-TxksCykcoxDoWeBZ7KZIGueEkuZg/s400/oppotunity.jpg" width="400" /></a></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal; text-indent: -18pt;"><span lang="EN-US" style="font-family: Symbol; font-size: 12pt;">·</span><span lang="EN-US" style="font-size: 7pt;"> </span></div><div class="MsoNormal" style="line-height: normal; text-indent: -18pt;"><br />
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</div><div class="MsoNormal" style="line-height: normal; text-indent: -18pt;"><span style="font-size: small;"><span lang="EN-US"> <b>Diagram Mapping Strategy</b></span></span><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_HjTLll1bjNossG-Pozz6cRhGYD7dtWQwdGn3zsrWhmSHgAABECXvzD-TLUh9wCWLWt2MJRjQMkzPD80MZfGDoVQdl6NBRkPh5LpaPVsSNqLxHN_tDe5Xkn5sd7fhItgtLAX-doOmTmc/s1600/diagram+matrik+swot.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_HjTLll1bjNossG-Pozz6cRhGYD7dtWQwdGn3zsrWhmSHgAABECXvzD-TLUh9wCWLWt2MJRjQMkzPD80MZfGDoVQdl6NBRkPh5LpaPVsSNqLxHN_tDe5Xkn5sd7fhItgtLAX-doOmTmc/s400/diagram+matrik+swot.JPG" width="400" /></a></div><br />
<span style="font-size: small;"><span lang="EN-US"><b> </b></span></span><b><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt;"> </span></b></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYsy3Rew77tRqZ7Gk7H98a8IiV8o1gqb_h67SXr10ThZMZMyvrWUpwZ-LBycua-gjuAdzJljJlQnxYAet7aq0eS3fa-Og9qhjhP8sJQq33VE8lYIdGX6FVXKnGF92pgAR5K1DMAwTR0tI/s1600/luas+kuadran.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="97" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYsy3Rew77tRqZ7Gk7H98a8IiV8o1gqb_h67SXr10ThZMZMyvrWUpwZ-LBycua-gjuAdzJljJlQnxYAet7aq0eS3fa-Og9qhjhP8sJQq33VE8lYIdGX6FVXKnGF92pgAR5K1DMAwTR0tI/s400/luas+kuadran.jpg" width="400" /></a></div><div class="MsoNormal" style="line-height: normal; text-indent: -18pt;"><br />
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</a></div><div class="MsoNormal" style="line-height: normal; text-indent: -18pt;"><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"></span><span lang="EN-US" style="font-family: Symbol; font-size: 12pt;"></span><span lang="EN-US" style="font-size: 7pt;"> </span><b><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt;">Matrik SWOT</span></b></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh734186ojKRgZw2mlgqocl85g8HEz5unMz4l_Pyx47OzncSlnZL-kHvE9Cg5Bg0HMCA_GcDmzDR2srJx-5NPY5jMUWSpAisAWkkaoBonn9BKzOZ6YtaRHHRj7I-zJCsIceXnxvBwCJVMM/s1600/matrik+swot.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh734186ojKRgZw2mlgqocl85g8HEz5unMz4l_Pyx47OzncSlnZL-kHvE9Cg5Bg0HMCA_GcDmzDR2srJx-5NPY5jMUWSpAisAWkkaoBonn9BKzOZ6YtaRHHRj7I-zJCsIceXnxvBwCJVMM/s400/matrik+swot.jpg" width="392" /></a></div><div class="MsoNormal"><br />
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<div class="MsoNormal">Strategi tingkat korporat :</div><div class="MsoNormal">Asumsi – asumsi </div><div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo1; text-indent: -18.0pt;">1.<span style="font-size: 7pt;"> </span>Posisi perusahaan dalam kuadarn WO</div><div class="MsoListParagraphCxSpLast" style="mso-list: l1 level1 lfo1; text-indent: -18.0pt;">2.<span style="font-size: 7pt;"> </span>Target penjualan sebesar 8 juta perbulan </div><div class="MsoNormal">Penerapan Matrik </div><div class="MsoListParagraphCxSpFirst" style="mso-list: l3 level1 lfo2; text-indent: -18.0pt;">1.<span style="font-size: 7pt;"> </span>Integrasi Horisontal </div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-indent: -18.0pt;">-<span style="font-size: 7pt;"> </span>Menjalin kerjasama dengan mitra kerja baik itu digital printing dan offset luar untuk menambah jumlah jasa percetakan yang yang tertangani</div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo2; text-indent: -18.0pt;">2.<span style="font-size: 7pt;"> </span>Pengembangan pelayanan jasa </div><div class="MsoListParagraphCxSpLast" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-indent: -18.0pt;">-<span style="font-size: 7pt;"> </span>Menambahkan layanan ambil order dan kirim produk. </div><div class="MsoNormal">Kebijakan Organisasi :</div><div class="MsoListParagraph" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-indent: -18.0pt;">-<span style="font-size: 7pt;"> </span>Pemanfaatan sumber daya eksternal untuk menekan biaya perusahaan </div><div class="MsoNormal">Program Kerja Organisasi (strategi tingkat unit bisnis) :</div><div class="MsoNormal">Dalam rangka menghadapi persaingan didalam pasar, perusahaan memiliki 3 komponen keunggukan kompetitif dalam menghadapi persaingan usaha, yakni</div><div class="MsoNormal"><br />
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</div><div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo4; text-indent: -18.0pt;">1.<span style="font-size: 7pt;"> </span>Keunggulan biaya : </div><div class="MsoListParagraphCxSpMiddle">indikator <span style="font-family: Wingdings;">à</span> Biaya Variabel </div><div class="MsoListParagraphCxSpMiddle"> Biaya Pemasaran</div><div class="MsoListParagraphCxSpMiddle"> Biaya Operasional</div><div class="MsoListParagraphCxSpMiddle"><br />
</div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo4; text-indent: -18.0pt;">2.<span style="font-size: 7pt;"> </span>Keunggulan diferensiasi</div><div class="MsoListParagraphCxSpMiddle">Indikator <span style="font-family: Wingdings;">à</span> Produk Diferensiasi</div><div class="MsoListParagraphCxSpMiddle"> Kualitas Layanan</div><div class="MsoListParagraphCxSpMiddle"> Brand Reputation</div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo4; text-indent: -18.0pt;">3.<span style="font-size: 7pt;"> </span>Keunggulan pemasaran</div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo4; tab-stops: 99.25pt; text-indent: -18.0pt;">4.<span style="font-size: 7pt;"> </span>Indikator <span style="font-family: Wingdings;">à</span> Distribusi</div><div class="MsoListParagraphCxSpMiddle"> Usaha Penjualan </div><div class="MsoListParagraphCxSpLast"> Brand Awarness<br />
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<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 36.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;"><tbody>
<tr> <td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 104.85pt;" valign="top" width="140"> <div class="MsoListParagraphCxSpFirst" style="margin: 0cm 0cm 0.0001pt;">Program Kerja</div></td> <td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 108.95pt;" valign="top" width="145"> <div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;">Keunggulan Biaya</div></td> <td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.15pt;" valign="top" width="142"> <div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;">Keunggulan Diferensiasi</div></td> <td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.15pt;" valign="top" width="142"> <div class="MsoListParagraphCxSpLast" style="margin: 0cm 0cm 0.0001pt;">Keunggulan pemasaran</div></td> </tr>
<tr> <td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 104.85pt;" valign="top" width="140"> <div class="MsoListParagraphCxSpFirst" style="margin: 0cm 0cm 0.0001pt;">Menjalin kerjasama dengan pihak ketiga</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 108.95pt;" valign="top" width="145"> <div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;">Biaya Variabel :</div><div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;">Proses produksi secara keseluruhan dan tanggung jawab nya oleh pihak ketiga (meliputi bahan baku proses produksi sampai dengan finising)</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.15pt;" valign="top" width="142"> <div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;">Produk diferensiasi </div><div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;">mitra dengan dengan kualitas cetak yang presisi</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.15pt;" valign="top" width="142"> <div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;">Distribusi</div><div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;">Memanfaatkan relasi dalam bidang advertising </div><div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;"><br />
</div><div class="MsoListParagraphCxSpLast" style="margin: 0cm 0cm 0.0001pt;">Pemanfaatan sosial media dengan mengisi testimoni</div></td> </tr>
<tr> <td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 104.85pt;" valign="top" width="140"> <div class="MsoListParagraphCxSpFirst" style="margin: 0cm 0cm 0.0001pt;"><br />
</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 108.95pt;" valign="top" width="145"> <div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;">Biaya Pemasaran </div><div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;">Memanfaatkan diskon kuantiti yang disyaratkan oleh pihak ketiga</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.15pt;" valign="top" width="142"> <div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;">Kualitas layanan </div><div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;">Pelayanan ambil dan antar barang </div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.15pt;" valign="top" width="142"> <div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;">Usaha penjualan</div><div class="MsoListParagraphCxSpLast" style="margin: 0cm 0cm 0.0001pt;">Penjualan end user dan bisnis user </div></td> </tr>
<tr> <td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 104.85pt;" valign="top" width="140"> <div class="MsoListParagraphCxSpFirst" style="margin: 0cm 0cm 0.0001pt;"><br />
</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 108.95pt;" valign="top" width="145"> <div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;">Biaya Operasional</div><div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;"><br />
</div><div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;">Memanfaatkan layanan pengambilan order dan pengiriman barang jadi dari pihak ketiga</div><div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;"><br />
</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.15pt;" valign="top" width="142"> <div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;">Brand reputation</div><div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;">Mesin cetak oliver buatan jerman 4 warna sekali proses jalan </div><div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;"><br />
</div><div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;">Mesin digital printing high resolution</div><div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;"><br />
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</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.15pt;" valign="top" width="142"> <div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;">Brand awarness</div><div class="MsoListParagraphCxSpLast" style="margin: 0cm 0cm 0.0001pt;">Kecepatan dan kualitas cetak yang baik menggunakan mesin cetak high speed dan high resolution</div></td> </tr>
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</div><div class="MsoListParagraphCxSpMiddle">Evaluasi dan pengawasan Strategi </div><table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 36.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;"><tbody>
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<tr style="height: 37.7pt; mso-yfti-irow: 1;"> <td rowspan="2" style="border-top: none; border: solid black 1.0pt; height: 37.7pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.65pt;" valign="top" width="113"> <div class="MsoListParagraphCxSpFirst" style="margin: 0cm 0cm 0.0001pt;">Integrasi Horisontal</div></td> <td rowspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 37.7pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.45pt;" valign="top" width="113"> <div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;">Perolehan laba bersih sebesar 5 Juta perbulan </div></td> <td rowspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 37.7pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 84.75pt;" valign="top" width="113"> <div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;">Kerjasama dengan pihak ketiga untuk penyedian produksi </div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 37.7pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 87.0pt;" valign="top" width="116"> <div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;">Jumlah Mitra yang digandeng </div></td> <td rowspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 37.7pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 85.25pt;" valign="top" width="114"> <div class="MsoListParagraphCxSpLast" style="margin: 0cm 0cm 0.0001pt;">Konsistensi Mitra kerja dengan perusahaan dalam menjalin hubungan jangka panjang </div></td> </tr>
<tr style="height: 37.65pt; mso-yfti-irow: 2; mso-yfti-lastrow: yes;"> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 37.65pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 87.0pt;" valign="top" width="116"> <div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0.0001pt;">Kualitas Kerja dari Mitra</div></td> </tr>
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</div></div></div></div>Isac Lestartohttp://www.blogger.com/profile/10454739571624222184noreply@blogger.com1tag:blogger.com,1999:blog-3663092415310609491.post-67519984465930570112012-04-24T05:58:00.000-07:002012-04-24T05:58:50.789-07:00UTS manajemen kariri universitas narotama surabaya<div dir="ltr" style="text-align: left;" trbidi="on"><br />
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"></div><div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><!--[if !supportLists]-->1.<span style="font-size: 7pt;"> </span><!--[endif]-->Ruang lingkup manajemen karir</div><div class="MsoListParagraphCxSpMiddle">Perencanaan karir : tahap dimana observasi dan penghayatan mengenai dimana akan memutuskan arah karir yang akan dijalankan kemudian dituangkan kedalam perencanaan </div><div class="MsoListParagraphCxSpMiddle">Proses realisasi: implementasi dari perencaan yang sudah dibuat,</div><div class="MsoListParagraphCxSpMiddle">Evaluasi karir : evaluasi dari hasil implentasi, melihat hasil dilapangan apakah masih relevan dengan perencanaan karir yang sudah dibuat. Jika dirasa kurang relevan perlu direvisi kembali perencanaan karir yang sudah dibuat</div><div class="MsoListParagraphCxSpMiddle">Pengembangan karir : perencanaan karir perlu untuk selalu dikembangkan untuk memaksimalkan potensi individu</div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><!--[if !supportLists]-->2.<span style="font-size: 7pt;"> </span><!--[endif]-->Perbedaan perencanaan karir diperusahaan / tingkat organisasi dan perencanaan karir individual</div><table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 36.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;"><tbody>
<tr> <td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 213.25pt;" valign="top" width="284"> <div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;">Perusahaan </div></td> <td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 212.85pt;" valign="top" width="284"> <div class="MsoListParagraphCxSpLast" style="margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;">Individu </div></td> </tr>
<tr> <td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 213.25pt;" valign="top" width="284"> <div class="MsoListParagraphCxSpFirst" style="margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;">Kepentingan pengembangan dan kelangsungan organisasi</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 212.85pt;" valign="top" width="284"> <div class="MsoListParagraphCxSpLast" style="margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;">Kepentingan kesejahteraan indivdu</div></td> </tr>
<tr> <td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 213.25pt;" valign="top" width="284"> <div class="MsoListParagraphCxSpFirst" style="margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;">Pilihan Karir terbatas pada struktur organisasi</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 212.85pt;" valign="top" width="284"> <div class="MsoListParagraphCxSpLast" style="margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;">Pilihan karir bebas </div></td> </tr>
<tr> <td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 213.25pt;" valign="top" width="284"> <div class="MsoListParagraphCxSpFirst" style="margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;">Sudah ada standar kualifikasi</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 212.85pt;" valign="top" width="284"> <div class="MsoListParagraphCxSpLast" style="margin-bottom: 0.0001pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;">Membutuhkan observasi serta penghayatan untuk membuat standar kualifikasi </div></td> </tr>
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</div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><!--[if !supportLists]-->3.<span style="font-size: 7pt;"> </span><!--[endif]-->Faktor yang mempengaruhi pengembangan karir</div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;"><!--[if !supportLists]-->-<span style="font-size: 7pt;"> </span><!--[endif]-->Kemauan dan Kemampuan : hal ini berkaitan dengan motivasi yang bersangkutan, ketika individu memiliki kemauan yang keras, akan menciptakan motivasi yang cukup kuat. Motivasi yang kuat adalah modal untuk bertahan. Kemampuan adalah nomor dua setelah memiliki walaupun tidak memiliki kemampuan yang mumpuni, dengan motivasi yang tinggi hal itu akan terlewati</div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;"><!--[if !supportLists]-->-<span style="font-size: 7pt;"> </span><!--[endif]-->Kesempatan yang diberikan : hal ini perlu diperhatikan juga, sebab tidak semua orang diberikan kesempatan untuk berkembang. Tinggal bagaimana kita menciptakan kesempatan dan memanfaatkannya bila sudah terlihat didepan mata</div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;"><!--[if !supportLists]-->-<span style="font-size: 7pt;"> </span><!--[endif]-->Dukungan dari lingkungan </div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><!--[if !supportLists]-->4.<span style="font-size: 7pt;"> </span><!--[endif]-->Perbedaan jalur karir, manajemen karir, konseling karir</div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;"><!--[if !supportLists]-->-<span style="font-size: 7pt;"> </span><!--[endif]-->Jalur karir adalah pola urutan apa yang akan dicapai</div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;"><!--[if !supportLists]-->-<span style="font-size: 7pt;"> </span><!--[endif]-->Manajemen karir adalah proses pengaturan untuk mencapai urutan yang sudah ditetapkan pada jalur karir</div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;"><!--[if !supportLists]-->-<span style="font-size: 7pt;"> </span><!--[endif]-->Konseling karir adalah proses evaluasi karir, jika terdapat problem yang dihadapi maka akan diselesaikan melalui konseling karir</div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><!--[if !supportLists]-->5.<span style="font-size: 7pt;"> </span><!--[endif]-->Peran organisasi dalam pengembangan karir</div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;"><!--[if !supportLists]-->-<span style="font-size: 7pt;"> </span><!--[endif]-->Memberikan peluang / kesempatan karyawan yang memiliki kemampuan dan kemauan yang tinggi</div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;"><!--[if !supportLists]-->-<span style="font-size: 7pt;"> </span><!--[endif]-->Menyiapkan perencanaan karir yang jelas bagi karyawan </div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><!--[if !supportLists]-->6.<span style="font-size: 7pt;"> </span><!--[endif]-->5 syarat perencanaan karir pegawai</div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;"><!--[if !supportLists]-->-<span style="font-size: 7pt;"> </span><!--[endif]-->Dialog : perusahaan perlu mengadakan pembicaraan terlebih dahulu untuk melihat atau mengukur kemauan dan kemampuan karyawan</div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;"><!--[if !supportLists]-->-<span style="font-size: 7pt;"> </span><!--[endif]-->Bimbingan : perusahaan perlu membimbing karyawannya dalam rangka mengarahkan agar mencapai karir yang maksimal</div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;"><!--[if !supportLists]-->-<span style="font-size: 7pt;"> </span><!--[endif]-->Keterlibatan : dalam proses perencanaan karir perusahaan harus melibatkankarywan dalam membuat planning karir </div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;"><!--[if !supportLists]-->-<span style="font-size: 7pt;"> </span><!--[endif]-->Umpan balik : hasil perencanaan karir perlu disampaikan kepada karyawan untuk mendapatkan tanggapan </div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18.0pt;"><!--[if !supportLists]-->-<span style="font-size: 7pt;"> </span><!--[endif]-->Mekanisme perencanaan karir : mekanisme diatas perlu disepakati terlebih dahulu </div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto;"><br />
</div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><!--[if !supportLists]-->7.<span style="font-size: 7pt;"> </span><!--[endif]-->Manfaat mengikuti mata kuliah manajemen karir</div><div class="MsoListParagraphCxSpMiddle">Mendapatkan ilmu mengenai perencanaan karir,</div><div class="MsoListParagraphCxSpLast">Harapan saya ada materi mengenai observasi potensi pribadi. Agar dapat menyesuaikan dengan karir yang akan di tuju</div><br />
</div>Isac Lestartohttp://www.blogger.com/profile/10454739571624222184noreply@blogger.com0tag:blogger.com,1999:blog-3663092415310609491.post-80016118017832500862012-04-04T01:19:00.001-07:002012-04-04T01:19:57.898-07:00Nilai dan faktor yang mempengaruhi harga<div dir="ltr" style="text-align: left;" trbidi="on">
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<br />
<div align="center" class="MsoNormal" style="line-height: 200%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">arranged by isac lestarto rahadi </span></b></div>
<div align="center" class="MsoNormal" style="line-height: 200%; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 200%;">economic management student </span></b></div>
<div align="center" class="MsoNormal" style="line-height: 200%; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 200%;"> </span></b></div>
<div align="center" class="MsoNormal" style="line-height: 200%; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 200%;">DAFTAR ISI</span></b></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span>I.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif";">PENDAHULUAN</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 35.7pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-text-indent-alt: -17.85pt; text-indent: -35.7pt;">
<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span>II.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif";">DEFINISI
DAN KEDUDUKAN HARGA</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 35.7pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-text-indent-alt: -17.85pt; text-indent: -35.7pt;">
<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span>III.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif";">TUJUAN
DAN FAKTOR YANG MEMPENGARUHI HARGA</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 35.7pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-text-indent-alt: -17.85pt; text-indent: -35.7pt;">
<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span>IV.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif";">PENUTUP</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 35.7pt; mso-add-space: auto;">
<br /></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 0mm; mso-add-space: auto; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">PENDAHULUAN</span></b></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 0mm; mso-add-space: auto; text-align: center;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 0mm; mso-add-space: auto; tab-stops: 42.55pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">Substansi sebuah perusahaan didirikan oleh
pemiliknya adalah untuk memberikan kemakmuran. Kemakmuran<span style="mso-spacerun: yes;"> </span>tersebut dicapai melalui apa yang biasa
disebut keuntungan. Keuntungan merupakan salah satu tolak ukur keberhasilan
sebuah perusahaan. <span style="mso-spacerun: yes;"> </span>Semakin tinggi
kemampuan perusahaan menghasilkan keuntungan semakin tinggi pula nilai
perusahaan tersebut. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 0mm; mso-add-space: auto; tab-stops: 42.55pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>keuntungan / <i style="mso-bidi-font-style: normal;">profit </i><span style="mso-spacerun: yes;"> </span>tersebut didapatkan
setelah ada produk dapat terjual dalam jumlah tertentu dan harga tertentu
dikurangi dengan pengeluaran perusahaan. Dalam memperoleh tingkat memperoleh <i style="mso-bidi-font-style: normal;">profit</i>, perusahaan memiliki pilihan
meningkatkan margin keuntungan atau meningkatkan jumlah unit produk yang
terjual. Kedua pilihan ini saling berkaitan dengan penetapan harga yang
dilakukan oleh perusahaan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 0mm; mso-add-space: auto; tab-stops: 42.55pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>Ketika perusahaan ingin
meningkatkan kuantitas dari unit produk berkaitan dengan strategi harga yang
kompetitif atau harga penetrasi, dengan margin yang rendah namun akan mendapat
lebih banyak ketika unit produk yang terjual banyak pula. Sedangkan jika
perusahaan ingin mendapatkan tingkat margin yang lebih tinggi per unit produk,
strategi harga yang digunakan adalah <i style="mso-bidi-font-style: normal;">premium
pricing</i>. Dengan mempertimbangkan kualitas atas produk yang akan dijual
lebih unggul dari pesaing. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 0mm; mso-add-space: auto; tab-stops: 42.55pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>Dari sisi konsumen, mereka selalu
ingin mendapatkan produk atau jasa dengan harga yang<span style="mso-spacerun: yes;"> </span>murah. Namun di sisi lain produsen selalu
ingin mendapatkan harga setinggi – tingginya untuk memperoleh laba agar dapat
mempertahankan aktifitas usahanya.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 0mm; text-align: justify;">
<br /></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 0mm; mso-add-space: auto; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">DEFINISI DAN KEDUDUKAN HARGA </span></b></div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 0mm; mso-add-space: auto; text-align: justify; text-indent: 42.55pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">Terdapat dua pandangan mengenai pengertian harga,
yakni dalam pengertian luas dan sempit. Pengertian harga dalam arti sempit
adalah sejumlah uang yang dibebankan kepada konsumen atas suatu produk dan
jasa, sedangkan dalam arti luas, harga merupakan jumlah dari seluruh nilai yang
ditukar konsumen atas manfaat memiliki atau menggunakan produk atau jasa
tersebut (Kotler & Armstrong, 1999: 439). Seorang mahasiswa membayar uang
kuliah, uang<span style="mso-spacerun: yes;"> </span>kuliah adalah harga atas
manfaat dari jasa pendidikan yang diselenggarakan, seorang manajer mendapat
gaji, gaji tersebut merupakan harga yang harus dibayarkan atas kontribusi
manajer tersebut, premi asuransi adalah <span style="mso-spacerun: yes;"> </span>harga atas jasa penyelenggaran asuransi, pajak
merupakan harga atas hak untuk mencari dan mendapatkan uang di suatu wilayah.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 0mm; mso-add-space: auto; text-align: justify; text-indent: 42.55pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">Harga merupakan salah satu variable yang memiliki
kontibusi terhadap pendapatan dan tingkat laba perusahaan. Penetapan harga
merupakan hal yang mendasar dalam mendukung kegiatan pemasaran yang dilakukan
oleh perusahaan. Ada empat alasan mengapa harga menjadi dasar. Pertama, setiap
produk atau jasa harus memiliki harga. Kedua, keputusan mengenai harga lebih
cepat dilaksanakan ketimbang program yang lainnya. Ketiga, keputusan mengenai
harga memiliki dampak terhadap margin kontribusi, sehingga manajer dapat
memperkirakan kemampulabaan dari penggunaan uang untuk kegiatan perusahaan.
Keempat, keputusan harga memiliki implikasi penting terhadap berbagai kegiatan
yang berkaitan dengan pemasaran (guiltinan, 1990: 218). </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 0mm; mso-add-space: auto; text-align: justify; text-indent: 42.55pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">Melihat beberapa argument<span style="mso-spacerun: yes;"> </span>mengenai <span style="mso-spacerun: yes;"> </span>kedudukan harga suatu produk. Dapat
disimpulkan bahwa kedudukan harga menjadi faktor penting sebuah produk agar
terjual dipasar.</span></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 0mm; mso-add-space: auto; text-align: center; text-indent: 42.55pt;">
<br /></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 0mm; mso-add-space: auto; text-align: center; text-indent: 42.55pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">TUJUAN DAN
FAKTOR – FAKTOR YANG MEMPENGARUHI HARGA</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 0mm; mso-add-space: auto; text-align: justify; text-indent: 42.55pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">Didalam teori ekonomi, yakni grafik pemintaan
dan<span style="mso-spacerun: yes;"> </span>penawaran selalu mempertemukan dua
garis yang disebut titik equilibrium. Dimana dalam titik tersebut merupakan
harga ideal bagi produsen dan konsumen.<span style="mso-spacerun: yes;">
</span>Penurunan dan kenaikan harga memiliki pengaruh terhadap permintaan. Oleh
karena itu dalam penetapan harga diperlukan perencanaan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 0mm; mso-add-space: auto; text-align: justify; text-indent: 42.55pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">Dalam menetapkan harga perusahaan perlu<span style="mso-spacerun: yes;"> </span>mempertimbangkan beberapa faktor internal dan
eksternal perusahaan <span style="mso-spacerun: yes;"><br /></span></span></div>
<br clear="ALL" style="mso-ignore: vglayout;" />
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 0mm; mso-add-space: auto; text-align: justify; text-indent: 42.55pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">Berikut ini adalah <span style="mso-spacerun: yes;"> </span>penetapan harga yang berdasarkan dengan tujuan
pemasaran:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 78.55pt; mso-add-space: auto; mso-list: l2 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span>Meningkatkan tingkat penjualan produk</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 78.55pt; mso-add-space: auto; mso-list: l2 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span>Mempertahankan pelanggan lama dan yang
menguntungkan</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 78.55pt; mso-add-space: auto; mso-list: l2 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span></span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">Menarik pelanggan baru dengan harga dan kualitas</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 78.55pt; mso-add-space: auto; mso-list: l2 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span>Unggul pada sebagian besar pasar</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 78.55pt; mso-add-space: auto; mso-list: l2 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span>Unggul atas kualitas produk</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 78.55pt; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 0mm; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">Selain itu
beberapa aspek internal dan eksternal menjadi bahan pertimbangan. Yang menjadi
pertimbangan dari sisi internal perusahaan adalah:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l3 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">Strategi
marketing mix</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 54.0pt; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">Harga
dipengaruhi oleh komponen marketing mix yakni produk, distribusi dan promosi.
Ketika produk memiliki kualitas yang lebih unggul dari pesaing. Perusahaan
perlu menetapkan harga tertentu untuk dapat menutupi biaya – biaya yang
berkaitan dengan riset produk, promosi serta tingkatan jalur distribusi yang
ditetapkan. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l3 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">Biaya</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 54.0pt; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">Dalam
menentukan harga, manajer perlu mengetahui bagaimana perilaku biaya pada saat
memproduksi suatu produk. Pada umumnya biaya produksi suatu produk produk akan
mengalami penurunan pada jumlah tertentu. Hal inilah yang perlu diperhatikan
dengan seksama.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 54.0pt; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 0mm; mso-add-space: auto; text-align: justify; text-indent: 42.55pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">Aspek eksternal merupakan aspek yang hanya bisa
diamati namun, perusahaan tidak mampu untuk mengontrol asperk tersebut. Ini
merupakan tantangan sekaligus ancaman perusahaan bila tidak memiliki keunggulan
kompetitif. Berikut ini adalah faktor – faktor eksternal:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 60.55pt; mso-add-space: auto; mso-list: l1 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">Sifat pasar </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 60.55pt; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">Penetapan
harga sangat dipengaruhi oleh jenis dan karakter pasar yang disasar perusahaan.
Penetapan harga dapat didasarkan atas biaya yang dikeluarkan untuk memproduksi
atau harga didasarkan atas harga pasar. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 60.55pt; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">Dalam
pasar yang termasuk persaingan sempurna, tidak ada yang memiliki pengaruh kuat
pada harga sebab produk yang diperdagangkan pada umumnya komoditas (contoh:
sembako, bahan tambang, sekuritas keuangan). Patokan harga yang tinggi akan
mempengaruhi tingkat permintaan atas produk.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 60.55pt; mso-add-space: auto; mso-list: l1 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">Biaya, Harga,
dan Penawaran Pesaing</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 60.55pt; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">Dalam
menetapkan harga, perusahan melihat harga barang atau jasa yang ditawarkan oleh
pesaing dipasar, kemudian mengevaluasi biaya – biaya yang terkait dengan produk
dengan mempertimbangkan fitur – fitur yang ditawarkan oleh pesaing.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 60.55pt; mso-add-space: auto; mso-list: l1 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">Faktor
lingkungan lainnya</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 60.55pt; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">Yang
berkaitan dengan faktor lingkungan ini adalah keadaan ekonomi, bagaimana
menetapkan harga ketika terjadi keadaan resesi, inflasi. Keadaan tersebut
mempengaruhi biaya dan tingkat permintaan. Kemudian yang harus diperhatikan dalam
hal ini adalah mitra penjualan, bagaimana reaksi mereka pada tingkat harga
tertentu, ketika mitra penjualan perusahaan kecewa terhadap keputusan harga
yang diambil maka akan berdampak pada berpindahnya mereka ke pesaing
perusahaan. <span style="mso-spacerun: yes;"> </span>Kebijakan yang diambil
pemerintah juga mepengaruhi langkah penetapan harga</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 60.55pt; mso-add-space: auto; text-align: justify;">
<br /></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 0mm; mso-add-space: auto; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">PENUTUP</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 0mm; mso-add-space: auto; text-align: justify; text-indent: 42.55pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">Perusahan jika ingin bertahan hidup dan berkembang
hendaknya benar – benar memperhatikan komponen harga yang ditetapkannya. Banyak
kesalahan yang dilakukan oleh para manajer dalam hal yang berkaitan penetapan
harga. Umumnya kesalahannya adalah mereka hanya mempertimbangkan dinamika
lingkungan eksternal perusahaan. Idealnya informasi mengenai kondisi internal
dan eksternal dapat diakses oleh para manajer, sebagai dasar pengambilan keputusan
penetapan harga </span></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 0mm; mso-add-space: auto; text-align: center;">
<br /></div>
<div align="center" class="MsoListParagraphCxSpLast" style="line-height: 200%; margin-left: 0mm; mso-add-space: auto; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-size: 11.0pt;">DAFTAR PUSTAKA</span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Guiltinan, Joseph Dan Gordon Raul. 1990. Strategi
Dan Program: Manajemen Pemasaran. Edisi Kedua. Jakarta: Erlangga</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 200%; margin-left: 0mm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif";">Kotler,
Philip. 1987. Manajemen Pemasaran: Analisa, Perencanaan dan Pengendalian Jilid 2.
Edisi Kelima. Jakarta: Erlangga</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 200%; margin-left: 0mm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif";">Kotler,
Philip dan Gary Armstrong. 2001. Prinsip – Prinsip Pemasaran Jilid 1. Edisi
Kedelapan. Jakarta: Erlangga</span></div>
</div>Isac Lestartohttp://www.blogger.com/profile/10454739571624222184noreply@blogger.com1tag:blogger.com,1999:blog-3663092415310609491.post-71477199808065050712012-02-11T17:47:00.000-08:002012-02-11T17:47:12.775-08:00Sejarah Singkat "MONEY LAUNDERING"<div align="center"><span style="font-family: Tahoma;"><b><span style="font-size: small;">Gan/Sist , sekarang lagi ngetop kasus Malinda Dee dan Masalah Kejahatan perbankan lainnya. taukah agan/sist bagaimana seorang Malinda Dee bisa begitu kaya selain memang gaji dia 70 juta ? ada apa dengan sistem perbankan kita ? tapi ane engga mau membahas sistem perbankan karena bukan kompetensi ane <img alt="" border="0" class="inlineimg" src="http://static.kaskus.us/images/smilies/s_sm_peace.gif" title="Blue Guy Peace" /> . tapi yg membuat ane ingin bikin trit ini adalah soal Malinda Dee Kaya karena DIDUGA melakukan PENCUCIAN UANG/MONEY LAUNDERING. nah apa sih MONEY LAUNDERING itu...??? Mahluk apakah ini ?</span></b></span></div><div style="margin-top: 5px; margin: 20px;"> <div class="smallfont" style="margin-bottom: 2px;">Quote:</div><table border="0" cellpadding="6" cellspacing="0"><tbody>
<tr> <td class="alt2" style="border: 1px inset;"> <div align="center"><img alt="" border="0" src="http://fortunatimes.com/wp-content/uploads/2010/10/money_laundry.jpg" /></div></td> </tr>
</tbody></table></div><div style="margin-top: 5px; margin: 20px;"> <div class="smallfont" style="margin-bottom: 2px;">Quote:</div><table border="0" cellpadding="6" cellspacing="0"><tbody>
<tr> <td class="alt2" style="border: 1px inset;"> <b><span style="font-family: Tahoma;"><span style="font-size: small;"><div align="center">Kenapa kok istilahnya money Laundering ? emangnya uangnya di cuci di mesin cuci ? kayak apa ya mesin pencuci uang tsb ? nah sebelum ane jelaskan MONEY LAUNDERING tsb. lebih baik ane ambil dari sisi sejarahnya aja. klo dari sisi teknik pencucian uang , lebih baik ane serahkan ke Ibu SRI MULYANI aja (mantan MenKeu) <img alt="" border="0" class="inlineimg" src="http://static.kaskus.us/images/smilies/hammer.gif" title="Hammer2" />.<br />
<br />
Money Laundering , berasal dari pemikiran seorang Penjahat/Mafia terkenal di Amerika yaitu <b><u><span style="color: red;">Alphonse Gabriel Capone (Al Capone)</span></u></b> antara tahun 1920-1930. Mungkin agan sudah tdk asing mendengar nama tsb. bahkan saking JAHAT-nya Al Capone di filmkan di Hollywood. Al Capone lahir di <b><u><span style="color: red;">New York City, 17 Januari 1899</span></u></b> dan meninggal di 25 Januari 1947</div></span></span></b> </td> </tr>
</tbody></table></div><div style="margin-top: 5px; margin: 20px;"> <div class="smallfont" style="margin-bottom: 2px;">Quote:</div><table border="0" cellpadding="6" cellspacing="0"><tbody>
<tr> <td class="alt2" style="border: 1px inset;"> <div align="center"><img alt="" border="0" src="http://muhsinlabib.files.wordpress.com/2008/02/alcapone.jpg" /></div></td> </tr>
</tbody></table></div><div align="center"><div style="margin-top: 5px; margin: 20px;"> <div class="smallfont" style="margin-bottom: 2px;">Quote:</div><table border="0" cellpadding="6" cellspacing="0"><tbody>
<tr> <td class="alt2" style="border: 1px inset;"> <b><span style="font-family: Tahoma;"><span style="font-size: medium;"><span style="color: indigo;"><div align="center">Tahukah agan/sist, kejahatan apa yg dilakukan oleh Al Capone ?<br />
1. Penjualan Minuman Keras<br />
2. Penyelundupan (senjata, Narkoba dsb)<br />
3. Perjudian<br />
4. Prostitusi<br />
<br />
Dari kegiatan usaha ilegalnya tersebut Al Capone memiliki uang sebesar/tahun :<br />
1. Dari Hasil Perjudian = U$ 25,000,000<br />
2. Dari Hasil Penjualan Minuman Keras = U$ 60,000,000<br />
3. Dari Hasil Premanisme = U$ 10,000,000<br />
4. Dari Hasil Jual Beli = U$ 10,000,000</div></span></span></span></b> </td> </tr>
</tbody></table></div></div><br />
<div style="margin-top: 5px; margin: 20px;"> <div class="smallfont" style="margin-bottom: 2px;">Quote:</div><table border="0" cellpadding="6" cellspacing="0"><tbody>
<tr> <td class="alt2" style="border: 1px inset;"> <b><span style="font-family: Tahoma;"><span style="font-size: small;"><div align="center">Pendapatan yang begitu besar tentunya bukan hasil dari bisnis legal, dan sulit bagi pemerintah setempat saat itu untuk melacak uang2x tersebut. tahukah agan/sist uang itu dalam bentuk apa? bentuknya seperti ini :<br />
<br />
<div style="margin-top: 5px; margin: 20px;"> <div class="smallfont" style="margin-bottom: 2px;"><b>Spoiler</b> for <i>uang alcapone</i>: </div><div class="alt2" style="border: 1px inset; margin: 0px; padding: 6px;"> <div> <img alt="" border="0" src="http://www.2-clicks-coins.com/images/image/Foreign-old-coins%281%29.jpg" /><br />
<br />
Wah banyak gan hasil dari judi tersebut<br />
</div></div></div></div></span></span></b> </td> </tr>
</tbody></table></div><b><span style="font-family: Tahoma;"><span style="font-size: small;"><div align="center">kenapa dalam bentuk cash ? sederhana saja uang tadi yg didapat kan didapatkan dari tempat judi,prostitusi,premanisme dll, yg itu mengharuskan konsumennya harus membayar dalam bentuk uang cash terutama recehan</div></span></span></b><br />
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<div style="margin-top: 5px; margin: 20px;"> <div class="smallfont" style="margin-bottom: 2px;">Quote:</div><table border="0" cellpadding="6" cellspacing="0"><tbody>
<tr> <td class="alt2" style="border: 1px inset;"> <div align="center"><img alt="" border="0" src="http://ariefmas.files.wordpress.com/2010/02/tumpukan-dollar-300x239.jpg?w=225&h=179" /></div></td> </tr>
</tbody></table></div><b><span style="font-family: Tahoma;"><span style="font-size: small;"><div align="center">Permasalahan lainnya muncul buat Al Capone, dia berpikiran bahwa tidak mungkin menyimpan uang sebegitu besar dalam bentuk cash dirumahnya !! Lalu dia berpikir keras, bagaimana cara menyimpan uang tersebut. Yang tidak memungkinkan bagi dirinya adalah Menyimpan UANG di BANK, lho kenapa? Lha iya lah gan karena namanya juga uang yg didapat adalah hasil usaha ilegal, nanti kalau ditanya oleh bank sumbernya darimana, gimana dong? Apalagi uang tersebut dalam bentuk COIN dan uang recehan kertas nominal 1 dollar sampai 5 dollar, hal ini tidak diinginkan oleh Al Capone. Berpikir kerasnya membuahkan hasil,Nah inilah Asal Muasal Tentang Tehnik Money Laundering terjadi .</div></span></span></b><br />
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<div align="center"><div style="margin-top: 5px; margin: 20px;"> <div class="smallfont" style="margin-bottom: 2px;"><b>Spoiler</b> for <i>Al Capone</i>: </div><div class="alt2" style="border: 1px inset; margin: 0px; padding: 6px;"> <div> <img alt="" border="0" src="http://www.xianet.net/wp-content/uploads/2010/12/capone-blue-band.jpg" /><br />
<img alt="" border="0" src="http://4.bp.blogspot.com/-DtG_IWYnlXo/TVp41RAUyxI/AAAAAAAACD4/RsBETcQzjB0/s1600/al-capone.jpg" /><br />
</div></div></div></div><br />
<b><u><span style="color: red;"><span style="font-size: medium;">Inilah yang dilakukan Al Capone :</span></span></u></b><br />
<b><span style="font-family: Tahoma;"><span style="font-size: small;"><div align="center">Membeli Usaha Pencucian Pakaian / Laundry, lho kok dia beli tempat usaha itu? pemikirannya juga sederhana, kembali kepada pendapatan Al Capone di Judi. kenapa dari judi..?? Iya karena hasil dari tempat judi, uangnya kan dalam bentuk koin. tapi apa hubungannya dengan tempat usaha cucian pakaian? begini gan bayar cucian kan pake uang recehan . jadi Al Capone membuat pemikiran seolah-olah uang recehannya tadi berasal dari hasil usaha Laundry sebelum disetor ke bank. jadi kalo ditanya oleh pihak berwenang hal itu adalah legal!!!! (pintar juga ya <img alt="" border="0" class="inlineimg" src="http://static.kaskus.us/images/smilies/s_sm_peace.gif" title="Blue Guy Peace" />) . </div></span></span></b><br />
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<div align="center"><div style="margin-top: 5px; margin: 20px;"> <div class="smallfont" style="margin-bottom: 2px;"><b>Spoiler</b> for <i>Bank</i>: </div><div class="alt2" style="border: 1px inset; margin: 0px; padding: 6px;"> <div> <img alt="" border="0" src="http://www.historicechopark.org/sitebuildercontent/sitebuilderpictures/bofa1940s.jpg" /><br />
<img alt="" border="0" src="http://www.plambeck.org/oldhtml/journal/bankteller.gif" /> </div></div></div><br />
<br />
<br />
<div align="center"><div style="margin-top: 5px; margin: 20px;"> <div class="smallfont" style="margin-bottom: 2px;"><b>Spoiler</b> for <i>Teknik Money Laundering ala Al Capone</i>: </div><div class="alt2" style="border: 1px inset; margin: 0px; padding: 6px;"> <div> <img alt="" border="0" src="http://cdn-u.kaskus.us/38/29zv2feb.jpg" /> </div></div></div></div></div><br />
<b><span style="font-family: Tahoma;"><span style="font-size: small;"><div align="center">Karena strategi ini dianggap berhasil maka, engga mungkin dong dia memasukan uangnya yg begitu banyak ke dalam satu laundry saja, maka dia meng-ekspansi dengan jumlah outlet diperbanyak. Nah hal ini masih memungkinkan pihak bank juga curiga, daripada bank curiga. maka dia membuat terobosan yang kedua yaitu :</div></span></span></b><br />
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<div style="margin-top: 5px; margin: 20px;"> <div class="smallfont" style="margin-bottom: 2px;">Quote:</div><table border="0" cellpadding="6" cellspacing="0"><tbody>
<tr> <td class="alt2" style="border: 1px inset;"> <b><span style="font-family: Tahoma;"><span style="font-size: small;"><div align="center"><div align="center"><div style="margin-top: 5px; margin: 20px;"> <div class="smallfont" style="margin-bottom: 2px;"><b>Spoiler</b> for <i>laundry</i>: </div><div class="alt2" style="border: 1px inset; margin: 0px; padding: 6px;"> <div> <img alt="" border="0" src="http://www.oldandinteresting.com/images/wet%20wash%20laundry.jpg" /><br />
<img alt="" border="0" src="http://www.adclassix.com/images/40bendixhomelaundry.jpg" /><br />
<img alt="" border="0" src="http://farm4.static.flickr.com/3148/3067169628_62a8ceb690.jpg" /> </div></div></div></div><br />
<div style="margin-top: 5px; margin: 20px;"> <div class="smallfont" style="margin-bottom: 2px;">Quote:</div><table border="0" cellpadding="6" cellspacing="0"><tbody>
<tr> <td class="alt2" style="border: 1px inset;"> <b><span style="font-family: Tahoma;"><span style="font-size: small;"><div align="center">Membeli Properti , kenapa dia membeli property? karena dia paham betul membeli property saat itu sangat menggiurkan dan menjualnya juga sangat mudah. maka dipilih cara ini dengan cara JUAL-BELI property. maka uang dihasilkan adalah uang usaha legal dari hasil jual beli property.</div></span></span></b> </td> </tr>
</tbody></table></div><div style="margin-top: 5px; margin: 20px;"> <div class="smallfont" style="margin-bottom: 2px;"><b>Spoiler</b> for <i>property</i>: </div><div class="alt2" style="border: 1px inset; margin: 0px; padding: 6px;"> <div> <img alt="" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaffljHhbyA8HJnVQCJuYJrUcrRHc6p2wpIJfcG0nlpT4opw5nvftwwSAT60HC_QAIUOrW6kK-3meELML-ehZ7Lh1f2m_Rg-Z5KAYcHZlkahkAQsFbvMYXYdqKWaIfh3WKnm_yrxTBxfx5/s1600/tunnels.jpg" /><br />
<img alt="" border="0" src="http://www.hydroponicsonline.com/store/img-hydroponics/postcard-x3-winnipeg-canada-property-deal-1930s-bank_130468152071.jpg" /> </div></div></div><br />
</div></span></span></b> </td> </tr>
</tbody></table></div><div class="smallfont" style="margin-bottom: 2px;">Quote:</div><b><span style="font-family: Tahoma;"><span style="font-size: small;">Nah Agan/Sist itu baru sebagian cara Al Capone supaya kelihatan bahwa uang yang di dapat dari hasil bisnis yang legal!!!!<br />
<br />
Nah inilah asal cerita kenapa istilah MONEY LAUNDERING terjadi.<br />
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<div align="center"><div style="margin-top: 5px; margin: 20px;"> <div class="smallfont" style="margin-bottom: 2px;"><b>Spoiler</b> for <i>Paham singkat tentang Money Laundry</i>: </div><div class="alt2" style="border: 1px inset; margin: 0px; padding: 6px;"> <div> <br />
<div style="margin-top: 5px; margin: 20px;"> <div class="smallfont" style="margin-bottom: 2px;">Quote:</div><table border="0" cellpadding="6" cellspacing="0"><tbody>
<tr> <td class="alt2" style="border: 1px inset;"> Untuk Mencuci Uang ada 3 tahapan yg mesti agan/sist ketahui :<br />
1. <b><u><span style="color: red;">PLACEMENT/Penempatan</span></u></b> Konversi uang tunai diubah menjadi dalam bentuk Deposito bank,Real Estate, saham, atau dalam bentuk mata uang lainnya atau transfer kedalam valuta asing<br />
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2. <b><u><span style="color: red;">LAYERING</span></u></b> Melakukan transaksi keuangan yang rumit dan kompleks dengan tujuan untuk menghilangkan jejak<br />
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3. <b><u><span style="color: red;">INTEGRASI</span></u></b> penerimaan uang hasil kejahatan secara tipu daya guna memperoleh legitimasi dalam bentuk aktivitas investasi atau proforma bisnis resmi sehingga uang kejahatan menjadi legal </td> </tr>
</tbody></table><img alt="" 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" 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" /><br />
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<img alt="" border="0" src="http://static.howstuffworks.com/gif/money-laundering-2.jpg" /></div></div></div></div></span></span></b>Isac Lestartohttp://www.blogger.com/profile/10454739571624222184noreply@blogger.com0tag:blogger.com,1999:blog-3663092415310609491.post-18255355157867071252012-02-11T17:13:00.001-08:002012-02-11T17:13:23.171-08:007 Cara Mengajarkan Tentang UANG Kepada Anak<b><u><span style="color: red;"></span></u></b><br />
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<tr> <td class="alt2" style="border: 1px inset;"> <b><u><span style="color: red;"><div align="center">1. Ajarkan MENABUNG jika kamu ingin beli sesuatu</div></span></u></b> </td> </tr>
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<tr> <td class="alt2" style="border: 1px inset;"> <div align="center"><br />
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Mendapatkan kebiasaan Menabung adalah salah satu hal paling cerdas yang bisa Anda lakukan.<br />
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Jika Anda membaca ini sekarang sebagai orang tua paruh baya, bayangkan berapa banyak yang Anda akan miliki di bank hari ini, jika Anda akan menyimpan sebesar 10% dari semua yang anda pernah diperoleh / gaji.<br />
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Ajarkan anak Anda untuk menyimpan sedikit dari segala sesuatu yang mereka peroleh. Selain itu berikan contoh langsung kepada si kecil jika memang anda benar menabung (biasanya saya suka membuat 2 celengan, satu untuk saya dan satu lagi untuk anak saya)<br />
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Biasanya ada beberapa sekolah yang mewajibkan para siswanya untuk menabung setiap minggu dengan nominal yang tidak ditentukan. program ini sangat bagus mengingat dalam hal ini sudah membiasakan si kecil untuk menabung dan membeli sesuai apa yang diinginkannya.</div></td> </tr>
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<tr> <td class="alt2" style="border: 1px inset;"> <b><u><span style="color: red;"><div align="center">2. Jangan Ajarkan / Dibolehkan Berhutang </div></span></u></b><div align="center"><br />
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Utang adalah salah satu penyakit sosial terbesar di zaman kita. Kartu kredit mudah didapat, dan celakanya kita orang dewasa/Orang tua, suka menggampangkan pembayaran hutang tsb, " ah, bayar bulan depan aja kalau ada uang..".<br />
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Utang memenjarakan Anda dalam pekerjaan yang Anda tidak suka, menciptakan stres dan kecemasan dalam hidup Anda, dan mengikis kekayaan Program kreasi Anda.<br />
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Anda tidak akan pernah menjadi kaya saat Anda berada dalam utang.<br />
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Lalu bagaimana dengan anak-anak kita ? sementara kita orangtua tidak boleh menganjurkan kepada mereka untuk berhutang..? ya jelaskan pada si kecil bahwa, "kamu kan belum bekerja dan menghasilkan uang, lalu bagaimana cara kamu mengembalikan pinjamannya..?? ".<br />
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Saya sering melakukan pembayaran cash jika didepan anak-anak, maksudnya adalah biar mereka melihat sendiri bahwa untuk membeli sesuatu harus dengan uang bukan dengan "kartu" <img alt="" border="0" class="inlineimg" src="http://static.kaskus.us/images/smilies/sumbangan/14.gif" title="Big Grin" /> (coba anda bayangkan sendiri, tepat tidak..?)</div></td> </tr>
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<tr> <td class="alt2" style="border: 1px inset;"> <b><span style="color: red;"><u><div align="center">3. Ajarkan BERSEDEKAH</div></u></span></b><div align="center"><br />
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Mengenalkan Uang tidak selalu dengan bagaimana cara untuk menimbun uang Sebanyak-banyaknya, apalagi menghalalkan segala cara untuk menimbun uang tabungan. Juga Jangan ajarkan anak seperti Paman Gober (tokoh kaya tapi pelit).<br />
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Kita sebagai orangtua juga mengajarkan mereka "bersedekah" dengan uang ini kita bisa mengasihi sesama manusia yang membutuhkan.<br />
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Saya adalah muslim, saya punya 2 anak laki umur 14thn dan 10thn. Setiap kami akan melakukan ibadah sholat jumaat, sebelum berangkat saya memberikan bekal uang kpd anak-anak saya dng nominal tertentu dengan tujuan untuk dimasukan ke kotak amal. Harapan saya adalah anak saya menjadi orang yang dermawan dan bijaksan dlm mengendalikan keuangnnya. </div></td> </tr>
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<tr> <td class="alt2" style="border: 1px inset;"> <b><u><span style="color: red;"><div align="center">4. Pahami, "Uang Tidaklah Jahat"</div></span></u></b><div align="center"><br />
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"Uang adalah akar segala kejahatan" dan "fulus" adalah kata yang kedengarannya negatif.<br />
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Ajarkan kepada anak-anak bahwa uang bisa membawa kebaikan didunia ini. Sebagai contoh:<br />
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1. Menciptakan kekayaan membantu menciptakan lapangan kerja bagi orang lain<br />
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2. Investasi dalam bisnis membantu untuk membawa solusi ke dalam kehidupan manusia dengan cara inovasi produk dan layanan<br />
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3. Mendapatkan kekayaan luar biasa memungkinkan Anda untuk menyumbangkan lebih banyak uang untuk amal.<br />
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Ajarkan anak-anak Anda bahwa uang ini tidak baik atau buruk - melainkan apa yang Anda lakukan dengan itu yang membuat perbedaan.</div></td> </tr>
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<tr> <td class="alt2" style="border: 1px inset;"> <b><u><span style="color: red;"><div align="center">5. Hemat..Hemat..Hemat..!!!</div></span></u></b><div align="center"><br />
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Maksud hemat disini adalah bukan sebuah kata yang biasa!! tetapi mengandung arti yang dalam. Maksudnya adalah soal memanajemen keuangannya. Mereka sudah diajarkan menabung dan bersedekah. Nah sekarang ajarkan juga bagaimana cara memkasimalkan pengeluaran mereka.<br />
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Saya senang mengajari mereka dalam hal membuat pembukuan uang masuk dan uang keluar dengan cara mencatatnya. kedengarannya sukar dan ribet..Memang..!! tapi kalau orangtuanya disiplin menerapkannya, maka ada nilai positif yang dibangun yaitu : mereka bisa membedakan mana yang prioritas.</div></td> </tr>
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<tr> <td class="alt2" style="border: 1px inset;"> <b><u><span style="color: red;"><div align="center">6. Ajarkan "The Best Price"</div></span></u></b><div align="center"><br />
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Dalam urusan membelipun tak luput menjadi perhatian kita kepada anak-anak. Bijaklah dalam memilih merk, harga, dan kualitas. Situasi saat ini banyak Merk dan Harga yang bervariasi, sehingga membingungkan pembeli.<br />
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Ajarkan mereka untuk dapat bersabar membeli sesuatu yang sesuai dengan kebutuhannya tanpa menyampingkan kualitas dan harga. Jangan sampai mengajarkan anak hanya membeli barang yang murah, merk tidak jelas dan kualitas yang buruk. Bijaksanalah dalam membeli !!!</div></td> </tr>
</tbody></table></div><div class="smallfont" style="margin-bottom: 2px;">Quote:</div><b><u><span style="color: red;"><div align="center">7. Ajarkan Mendapatkan Uang, Itu Sebuah Proses</div></span></u></b><div align="center"><br />
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Banyak sekali jenis Investasi di dunia ini,invesatsi ini adalah salah satu cara supaya kita bisa kaya selain dengan cara kerja dikantoran. <br />
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Saya disaat senggang suka berbincang dengan anak-anak saya disaat kami dimeja makan, saya mengatakan bahwa apa yang mereka atau kami dapatkan saat ini adalah sebuah usaha kerja keras, ketekunan, dan pengorbanan. Jadi bukan datang dengan tiba-tiba (atau cara mudah). "Usaha sesuai dengan imbalan"<br />
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Jadi kalau mau sukses semua itu berproses dan tidak ada cara yang instan. Jadi itu yang saya tanamkan ke anak-anak. Kenapa? Harapan saya adalah ingin mereka tahu bahwa untuk mendapatkan uang tiada cara yang mudah untuk mendapatkannya tetapi semua itu harus ada usahanya (proses)</div>Isac Lestartohttp://www.blogger.com/profile/10454739571624222184noreply@blogger.com0tag:blogger.com,1999:blog-3663092415310609491.post-43106551587502642852012-02-11T17:12:00.000-08:002012-02-11T17:12:26.135-08:00Cara Mendidik Anak Agar Tidak MATERIALISTISrangtua zaman sekarang memiliki pekerjaan rumah demikian banyak dalam mengasuh dan membersarkan anak-anaknya. Hal yang paling kentara dan dirasa cukup sulit bagi orangtua adalah membesarkan anak tanpa tumbuh menjadi pribadi materialistis. Upaya orangtua harus demikian kuat agar bombardir iklan di televisi, majalah, maupun pengaruh teman sebaya, yang menjadi beberapa faktor atas sifat materialistis, dapat diredam.<br />
Studi yang dilakukan oleh Penn State's Smeal College of Business, seperti dikutip dalam No More Misbehavin' yang ditulis oleh Michele Borba, Ed.D, menyimpulkan bahwa anak-anak sekarang lebih materialistis di usia yang lebih muda lagi. Karena itu, menjadi tugas orangtua untuk menanamkan pemahaman kepada anak bahwa karakter moral, kontribusi terhadap lingkungan, dan kualitas hubungan mereka akan jauh lebih bernilai ketimbang materi yang bisa diperoleh.<br />
Dengan kata lain, orangtua perlu meyakinkan anak bahwa identitas mereka tidaklah didasarkan pada apa yang mereka punya, tetapi pada siapa mereka. Orangtua perlu mempelajari sejumlah cara bagaimana cara membesarkan anak tanpa membuat mereka menjadi individu yang materialistis.<br />
Berikut cara-cara yang disarankan:<br />
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<b><u><span style="color: red;">1. Membatasi tontonan televisi :</span></u></b><br />
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Ini aturan yang sering disebutkan oleh para ahli. Sebaiknya anak tidak menonton lebih dari dua jam setiap hari. Selain sejumlah program yang dibuat banyak yang masih tidak sesuai dengan usia anak, iklan yang muncul di antara program tersebut kerap menarik perhatian anak dan pada akhirnya membuat mereka menginginkannya. Cara lain yang juga dapat dilakukan adalah dengan mengalihkan perhatian anak saat jeda iklan. Kalaupun tidak, jelaskan kepada anak tentang teknik pemasaran yang biasa digunakan dalam iklan. Atau tonton acara yang tidak ada iklannya.<br />
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<b><u><span style="color: red;">2. Perhatikan apa yang diperhatikan anak: </span></u></b><br />
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Bila Anda melihat anak ingin menggunakan celana jins skinny, pakaian dengan merek ternama karena melihatnya di majalah, inilah waktunya untuk menjelaskan kepada mereka agar tidak selalu mengikuti arus. Pada awalnya anak mungkin saja akan kesal, sebal, dan mengatakan Anda tidak paham perasaan mereka. Namun, dengan mengingatkan akan hal tersebut, pada akhirnya anak akan meresapi penjelasan Anda.<br />
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<b><u><span style="color: red;">3. Katakan "tidak":</span></u></b><br />
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Bukan tindakan tepat untuk selalu memberikan apa saja yang diinginkan anak. Lagipula, menurut Michele, Anda tidak selalu mendapatkan apa yang diinginkan dalam hidup ini 'kan? Mengatakan "tidak" atau menolak membelikan benda-benda yang diinginkan anak bukanlah hal keliru.<br />
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<b><u><span style="color: red;">4. Hadiah tanpa membeli:</span></u></b><br />
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Sesekali ada baiknya juga melatih anak untuk tidak membeli hadiah bagi anggota keluarga. Hal itu akan mendorong anak untuk kreatif dalam membuat hadiah tanpa mengeluarkan uang, misalnya membuat kartu, puisi, atau poster yang menggambarkan rasa sayang mereka bagi penerima hadiah.<br />
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<b><u><span style="color: red;">5. Menjadi panutan:</span></u></b><br />
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Sebelum terburu-buru menyalahkan iklan di televisi maupun teman sepermainan anak, coba lihat kembali diri sendiri. Apakah Anda gemar mengoleksi barang tertentu yang harganya sangat mahal? Apakah Anda sebagai orangtua suka membeli aneka busana dari perancang atau merek terkemuka?<br />
Kalau jawabannya iya, orangtua perlu membenahi diri. Perlu diingat, anak lebih meniru orangtuanya. Dengan kata lain, kalau orangtua ingin memiliki anak yang tidak materialistis, harus bisa menjadi contoh. Percuma saja orangtua mengajarkan anak untuk tidak selalu membeli barang mewah sementara sang ibu masih asyik membeli sepatu atau tas dengan harga selangit.<br />
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<b><u><span style="color: red;">6. Ajarkan prioritas:</span></u></b><br />
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Gunakan keputusan berbelanja sebagai peluang untuk mengajarkan perencanaan keuangan, termasuk bagaimana mengontrol keinginan yang tidak perlu. Saat berbelanja untuk keperluan sekolah, misalnya, minta anak untuk membuat daftar barang yang diinginkan lalu buat prioritasnya.<br />
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<b><u><span style="color: red;">7. Latih kesadaran untuk menyumbang:</span></u></b><br />
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Tidak harus memaksa anak untuk mau menyumbangkan benda kesayangan mereka. Orangtua bisa menjadi contoh baik dengan menyumbangkan barang sendiri untuk kegiatan amal dan jelaskan alasan Anda melakukan itu. Setelah itu biarkan anak tahu bahwa mereka dapat mendonasikan barang-barangnya juga. Barang tersebut bisa diberikan kepada sepupu yang lebih kecil ataupun kepada anak-anak yang tidak mampu. Hal itu akan membantu anak menyadari bahwa barang hanya objek semata.<br />
Mereka juga belajar untuk melepaskan kesenangan dari barang yang dimiliki agar orang lain dapat merasakan, kesenangan yang sama, seperti yang dialaminya.<br />
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http://health.kompas.com/read/2012/02/06/11314823/Mendidik.Anak.agar.Tidak.MaterialistisIsac Lestartohttp://www.blogger.com/profile/10454739571624222184noreply@blogger.com0tag:blogger.com,1999:blog-3663092415310609491.post-81788283967137656002012-02-11T17:08:00.001-08:002012-02-11T17:08:36.853-08:00Cara HARLEY-DAVIDSON Membangun Customer Menjadi LOYAL<span style="color: navy;"><span style="font-size: small;">Kesalahan dalam memahami kesuksesan bahwa kesuksesan dapat dicapai dengan mendorong suatu produk atau ide secara agresif- berpengaruh buruk terhadap aktivitas menjual dan mempengaruhi. Kesalahpahaman ini mendorong timbulnyaperilaku yang tidak tepat. <br />
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Contohnya, orang suka menjadi suka berbelit belit, memaksakan kehendak dan agresif, atau terlalu banyak bicara serta mudah meng-iyakan sesuatu. Aktivitas menjual dan mempengaruhi sangat tergantung pada bagaimana seseorang mengupayakan perilaku yang tepat, yaitu dengan menyeimbangkan antara keterbukaan dan ketegasan dengan kehangatan dan kompetensi. Dan, bila dikombinasikan dengan produk atau merk yang bagus, hal ini dapat mendukung upaya pembangunan loyalitas pelanggan.<br />
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<b><u><span style="color: darkred;">Contoh Kasus :</span></u></b><br />
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<div align="center"><span style="color: navy;"><span style="font-size: small;"><img alt="" border="0" src="http://upload.wikimedia.org/wikipedia/en/thumb/b/b2/Harley-Davidson.svg/250px-Harley-Davidson.svg.png" /></span></span></div><span style="color: navy;"><span style="font-size: small;"><br />
Harley-Davidson mengatasi turbelensi dimasa lalu denagn membangun loyalitas pelanggan, yang kemudian menjadi salah satu asetnya yang abadi. Harley-Davidson merupakan salah satu pabrikan motor Amerika terkemuka. Namun, pada tahun 1980-an penjualannya mengalami penurunan tajam akibat persaingan ketat dengan motor buatan Jepang yang lebih terjangkau dan berkualitas. Harley-Davidson memperbaiki kualitasnya dengan menggunakan teknik produksi Dr. Edwards Deming. <br />
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Tantangan berikutnya adalah memenangkan kembali dan mempertahankan pangsa pasar (saat ini, Harley-Davidson memiliki tingkat loyalitas pelanggan sebesar 90%).<br />
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<div align="center"><img alt="" border="0" src="http://2.bp.blogspot.com/-WJu32suu_NY/TvbGiH0-PBI/AAAAAAAABms/kW19c-bbjYM/s1600/6bd69__122_0610_01_z2B2007_harley_davidson_sportster_xr_12002Bstatic.jpg" /></div><br />
Pengetahuan akan kebutuhan pelanggan dan cara menarik emosi pelanggan telah membantu Harley-Davidson dalam membangun kepercayaan dan ikatan dengan pelanggan . Para Manager mereka bertemu dengan pelanggan secara rutin di berbagai reli untuk mendemonstrasikan model-model baru mereka. <br />
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Untuk meningkatkan loyalitas pelanggan, dibuatlah iklan yang memperkuat citra merk Harley. Harley Owner’s Group (HOG) adalah klub keanggotaan untuk membangun loyalitas pelanggan, dimana 2/3 (dua pertiga) pelanggan selalu memperbaharui keanggotaan mereka. Secara signifikan, Harley-Davidson memastikan para pelanggannya mendapatkan manfaat atas nilai yang mereka hargai.<br />
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<div align="center"><img alt="" border="0" src="http://triatmono.files.wordpress.com/2011/03/hog-indonesia.jpg" /></div><br />
Hasilnya, pelanggan mempercayai Harley-Davidson, kepercayaan ini dimanfaatkan untuk membangun ikatan yang lebih kuat dan keuntungan yang semakin tinggi dalam sebuah lingkaran kebajikan. <br />
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Rich Teerlink, mantan pimpinan, berkomentar, ”mungkin program yang dahulu paling signifikan dan akan terus seperti itu adalah Harley Owners Group (HOG). Para dealer mendapatkan kembali kepercayaan diri bahwa Harley dapat akan menjadi mitra yang dapat diandalkan dan menangkap ide-ide dari orang kami semua orang di Harley-Davidson adalah hal yang sangat penting bagi kesuksesana kami di masa mendatang “ <br />
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<div align="center"><img alt="" border="0" src="http://www.washingtonspeakers.com/images/photos/sp1/1632.jpg" /></div></span></span><br />
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<b><u><span style="font-size: small;"><span style="color: red;">Penerapan :</span></span></u></b><br />
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<tr> <td class="alt2" style="border: 1px inset;"> <div align="center"><b><span style="font-size: small;"><span style="color: darkgreen;">1. Berikan pengalaman yang konsisten (dan idealnya “ber-merk”) pada pelanggan setiap kali mereka berurusan dengan bisnis mereka<br />
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2. Perjelas penawaran nilai apa yang anda tawarkan pada pelanggan<br />
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3. Berikan insentif kepada pelanggan baru agar mereka kembali dan melakukan pembelian lagi<br />
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4. Berikan penghargaan atas loyalitas pelanggan tetap<br />
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5. Miliki daya saing, apa yang kelihatannya baik bagi anda belum tentu demikian menurut pesaing anda<br />
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6. Buatlah pengalaman pelanggan mudah dan menyenangkan <br />
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7. Yakinkan pelanggan dengan penawaran layanan dan produk yang dapat diandalkan<br />
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8. Kembangkan proses secara terus menerus berdasarkan masukan dari pelanggan<br />
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9. Tunjukan realibilitas dengan bekerja sama dengan mitra dan berinvestasi pada sumber daya </span></span></b></div></td> </tr>
</tbody></table></div>Isac Lestartohttp://www.blogger.com/profile/10454739571624222184noreply@blogger.com0tag:blogger.com,1999:blog-3663092415310609491.post-79691267038806603832012-01-18T01:13:00.001-08:002012-01-18T01:13:16.581-08:00Menerapkan Hukum Pygmalion – Hukum Berpikir Positif dlm Kehidupan<img alt="" 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" /><br />
<span style="color: darkred;"><span style="font-size: medium;"><span style="font-family: Franklin Gothic Medium;">Pygmalion dikenal sebagai orang yang suka berpikiran positif. Ia memandang segala sesuatu dari sudut yang baik. Apabila lapangan di tengah kota becek, orang-orang mengomel. Tetapi Pygmalion berkata, <span style="color: red;"><i>“Untunglah, lapangan yang lain tidak sebecek ini.”</i></span> Ketika ada seorang pembeli patung ngotot menawar-nawar harga, kawan-kawan Pygmalion berbisik, <span style="color: red;"><i>“Kikir betul orang itu.”</i></span> Tetapi Pygmalion berkata,<span style="color: red;"><i> “Mungkin orang itu perlu mengeluarkan uang untuk urusan lain yang lebih perlu</i></span>”. Ketika anak-anak mencuri apel dikebunnya, Pygmalion tidak mengumpat. Ia malah merasa iba, <span style="color: red;"><i>“Kasihan, anak-anak itu kurang mendapat pendidikan dan makanan yang cukup di rumahnya.”<br />
</i></span><br />
Itulah pola pandang Pygmalion. Ia tidak melihat suatu keadaan dari segi buruk, melainkan justru dari segi baik. Ia tidak pernah berpikir buruk tentang orang lain; sebaliknya, ia mencoba membayangkan hal-hal baik dibalik perbuatan buruk orang lain.</span></span></span><br />
<span style="color: darkred;"><span style="font-size: medium;"><span style="font-family: Franklin Gothic Medium;">Pada suatu hari Pygmalion mengukir sebuah patung wanita dari kayu yang sangat halus. Patung itu berukuran manusia sungguhan. Ketika sudah rampung, patung itu tampak seperti manusia betul. Wajah patung itu tersenyum manis menawan, tubuhnya elok menarik.<br />
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Kawan-kawan Pygmalion berkata, <span style="color: red;"><i>“Ah,sebagus- bagusnya patung, itu cuma patung, bukan isterimu.”</i></span><br />
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Tetapi Pygmalion memperlakukan patung itu sebagai manusia betul. Berkali-kali patung itu ditatapnya dan dielusnya.<br />
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Para dewa yang ada di Gunung Olympus memperhatikan dan menghargai sikap Pygmalion, lalu mereka memutuskan untuk memberi anugerah kepada Pygmalion, yaitu mengubah patung itu menjadi manusia betul. Begitulah, Pygmalion hidup berbahagia dengan isterinya itu yang konon adalah wanita tercantik di seluruh negeri Yunani. Nama Pygmalion dikenang hingga kini untuk mengambarkan dampak pola berpikir yang positif. Kalau kita berpikir positif tentang suatu keadaan atau seseorang, seringkali hasilnya betul-betul menjadi positif. Misalnya, Jika kita bersikap ramah terhadap seseorang, maka orang itupun akan menjadi ramah terhadap kita.<br />
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<span style="color: red;"><b>Jika kita memperlakukan anak kita sebagai anak yang cerdas, akhirnya dia betul-betul menjadi cerdas.<br />
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Jika kita yakin bahwa upaya kita akan berhasil, besar sekali kemungkinan upaya dapat merupakan separuh keberhasilan.</b></span><br />
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Dampak pola berpikir positif itu disebut <u><b><span style="color: red;">dampak Pygmalion</span></b></u>. Pikiran kita memang seringkali mempunyai dampak fulfilling prophecy atau ramalan tergenapi, baik positif maupun negatif. Kalau kita menganggap tetangga kita judes sehingga kita tidak mau bergaul dengan dia, maka akhirnya dia betul-betul menjadi judes. Kalau kita mencurigai dan menganggap anak kita tidak jujur, akhirnya ia betul-betul menjadi tidak jujur.<br />
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<span style="color: red;"><b>Kalau kita sudah putus asa dan merasa tidak sanggup pada awal suatu usaha, besar sekali kemungkinannya kita betul-betul akan gagal.</b></span><br />
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Pola pikir Pygmalion adalah berpikir, menduga dan berharap hanya yang baik tentang suatu keadaan atau seseorang. Bayangkan, bagaimana besar dampaknya bila kita berpola pikir positif seperti itu. Kita tidak akan berprasangka buruk tentang orang lain. Kita tidak menggunjingkan desas-desus yang jelek tentang orang lain. Kita tidak menduga-duga yang jahat tentang orang lain.<br />
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Kalau kita berpikir buruk tentang orang lain, selalu ada saja bahan untuk menduga hal-hal yang buruk. Jika ada seorang kawan memberi hadiah kepada kita, jelas itu adalah perbuatan baik. Tetapi jika kita berpikir buruk,kita akan menjadi curiga, <span style="color: red;"><i>“Barangkali ia sedang mencoba membujuk,”</i></span> atau kita mengomel,<i><span style="color: red;"> “Ah, hadiahnya cuma barang murah.”</span></i> Yang rugi dari pola pikir seperti itu adalah diri kita sendiri.Kita menjadi mudah curiga. Kita menjadi tidak bahagia. Sebaliknya, kalau kita berpikir positif, kita akan menikmati hadiah itu dengan rasa gembira dan syukur, <span style="color: red;"><i>“Ia begitu murah hati. Walaupun ia sibuk, ia ingat untuk memberi kepada kita.”</i></span><br />
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<div style="margin-top: 5px; margin: 20px;"> <div class="smallfont" style="margin-bottom: 2px;">Quote:</div><table border="0" cellpadding="6" cellspacing="0"><tbody>
<tr> <td class="alt2" style="border: 1px inset;"> <span style="color: navy;"><span style="font-size: medium;"><span style="font-family: Franklin Gothic Medium;"><i>Warna hidup memang tergantung dari warna kaca mata yang kita pakai. Kalau kita memakai kaca mata kelabu, segala sesuatu akan tampak kelabu. Hidup menjadi kelabu dan suram. Tetapi kalau kita memakai kaca mata yang terang, segala sesuatu akan tampak cerah. Kaca mata yang berprasangka atau benci akan menjadikan hidup kita penuh rasa curiga dan dendam. Tetapi kaca mata yang damai akan menjadikan hidup kita damai.<br />
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Hidup akan menjadi baik kalau kita memandangnya dari segi yang baik. Berpikir baik tentang diri sendiri. Berpikir baik tentang orang lain. Berpikir baik tentang keadaan. Berpikir baik tentang Tuhan. Dampak berpikir baik seperti itu akan kita rasakan. Keluarga menjadi hangat. Kawan menjadi bisa dipercaya. Tetangga menjadi akrab. Pekerjaan menjadi menyenangkan. Dunia menjadi ramah. Hidup menjadi indah. Seperti Pygmalion, begitulah.</i></span></span></span></td></tr>
</tbody></table></div>Isac Lestartohttp://www.blogger.com/profile/10454739571624222184noreply@blogger.com0tag:blogger.com,1999:blog-3663092415310609491.post-22890228095222866932012-01-18T00:23:00.000-08:002012-01-18T00:23:06.887-08:00Pak, Bu, Tolong Jangan Katakan Hal Ini pada Anak AndaREPUBLIKA.CO.ID, Memiliki dan membesarkan sang buah hati punya seni tersendiri. Apalagi, kata para pemerhati anak, tidak ada sekolah khusus untuk menjadi orang tua. Tak jarang, kita terlalu yakin mampu membesarkan buah hati dengan cara sendiri. Ternyata, tidak semudah itu. Ternyata, dari komunikasi sehari-hari, perkembangan anak pun bisa saja terganggu. Nah, bapak dan ibu, ada kata-kata yang sebaiknya tidak Anda lontarkan untuk buah hati tercinta.<br />
Apa itu?<br />
<strong>''Jangan Nangis'</strong>'<br />
Atau, kata-kata serupa seperti, ''Jangan cengeng'' atau ''Nangis melulu''. Padahal, untuk anak-anak yang belum dapat mengekspresikan emosi lewat kata-kata, mereka hanya dapat menyalurkannya dengan cara menangis. Adalah wajar, bila anak-anak merasa sedih atau ketakutan. ''Sebenarnya, wajar saja bila ortu ingin melindungi anak mereka dari perasaan-perasaan itu. Tapi, dengan mengatakan ''jangan'' tidak berarti anak-anak akan lebih baik. ''Ini juga akan memberikan kesan bahwa emosi mereka tidak benar, bahwa tidak baik untuk merasa takut atau sedih,'' ujar Debbie Glasser, direktur Family Support Services.<br />
Lebih baik, katakan pada anak bahwa Anda memahami perasaan sedih yang dia alami. ''Ibu paham kamu takut dengan ombak. Ibu janji tidak akan melepaskan tanganmu lagi, Nak...''<br />
<br />
<strong>''Kenapa kamu tidak bisa seperti saudaramu?'</strong>'<br />
''Lihat tuh, Doni rapi <em>banget </em>mengancing bajunya. Kok kamu tidak bisa?'' <br />
Para pakar menilai wajar orang tua membandingkan anak-anaknya. Ini akan menjadi referensi terhadap perkembangan anak-anak. Namun, tolong, jangan katakan ini di depan anak-anak. Ini karena tiap anak adalah individu yang berbeda. Mereka punya kepribadian tersendiri. Membandingkan anak dengan orang lain berarti Anda menginginkan anak Anda menjadi orang yang berbeda.<br />
<br />
<strong>''Pergi sana! Bapak Mau Sendiri!''</strong><br />
Ketika Anda kerap melontarkan kata-kata ini pada anak, Suzette Haden Elgin, pendiri Ozark Center, mengatakan anak-anak akan berpikir tidak ada gunanya berbicara dengan orang tuanya karena mereka selalu diusir. ''Jika Anda terbiasa mengatakan hal-hal itu pada anak-anak sejak mereka kecil, biasanya mereka akan mengatakan hal serupa ketika dewasa.''<br />
<strong>''Kamu Itu...''</strong><br />
Pelabelan pada anak adalah cara pintas untuk mengubah anak-anak. Jika seorang ibu mengatakan, ''Anak saya memang pemalu'', maka anak akan menelan begitu saja label itu tanpa bertanya apa pun. Apalagi, bila kita memberikan label buruk pada anak-anak, itulah yang akan melekat dalam benak mereka. Seumur hidup.Isac Lestartohttp://www.blogger.com/profile/10454739571624222184noreply@blogger.com0tag:blogger.com,1999:blog-3663092415310609491.post-4196826906855951092012-01-14T13:57:00.000-08:002012-01-14T13:57:20.089-08:0020 Cara Agar Tak Gampang Lupa<cite class="byline vcard">Oleh <span class="fn">Yahoo! UK Lifestyle</span> | <span class="provider org">Yahoo She</span> – <abbr title="2012-01-13T08:25:28+00:00">Jum, 13 Jan 2012 15.25 WIB</abbr></cite> <br />
Tadi kunci mobil diletakkan di mana ya? Tadi oven sudah dimatikan belum ya? Eh pintu rumah sudah dikunci belum?<br />
<br />
Jika Anda biasa melontarkan beberapa pertanyaan di atas kepada diri sendiri, alias seorang pelupa, berikut ini 20 langkah memperbaiki daya ingat.<br />
<br />
<strong>1. Padatkan</strong><br />
Ketika mengingat-ingat deretan huruf yang panjang seperti 33987643134509, pecahkanlah menjadi: 33 98 76 43 13 45 09.<br />
<br />
<strong>2. Jangan menjejalkan</strong><br />
Lebih baik memberi ruang pada proses belajar. Contohnya, ketika Anda belajar bahasa asing, jangan mengulang satu kata terus-menerus. Demikian saran dr Chris Moulin dari Leeds Memory Group. Ulangi beberapa kali, dan kemudian lanjutkan lagi, dan kembali lagi nanti.<br />
<br />
<strong>3. Ciptakan petunjuk</strong><br />
Jika kamu mempunyai kegiatan teratur setiap hari pada waktu tertentu, seperti minum obat, berilah petunjuk dirimu sendiri untuk menolong niatanmu tersebut. Misalnya: “Ketika acara TV ini selesai aku akan meminum obat.”<br />
<br />
<strong>4. Gunakan gambar</strong><br />
Satu cara untuk mengingat sesuatu, seperti nama orang, adalah menggambarkan wajah mereka. Jadi ketika kamu bertemu Joe Diamond, bayangkan sebuah intan (diamond). Kamu harus lebih kreatif untuk menggambarkan nama orang dengan nama yang tidak biasa.<br />
<br />
<strong>5. Buat lebih bermakna</strong><br />
Gunakan arti khusus untuk mewakili sebuah fakta atau angka, jika Anda perlu mengingat angka 50110662012, pikirkan jins Levi's, Perang Hastings, atau Olimpiade London.<br />
<br />
<strong>6. Buatlah lebih pribadi</strong><br />
Buatlah sesuatu yang ingin kamu ingat berhubungan dengan dirimu sendiri. Itu pertolongan mengingat yang plaing baik. Contohnya Blair mulai berkuasa pada tahun 1997, kamu lulus tahun 1997.<br />
<br />
<strong>7. Metode Kamar Roma</strong><br />
Metode Kamar Roma adalah tentang mengingat rangkaian informasi dengan memvisualisasikan mereka ke dalam sebuah lokasi. Gunakan tempat yang kamu tahu dengn baik, lakukan perjalanan pikiran melewati kamar dalam tatanan yang teratur. Kemudian letakkan informasi dari daftarmu satu per satu ke dalam setiap kamar.<br />
<br />
Jadi ketika ingin mengingat Perdana Menteri, tempatkan Harold Wilson di lorong, James Callaghan di ruang keluarga, Margareth Thatcher di dapur dan seterusnya. Pikirkan itu pelan-pelan dan itu akan terus menempel.<br />
<br />
<strong>8. Rutinitas</strong><br />
Rutinitas yang membosankan adalah teman terbaik ingatan. Letakkan barang-barang tersebut di tempat yang sama di waktu yang lama. Semakin terbiasa, semakin mudah Anda mengingat.<br />
<br />
<strong>9. Menghafal</strong><br />
Menghafal adalah teknik pembelajaran yang menolong daya ingat - seperti 'Mejikuhibiniu' untuk mengingat warna pelangi. Gunakan frasa untuk mengingat hal, semakin aneh semakin baik. <br />
<br />
<strong>10. Makan ikan berlendir</strong><br />
Minyak Omega-3 yang ada pada ikan berlendir, dapat membantu kekuatan Anda berkonsentrasi.<br />
<br />
<strong>11. Konsumsi choline</strong><br />
Choline, asam amino yang ada pada telur, hati, ayam dan kedelai, dapat menjaga otak dan meningkatkan daya ingat. Penelitian terbaru menunjukkan, orang dengan konsumsi choline yang tinggi berhasil menyelesaikan tes daya ingat dengan lebih baik — walau diet kesehatan jangka panjang adalah kunci utama untuk menjaga fungsi otak yang baik, dengan sayuran hijau, buah beri, tomat, kacang dan kecambah adalah makanan yang baik untuk daya ingat.<br />
<br />
<strong>12. Olahraga</strong><br />
Sebuah penelitian Cambridge University menyebutkan, latihan aerobik teratur seperti jogging dapat meningkatkan daya ingat dengan memicu pertumbuhan neuron baru di otak.<br />
<br />
<strong>13. Mengajar</strong><br />
Mengajari konsep baru pada orang lain bisa membantu ingatanmu pada hal tersebut. Jadi berikan mata kuliah kecil untuk temanmu ketika kalian berdua belajar untuk tes yang sama.<br />
<br />
<strong>14. Berpikiran positif</strong><br />
Menurut ahli kesehatan Harvard, stereotipe negatif tentang penuaan membuat daya ingat menurun. Jadi orang tua menghasilkan nilai yang tes daya ingat yang buruk ketika dihadapkan pada pernyataan pesimis tentang usia dan kekuatan otak — dan lebih baik ketika mendengar pesan untuk menjaga daya ingat tetap kuat hingga pensiun.<br />
<br />
<strong>15. Gunakan seluruh inderamu</strong><br />
Makin banyak indera yang kamu gunakan ketika mengalami suatu kejadian, semakin mudah Anda mengingatnya nanti. Contoh, penciuman bisa secara cepat mengembalikan kenangan masa lalu. Jadi mulailah mengendus.<br />
<br />
<strong>16. Catat</strong><br />
Gambar atau tulislah informasi yang ingin diingat.<br />
<br />
<strong>17. Pengulangan</strong><br />
Ketika kamu ingin mengingat hal baru, ulangi dengan keras. Contohnya jika kamu baru diberitahu nama seseorang, panggil nama mereka ketika berbicara dengan orang tersebut.<br />
<br />
<strong>18. Tantang dirimu sendiri</strong><br />
Beraktivitas memerlukan konsentrasi. Bergabunglah dengan klub membaca, teka-teki silang atau mencoba resep masakan baru. Kegiatan apapun yang menggunakan otak akan menolongmu untuk menjaga bakat hingga tua nanti.<br />
<br />
<strong>19. Tulis, jangan ketik </strong><br />
Jari Anda mungkin akan kikuk menggunakan alat tulis ketika sudah terbiasa mengetik, namun menulis dengan tangan dapat membuat otak memproses informasi dengan lebih baik. Jadi ketika belajar hal yang baru, tulislah.<br />
<br />
<strong>20. Meditasi </strong><br />
Penelitian AS menunjukkan, pengobatan harian mempertebal bagian otak cerebral cortex, yang bertanggungjawab membuat keputusan, perhatian dan daya ingat. Cobalah melakukan teknik mengosongkan pikiran, berfokus pada sebuah gambar, suara atau napas Anda sendiri.Isac Lestartohttp://www.blogger.com/profile/10454739571624222184noreply@blogger.com1tag:blogger.com,1999:blog-3663092415310609491.post-5467676081988602332012-01-11T15:36:00.001-08:002012-01-11T15:36:41.880-08:00hahaha...<br />
magelang - solo<br />
pengalaman pertama mengemudi mobil avansa. kedua kali nyetir mobil tahun 2000an.Isac Lestartohttp://www.blogger.com/profile/10454739571624222184noreply@blogger.com0tag:blogger.com,1999:blog-3663092415310609491.post-91774440657801335202012-01-01T17:51:00.000-08:002012-01-02T05:13:59.476-08:00TUGAS UAS ETIKA BISNIS<div class="MsoNormal" style="font-family: Times,"Times New Roman",serif;"><b><span style="font-size: 15pt; line-height: 115%;">SEJARAH – SEJARAH KASUS DALAM ETIKA BISNIS </span></b></div><div class="MsoNormal" style="font-family: Times,"Times New Roman",serif;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 115%;">CHRIS MAGONE & SIMON ROBINSON</span></b><br />
<b><span style="font-size: 10pt; line-height: 115%;">(hal 9 - 96)</span></b><br />
<b><span style="font-size: 10pt; line-height: 115%;"> </span></b></div><div class="MsoNormal" style="font-family: Times,"Times New Roman",serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhToplA2SEQeq26xRBjll3-K1yfS6yBlQ8onsIqj18GeguVTpryHVvoS_icG-pPDxMMUOo1_stoCKNFHoNIKDkIZPv5RYU3qmRo_QLccaQZKB26lXLpgKkXe8YF-LtQU4QWIkf1dut-zEM/s1600/IMG_0463.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhToplA2SEQeq26xRBjll3-K1yfS6yBlQ8onsIqj18GeguVTpryHVvoS_icG-pPDxMMUOo1_stoCKNFHoNIKDkIZPv5RYU3qmRo_QLccaQZKB26lXLpgKkXe8YF-LtQU4QWIkf1dut-zEM/s320/IMG_0463.JPG" width="239" /></a><b style="mso-bidi-font-weight: normal;"><span style="font-size: 15pt; line-height: 115%;">BAB I - Pendekatan Teoritis pada Etika Bisnis</span></b></div><div class="MsoNormal" style="font-family: Times,"Times New Roman",serif;"><b style="mso-bidi-font-weight: normal;"> Bagian I – Dilema Bisnis, pengambilan keputusan etis dalam bisnis</b></div><div class="MsoNormal" style="font-family: Times,"Times New Roman",serif;"> Isu perilaku perusahaan dan perilaku personal dalam bisnis menjadi topic terhangat. Bisnis telah mnejadi lebih global. Dan semakin menjadi global semakin berkurang tanggung jawabnya. Banyaknya bencana yang terjadi seperti tragedi bophal , Exxon valdez . kita ambil contoh pada traggedi bophal dimana gara – gara kebocoran tangki gas pabrik pestisida , dalam bencana itu siapakah yang sebenarnya harus bertanggung jawab?dan bagaimanakita mencoba agar bencana semacam itu tidak terjadi lagi . ada kepentingan antara grup para pemegang saham dengan pemerintah,dalam isu etika dan lingkungan. </div><div class="MsoNormal" style="font-family: Times,"Times New Roman",serif; text-indent: 0.5in;">Jika alasan – alasan yang diatas yang diusung oleh korporasi kedepannya. Pa yang penjadi determinan dari perilakunya. Tujuan dari bab ini adalah melihat cara – cara bagaimana kita seharusnya menata bagaimana mengambil pilihan keputusan etika.</div><div class="MsoNormal" style="font-family: Times,"Times New Roman",serif; text-indent: 0.5in;"> Dalam suatu keputusan bisnis terdapat konten etika didalamnya. Salah satu jenis keputusan saat dimana ada nilai – nilai persaingan.bukan kasus mengenai satu program baik dan yang lainnya salah.justru kesulitan akan tampak ketika keduanya tampak benar. Dan satu lagi kesulitan dalam pengambilan keputusan adalah kita tidak tahu bagaimana mengintepretasikan sebuah ketidakpastian dalam kasus tertentu yang sedang dihadapi</div><div class="MsoNormal" style="font-family: Times,"Times New Roman",serif; text-indent: 0.5in;">Perusahaan dan individu bekerja dalam kerangka kerja . kerangka kerja tersebut diatur berdasarkan hukum dan aturan.namun peraturan dari sebuah perusahaan satu dengan yang lainnya berbeda. Hal tersebut terkait dengan perbedaan wilayah. Dalam realitanya ada standar yang berlaku yaitu kode. Ada 4 tingkatan aturan , yaitu aturan internasional , nasional , perusahaan dan perdagangan atau aturan profesi. terdapat sebuah organisasi yangmenaungi aturan bisnis internasional. Organisasi tersebut adalah transparansi internasional dan badan yang bernama “<i style="mso-bidi-font-style: normal;">Caux Round Table</i>”. Aturan tersebut merupakan garis bantu yang pasti .</div><div class="MsoNormal" style="font-family: Times,"Times New Roman",serif; text-indent: 0.5in;">Aturan merupakan salah satu yangmenentukan perilaku. Namun ada kelemahan dari pendekatan kode yaitu aturan tersebut bisa jadi didasari oleh kepentingan dari anggota –anggota dari suatu kelompok dan bukan dilandasi oleh kepentingan dari indivisu – individu yang dilayani oleh kelompok itu. Perusahaan menurut Tom Clarke terdapat tiga level tanggung jawab kepada masyarakat, yakni : level pertama adalah prusahaan harus memenuhi kewajiban materialnya kepada shareholder, karyawan, pelanggan , pemasok, kreditor, pembayaran pajak. Level kedua adalah perusahaan memilki kewajiban untuk memperhitungkan setiap konsekuensi dari tindakannya. Pada level ketiga menjelaskan tanggungjawab perusahaan adalah menjaga hubungan antara bisnis dan masyarakat dalam arti luas. Dalam tingkat ketiga pertanyaan yag muncul adalah seberapa jauh sebuah bisnis mampu bertanggungjawab untuk menjaga suatu kerangka kerja masyarakat yang merupakan sebuah bagian dan sebuah pelaksanaan </div><div class="MsoNormal" style="font-family: Times,"Times New Roman",serif; text-indent: 0.5in;"><br />
</div><div class="MsoNormal" style="font-family: Times,"Times New Roman",serif; text-indent: 0.5in;">Pengambilan keputusan bisnis akan terjadi dilemma pada saat seorang manajer berada dibawah tekanan konflik yang timbul dari persepsi dari pada peran bisnis didalam lingkungan masyarakat, disaat manajer harus mengefisiensikan biaya perusahaan dengan mengurangi pekerja namun disatu sisi harus memastikan unit nya tetap bekerja. Dan sisi lain harus melakukan rekrutmen dari tenaga kerja yang baru lulus sekolah. Dilemma berkutnya adalh jika manajer dihadapkan dengan penyuapan. Serta dilem yang terakhir adlah berkaitan dengan sejauh mana perusahaan bertanggung jawab atas pekerjaan dan keseluruhan orang yang mereka pekerjakan</div><div class="MsoNormal" style="font-family: Times,"Times New Roman",serif; text-indent: 0.5in;">Didalam suatu perusahaan , dalam benak shareholder hendaknya peduli terhadap reputasi dari perusahaan , sebab dalam jangka waktu kedepan keuntungan berkaitan dengan reputasi dari perusahaan .reputasi merupakan asset yang sangat bernilai yang membutuhkan waktu untuk membangunnya. </div><div class="MsoNormal" style="font-family: Times,"Times New Roman",serif; text-indent: 0.5in;"><div class="MsoNormal">Standar etika dalam perusahaan sangatlah penting. Ada tiga alasan yang mendasarinya. Pertama jika praktek - praktek yang tidak etis itu direstui dalamperusahaan maka tidak ada batas antara perilaku yang dapat diterima dan yang tidak dapat diterima. Kedua perusahaan akan kesulitan untuk merekrut personal yang memiliki kemampuan dan intergritas kompeten dan yang terakhir mengingatkan pada bencana barrings. Yang merupakan kisah dari pedagang nakal yang menyebabkan bangkrutnya bank. Dimana disebabkan kegagalan control<b>.</b></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><b><span style="font-size: 12pt; line-height: 115%;">Bagian - II Dua Pendekatan Aristotelian Pada Etika Bisnis</span></b></div></div><div class="MsoNormal" style="font-family: Times,"Times New Roman",serif; text-indent: 0.5in;"><br />
<div class="MsoNormal"><b><span style="font-size: 12pt; line-height: 115%;"> </span></b></div><div class="MsoNormal"><span style="font-size: 12pt; line-height: 115%;">Dalam suatu buku yang berkaitan dengan kasus pengajaran james menulis : </span></div><div class="MsoNormal"><span style="font-size: 12pt; line-height: 115%;">Pendidikan humanistic yang dilakukan bukan hanya dengan keadaan akal atau perasaan, atau kebenaran ilmiah, atau badan pengetahuan, ini ada hubungannya dengan tindakan yang berdasarkan atas materi pelajaran yang merupakan pengalaman dari manusia itu sendiri.</span></div><div class="MsoNormal"><span style="font-size: 12pt; line-height: 115%;">Secara implisit membahas pertanyaan – pertanyaan yang melandasi tindakan bagaimana seharusnya orang itu bertindak, dan bagaimana hanya salah satu diantara yg lain yg hidup.</span></div><div class="MsoNormal">Mereka juga memberikan kerangka teoretis untuk merenungkan penggunaan riwayat kasus atau studi kasus dalam menangani pada etika bisnis. Kedua teori dapat di bandingkan dengan pandangan Cadbury yang di sajikan di bagian bab pertama dan juga dianggap dalam kaitannya dengan komentar-komentar borrie dan Edmonds pada bidang tertentu dari praktik bisnis kedua pendekatan tersebut bisa di lihat sebagai tingkatan mana yang lebih besar atau lebih kecil menurut Aristoteles</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><b style="mso-bidi-font-weight: normal;">Pendekatan Stenberg terhadap etika bisnis</b></div><div class="MsoNormal">Pendekatan stanberg terhadap etika bisnis salah satu yang paling terkemuka dan kaya secara teoritis di lapangan memberikan suatu keputusan yang jelas dan dengan cermat mempertahankan prosedur untuk mencapai penilaian etika dalam praktek bisnis. “ etika bisnis” tidak bersifat oxymoron, gagasan bahwa etika bisnis adalah kontradiksi dalam hal ini, bagaimanapun sering di dukung baik oleh mereka yang memusuhi bisnis dan mereka yang akan mempertahankannya.</div><div class="MsoNormal">Prinsip – prinsip etika bisnis addalah mereka yang harus di hormati untuk tujuan bisnis, memaksimalkan nilai secara jangka panjang pemilik, karena pandangan jangka panjang memperlukan keyakinan di masa depan dan keyakinan membutuhkan kepercayaan, kondisi kepercayaan itu yang harus diperhatikan.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><b>Kebaikan teori Aristoteles dan Etika Bisnis</b></div><div class="MsoNormal"> Begitu account telah di tata tiga klaim utama akan di buat tentang signifikansinya. Pertama menunjukkan bahwa pada ini sebuah pendekatan, etika bisnis hanyalah sebuah cabang dari etika kebajikan sebagai keseluruhan, tapi tetap itu adalah yang relevan untuk mengetahui tujuan dari kegiatan bisnis dalam rangka untuk menjelaskan bagaimana beberapa kebajikan berlaku di daerah tersebut. Kedua berpendapat bahwa ini mempertimbangkan etika moralitas itu sendiri yang memiliki pengaruh pada apa tujuan bisnis internal. Ketiga diusulkan bahwa akun ini memberikan kerangka kerja yang bermanfaat untuk mempertimbangkan jalan di mana kebajikan di peroleh hal ini yang menjelaskan secara relevan dengan menggunakan sejarah kasus dalam etika bisnis<b style="mso-bidi-font-weight: normal;"> </b></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><b>Etika bisnis dan Akuisisi kebajikan</b></div><div class="MsoNormal">Point ketiga untuk menyoroti tentang hal ini, teori kebajukan sebagai suatu pendekatan untuk etika bisnis adalah bahwa hal itu tidak terfokus hanya pada penyediaan prosedur keputusan. Akun kebajikan yang juga mengedepankan akan pentingnya keinginandan emosi jika agen harus mampu melakukan tindakan penuh kebajikan, selain itu Aristoteles menaruh perhatian pada pentingnya praktek di akuisisi yang sesuai keinginan dan emosi adalah hal yang paling utama.<br />
<br />
BAB II Topik dan Sejarah Kasus<br />
shell , greenpeace dan brentspear<br />
<br />
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<div class="MsoNormal"><span lang="IN" style="color: #333333; font-size: 12pt; line-height: 115%;">Ada lebih dari 6.500 instalasi minyak lepas pantai dan gas di sekitar<br />
dunia, banyak yang menyediakan fasilitas untuk kapal tanker untuk memuat minyak ke mereka</span><span style="color: #333333; font-size: 12pt; line-height: 115%;">.yg </span><span lang="IN" style="color: #333333; font-size: 12pt; line-height: 115%;">memegan</span><span style="color: #333333; font-size: 12pt; line-height: 115%;">g</span><span lang="IN" style="color: #333333; font-size: 12pt; line-height: 115%;"> Laut Utara adalah rumah bagi mayoritas deepwater berat dunia<br />
platform baja. Dari sekitar 600 rig, yang beroperasi di<br />
L Isu-isu ini datang ke kepala pada tahun 1995 dengan gerilya Greenpeace<br />
kampanye melawan Shell UK Limited dan berusaha untuk tenggelam mengambang Shell<br />
• Stakeholder manajemen reputasi dan 'greenwashing' oleh perusahaan<br />
kelompok aktivis sosial dan;<br />
• pembaharuan sejarah Akademik dan populer;<br />
• Peran bermasalah 'dialog' dalam resolusi konflik stakeholder.<br />
Latar belakang<br />
Laut Utara dan Timur Laut Atlantik telah menjadi tempat signifikan<br />
Aktivitas industri sejak 1960-an. Hanya lebih dari 25 tahun yang lalu, pada tanggal 18 Juni<br />
1975, minyak Laut Utara Inggris pertama kali dibawa ke tanah setelah enam tahun eksplorasi<br />
dan pengembangan. Itu dikirimkan dari Lapangan Argyll kecil <br />
yang berdiri di antara pantai Skotlandia dan Norwegia di bidang Brent<br />
di Laut Utara bagian utara. Brent Spar dipasang untuk memungkinkan produksi awal<br />
dari lapangan Brent di muka pipa untuk Sullom Voe,<br />
Kepulauan Shetland, Skotlandia, sedang diinstal dan ditugaskan.Tetapi bahkan<br />
setelah pipa mulai digunakan, Spar itu dipertahankan sebagai alternatif<br />
pembongkaran fasilitas dan sebagai back-up untuk pipa pada saat shutdown.<br />
Brent Spar tetap digunakan penuh untuk 15 tahun, akhirnya berhenti operasi di<br />
1991. Setelah selesai dari sebuah pipa minyak ke daratan di Sullom<br />
Voe di akhir 1970-an, dan setelah tiga tahun beroperasi, Shell menempatkan Spar yang<br />
penyimpanan pelampung ke status siaga tetapi tetap dalam hal masalah<br />
dikembangkan dengan pipa. Seiring waktu, Shell (dan sisa<br />
industri hidrokarbon) menyimpulkan bahwa biaya pencegahan seperti<br />
melebihi manfaat, meskipun belum diselesaikan lingkungan terbaik<br />
dan cara yang ekonomis penanganan platform berlebihan.<br />
apa yang harus dilakukan dengan pelampung raksasa, akhirnya menyempurnakan pilihan untuk:<br />
1 Lanjutkan untuk mempertahankan rig dengan biaya sebesar $ 9 juta per tahun;<br />
2 refurbish dan kemudian kembali pelampung yang akan biaya $ 135.000.000<br />
lebih dari tiga tahun;<br />
3 Buang rig di bidang minyak, Shell yang sudah dikesampingkan;<br />
4 Sink rig di air dalam sebesar $ 18 juta, yang paling ekonomis<br />
pilihan;<br />
5 Membongkar rig secara vertikal (yang akan memerlukan pembongkaran deepwater<br />
area) dan membuangnya di pantai, atau;<br />
<span style="background: #EBEFF9;">6 Membongkar rig horizontal (yang akan memerlukan air dangk</span></span><span style="background: none repeat scroll 0% 0% rgb(235, 239, 249); color: #333333; font-size: 12pt; line-height: 115%;">al</span><span lang="IN" style="background: none repeat scroll 0% 0% rgb(235, 239, 249); color: #333333; font-size: 12pt; line-height: 115%;"><br />
</span><span lang="IN" style="color: #333333; font-size: 12pt; line-height: 115%;">daripada pilihan sebelumnya) dan membuangnya di pantai sebesar $ 69 juta</span><span style="color: #333333; font-size: 12pt; line-height: 115%;"></span></div><div class="MsoNormal"><span lang="IN" style="color: #333333; font-size: 12pt; line-height: 115%;">isu-isu lingkungan, ia menolak teori liberal kanon pemangku kepentingan bahwa<br />
'Lingkungan alam' yang diadakan status sebagai stakeholder dalam operasional perusahaan<br />
dan kekayaan. Hal ini juga riuh menolak gagasan bahwa kepentingan umum<br />
kelompok, yang secara terbuka memusuhi industri sumber daya alam sebagai<br />
masalah tentu saja, memiliki hak untuk terlibat dalam proses review.<br />
Greenpeace, lobi lingkungan terbesar dunia, telah<br />
berkampanye untuk tahun terhadap laut dumping apapun.Sebagai akibatnya,<br />
Shell tidak menganggap Greenpeace dan kelompok radikal lainnya<br />
stakeholder representatif dan, karenanya, tidak termasuk mereka (yang tidak diminta)<br />
komentar dalam daftar dikonsultasikan, yang ditetapkan oleh<br />
maka pemerintah Inggris.</span><span style="color: #333333; font-size: 12pt; line-height: 115%;"></span></div><div class="MsoNormal" style="background: whitesmoke; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><span lang="IN" style="color: #333333; font-size: 12pt;"><br />
dua aktivis lanjut dijatuhkan ke Brent Spar untuk mengganggu<br />
tenggelam. Greenpeace secara bersamaan dirilis ke pers tertulis<br />
pernyataan oleh seorang ilmuwan terkemuka bahwa pembuangan Brent Spar<br />
bisa membawa tentang kerusakan lokal untuk kehidupan laut.Sore itu, Inggris<br />
Perdana Menteri John Major membahas House of Commons: "Saya mengerti<br />
bahwa banyak orang tampak sangat marah tentang keputusan untuk membuang<br />
Brent Spar di perairan dalam, "katanya. "Saya percaya bahwa itu adalah cara yang tepat untuk<br />
membuangnya. ... Shell memiliki dukungan penuh saya untuk membuangnya di air dalam. "<br />
Pemerintah Konservatif tegas yakin bahwa itu adalah hukum dan<br />
ilmiah di tanah yang kokoh.</span><span style="color: #333333; font-size: 12pt;"></span></div><div class="MsoNormal" style="background: whitesmoke; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div class="MsoNormal"><span lang="IN" style="color: #333333; font-size: 12pt; line-height: 115%;">sampah sebagai ladang minyak tua menjadi semakin berlebihan, mengklaim bahwa<br />
potensi bahaya terlalu berisiko. Untuk memperkuat posisinya, secara konsisten<br />
dipanggil 'prinsip pencegahan' (yaitu satu harus menghindari tindakan-tindakan yang<br />
melibatkan risiko yang tidak diketahui signifikan), yang berfokus pada kemungkinan bahwa<br />
teknologi atau kebijakan dapat menimbulkan unik, ekstrim atau tidak dapat diatur<br />
risiko. Dalam hal ini, bagaimanapun, menarik bagi prinsip pencegahan<br />
memberikan tuntunan apapun, karena tidak peduli apa pilihan dipilih akan ada<br />
beberapa efek merugikan yang tak terduga.<br />
Beberapa ilmuwan membantah proyeksi Greenpeace pendek dan jangka panjang<br />
kemungkinan bencana. Secara luas dipercaya bahwa pemantauan dari laut dalam<br />
benar-benar layak secara teknis. Dr Malaikat (1995) mencatat bahwa pemantauan laut<br />
juga, dalam prakteknya, lebih mudah daripada di laut dangkal di mana instrumen<br />
Untuk dump struktur, seperti Brent Spar, di daerah laut yang tinggi<br />
keanekaragaman hayati dengan ekologi kurang dipahami melanggar pencegahan<br />
prinsip dan menyajikan risiko lingkungan yang tidak diketahui.Untuk melakukannya<br />
akan menetapkan preseden berbahaya bagi masa depan pembuangan limbah di laut. Ini<br />
mengabaikan dampak dari keputusan serupa yang akan diambil dalam<br />
isolasi tanpa mempertimbangkan efek kumulatif mereka. Ini jumlah ke<br />
kebalikan dari janji dibuat ketika pengembangan minyak Laut Utara dimulai.<br />
Ketersediaan pilihan dumping 'cepat dan kotor' mengurangi<br />
insentif untuk mengejar dekomisioning inovatif dan opsi daur ulang</span><span style="color: #333333; font-size: 12pt; line-height: 115%;"></span></div><div class="MsoNormal"><span lang="IN" style="color: #333333; font-size: 12pt; line-height: 115%;">Kesimpulan / pelajaran<br />
Tidak ada yang keluar dari pertempuran Brent Spar baik. Dengan setiap tindakan, Shell<br />
dicari penilaian obyektif dari Spar berbagai pilihan pembuangan Brent.<br />
Namun berusaha untuk menjaga aslinya menjegal rencana rahasia. Itu bisa dilihat sebagai<br />
tampilan arogansi atau keputusan yang bijaksana, mengingat oposisi mutlak<br />
oleh bagian Greenpeace dan (awalnya) media untuk opsi yang<br />
para ilmuwan menyarankan secara ilmiah dan finansial yang paling bertanggung jawab.<br />
Greenpeace konsisten membuat oposisi moral untuk deep-laut pembuangan</span></div></div><div class="MsoNormal"><br />
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</div><div class="MsoNormal" style="font-family: Times,"Times New Roman",serif; text-indent: 0.5in;"> </div><div class="MsoNormal" style="font-family: Times,"Times New Roman",serif;"> </div>Isac Lestartohttp://www.blogger.com/profile/10454739571624222184noreply@blogger.com0