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Posted by : Admin Selasa, 09 April 2013

Euro terpantau mengalami peningkatan yang cukup signifikan terhadap dolar AS. Euro menguat ke level paling tinggi dalam lebih dari tiga minggu belakangan setelah Gubernur The Fed Ben Bernanke menyatakan bahwa kondisi ekonomi masih jauh dari level yang diharapkannya.
Bernanke menyatakan bahwa meskipun kondisi yang ada masih jauh dari yang diinginkan, akan tetapi ekonomi lebih kuat secara signifikan dibandingkan empat tahun yang lalu.

Menurut Gubernur Fed,  Sters tes yang dilakukan terhadap sektor keuangan untuk melihat apakah perusahaan-perusahaan keuangan akan bisa selamat dari resesi  sehingga bisa   memperkuat sistem perbankan di AS dan mendorong pertumbuhan ekonomi.
Hingga saat ini Fed masih memutuskan untuk melanjutkan program pembelian obligasi. Fed menggelontorkan dana senilai 85 miliar dolar perbulan untuk jangka waktu yang tidak terbatas untuk membeli obligasi milik pemerintah.

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

Memasuki sesi eropa, Level Kunci EUR/USD berada di arae 1,2985.
Selama harag diperdagangkan atas area tersebut, pasangan EUR/USD berpotensi menguat dengan pengutan menuju area 1,3070 - 1,3105

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