米Appleは27日(現地時間)、第8世代となる新しいiMacを11月30日に発売すると発表した。同社は10月23日に米サンノゼで開催したスペシャルイベントで、新iMacを発表していた。
今月30日にAppleのオンラインストアおよび小売店、Mac製品取扱販売店を通じて販売開始となるのは21.5インチモデル(2.7GHz、2.9GHz)のみ。27インチモデル(2.9GHz、3.2GHz)は30日にAppleオンラインストアで注文受付を開始し、12月中の発送開始を予定している。
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)
新iMacは、ディスプレイのエッジ部の厚みがわずか5mmと、これまでよりもスリムなデザインになり、反射を75%低減した新設計のディスプレイを搭載。
全てのモデルが第3世代Intel Coreのクアッドコアプロセッサ、NVIDIAグラフィックスを備える。
21.5インチ(2.7GHz)モデル以外は、オプションでFusion Driveを選択できる。