’15年12月の日銀会合時点の米ドル/円は半年ほど前に米ドルが高値をつけ、下落トレンドに転じつつあるタイミングだった。
「あのときは日足の高値である123.75円にきれいなレジスタンスラインが引けたので戦略が立てやすかった。日銀発表で瞬間上昇したら『レジスタンスラインの手前で売り、ラインを越えたら損切り』です。黒田総裁は補完措置を発表し123.55円まで急騰しましたが、すぐに上昇の勢いが弱まった。それを見て、ほぼフルレバで3000万ドルの売りです」
ラインの10pips上で損切りしたとすると、3000万通貨取引なら損失は900万円になる。
「一方で1円下に動けば利益は3000万円ですから、リスクとリターンの効率はいい。このときは数日ホールドして2円ほど下で決済したので、6000万円の利益になりました」
![戻り売り](data:image/jpeg;base64,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)
普段は戻り売りが基本のspring氏だが、急落の場面ではブレイクアウト狙いも。英国民投票時、売りの根拠となったのは5分足の直近安値に引いたサポートラインのブレイクだった
大きなトレンドに順張りしての押し目買い、戻り売りがspring氏の基本形となる。
「押し目や戻りの目安となるのが、チャートに引いたライン。ラインぎりぎりまで引きつけてフルレバに近い量でエントリーしていきます。ただ、それだけだとラインを一気に突き抜けてエントリーして即損切りされる『串刺し』になるリスクがある。そのためエントリーでは5分足の動きを重視します。ライン手前で5分足がレンジのような動きとなり、ラインが効いているのを確認してから入ります」