2022/02/08 7:35 JST投稿
【米国】
米ドル円(USDJPY) 115.10-115.10 (円)
ユーロ円(EURJPY) 131.65-131.65 (円)
ユーロ米ドル(EURUSD) 1.1438-1.1438 (米ドル)
ポンド円(GBPJPY) 155.73-155.74 (円)
ポンド米ドル(GBPUSD) 1.3530-1.3530 (米ドル)
2月7日のニューヨーク外国為替市場の主なトピックスは、コロナウイルスの新規感染者数が減少し、一部地域でマスク義務化が緩和され始めたことが好感された。
また、独鉱工業生産(前月比、結果:-0.3%、予想:0.5%、前回:-0.29%)が、供給網問題や建設業の落ち込みから予想外に低下した。さらに、欧州圏では、ウクライナ情勢が緊迫化しユーロにとっては厳しい状況が続いている。
米ドル・円(USDJPY)は、114円後半から115円前半で取引された。朝方は長期金利が1.917%に低下すると、この日の安値114.92円まで安くなった。その後、長期金利が1.939%に上昇すると値を上げ持ち直した。その後は堅調に推移し、115.10円で終えた。
ユーロ・米ドル(EURUSD)は、1.14ドル前半での取引となった。朝方は買いが優勢だったが、地政学リスクが意識されると値を下げ、この日の安値1.1415ドルまで売られた。その後、持ち直し終値は1.1442ドルとなった。
ユーロ・円(EURJPY)は、131円後半で取引され大きな値動きは出なかった。ユーロ・米ドルと米ドル・円の動きを同時に受け、方向性を失い131円後半での狭いレンジでの取引となり、終値は131.71円だった。
NYダウ平均 USD 35,091.13 +1.39 (+0.00%)
NASDAQ総合 USD 14,015.668 -82.339 (-0.58%)
S&P500 USD 4,483.87 -16.66(-0.37%)
2月7日の米株式市場のダウ工業株30種平均は、前日と同水準で終えた。朝方は、長期金利上昇が意識され売りが優勢だったが、コロナウイルスの新規感染者数が大幅に減少したことが好感され、昼過ぎから徐々に買われた。15時過ぎに230ドル超、前日の終値を上回っていたが、長期金利の上昇が再び意識されると徐々に売られ、わずかにマイナス圏に沈んだ。
米国債10年 1.918(+0.68%)
NY原油(WTI) 1バレル=USD 91.32 -0.99(-1.07%)(3月渡し)
NY金(COMEX) 1オンス=USD 1,821.8 +14.00(+0.77%)(4月渡し)
【日本】米長期金利の上昇と株安のリスクオフが拮抗
2月7日の東京外国為替市場は、旧正月を終え中華圏の国々が取引に戻ってきたが、米長期金利が高値圏となり、株価がさえない状況のためリスクを積極的に取る姿勢が出ず、上がりにくく狭い値幅でのレンジ取引となった。また、ウクライナ情勢で、米当局はロシアがウクライナ侵攻に向けた準備をほぼ終え、首都キエフを2日で制圧できる状況にあると分析していると米紙が報じ、緊張が高まっている。
米ドル・円は115円台前半で推移した。長期金利の上昇から米ドルが買われる一方で、株安を受けたリスク回避の円買いも出て、打ち消し合うように方向性を欠き、狭いレンジでの取引となり17時時点では115.25円で取引されている。
ユーロ・円も値動きが少なく、132円前半から131円半ばに値を下げた。欧州中央銀行(ECB)の金融政策正常化に向けた動きからユーロ買いが続いていたが、地政学リスクでの懸念から徐々に下落し、この日の安値131.67円まで値を下げ17時時点では131.76円となった。
ユーロ・米ドルは1.14ドル前半で推移した。地政学リスクが意識され、徐々に値を下げ昼頃にこの日の安値1.1425ドルまで値を下げた後は、小幅に買い戻されたが再び値を下げた。この日の安値付近まで売られ、17時時点では1.1432ドルだった。
日経平均株価 27,248.87円 -191.12(-0.70%)
安値27,085.32円 - 高値 27,369.68円
東証出来高 1,302,18万株
東証売買代金 3兆0141.88億円
2月7日の日経平均株価は終値を下回った。米長期金利が2020年1月以来の高水準の1.936%まで上昇を受け、割高感が意識され株価収益率(※)の高い成長株の売りが優勢となり終日、前日の終値を下回った価格で取引された。その一方で、金利上昇の恩恵を受けやすい銀行や保険は買われている。
(※)株価収益率(PER)とは、企業の成長性を分析する指標の一つ。株価が1株ごとの当期純利益の何倍まで買われているかを表しており、値が大きいほど割安となる。今のような長期金利の指標とされる10年債の金利が上昇している時は、PERの値より金利の方が大きくなり割安感が減るため、ハイテク株を中心としたPERの高い株の魅力が減少し売られやすい。
無担保コール翌日物金利 -0.020%
国債先物・22年3月限 150.32 (-0.02)
10年長期金利 0.195%(変化なし)
【マーケットアナリティクス】EURAUDは、強い上値抵抗線の近くで足踏み状態(2月7日 14:16 CET)
先週の欧州中央銀行(ECB)の会合後に、ラガルド総裁から意外にも金融正常化に向けた積極的な姿勢のタカ派的な発言が示され、ユーロは主要通貨に対して大きく上昇した。
本稿執筆時点では、ユーロ・オーストラリアドル(EURAUD)は0.3%下落し、一定価格の中での取引(レンジ取引)となっているが、先週、到達した4ヶ月ぶりの高値に近い水準で取引されている。
過去のサイクル高値が位置する1.6150 - 1.6220オーストラリアドルには、強固な上値抵抗線(レジスタンス)が存在するようだ。トレーダーは、先週の上昇後このゾーンでいくつかの利益を得ている。
ユーロがこの上値抵抗線を上回れば、中期的な上昇トレンドが確認され2020年8月の高値1.6420オーストラリアドルを目指す可能性があります。
一方、過去の高値と安値が収束している1.59オーストラリアドル付近(濃い緑の水平線)が下値支持線(サポート)となることが予想される。
ユーロが1.59-1.6220オーストラリアドル付近を突破(ブレイク)するまで、短期的な視点では、さらなるレンジ取引(コンソリデーション)となる可能性がある。
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)
ユーロ・オーストラリアドル、デイリーチャート 2月7日(CET・中央ヨーロッパ時間)
引用元: “EURAUD Stuck Near Strong Resistance” (2022年2月7日, AXIORY Global Market News)
追記:2月8日、日本時間6:00のユーロ・オーストラリアドルは1.6061-1.6063オーストラリアドルで取引されている