2022/01/26 7:43 JST投稿
【米国】
米ドル円(USDJPY) 113.90-113.90 (円)
ユーロ円(EURJPY) 128.74-128.74 (円)
ユーロ米ドル(EURUSD) 1.1303-1.1303 (米ドル)
ポンド円(GBPJPY) 153.85-153.86 (円)
ポンド米ドル(GBPUSD) 1.3508-1.3508 (米ドル)
1月25日のニューヨーク外国為替市場の主なトピックスは、ウクライナ問題による欧州での地政学リスクや早期の金融政策正常化への警戒感の高まりからリスク回避のリスクオフの動きが優勢だった。経済指標では、1月 消費者信頼感指数(コンファレンス・ボード、結果:113.8、予想:111.8、前回:115.8)は、経済と雇用に対する期待が悪化し、予想は上回ったものの4カ月ぶりに低下した。また、同時刻に発表されたリッチモンド連銀製造業指数(結果:8、予想:14、前回:16)はマイナスとなった昨年9月(-3)以来の低い水準となった。
米ドル・円(USDJPY)は、114円前半から113円半ばに値を下げた。朝方は欧州時間に安値圏からの反発で上昇した影響から、この日の高値114.16円となっていたが、弱い経済指標やウクライナ問題などへの懸念から113.78円まで売られた。その後は、少し持ち直し、終値は113.88円となった。
ユーロ・米ドル(EURUSD)は、1.12ドル半ばから1.13ドル前半に上昇した。ウクライナ情勢への懸念から昨年12月21日以来の安値1.1263ドルまで売られた。その後は、安値圏が意識され買戻しが入り、徐々に値を上げ1.1301ドルで終えた。
ユーロ・円(EURJPY)は、128円前半から129円前半中心の取引となった。リスク回避の円買いが強まり、昨年12月21日の安値128.25円を付けた。その後は、安値が意識されると買戻しが入り終値は128.70円だった。
NYダウ平均 USD 34,297.73 -66.77 (-0.19%)
NASDAQ総合 USD 13,539.295 -315.835 (-2.27%)
S&P500 USD 4,356.45 -53.68(-1.22%)
1月25日の米株式市場のダウ工業株30種平均は、前日の終値を下回った。FOMCへの警戒感の高まりから10時過ぎに800ドル超前日の終値を下回る場面もあった。ウクライナ情勢の影響も大きく、リスクオフの姿勢の強まりから幅広い銘柄が売られた。その後、反動から好決算が期待される銘柄などが買われ、前日の終値を200ドル超上回る場面もあったが再びリスクが意識され、マイナス圏に沈み終えた。
米国債10年 1.769(-0.11%)
NY原油(WTI) 1バレル=USD 85.60 +2.29(+2.75%)(3月渡し)
NY金(COMEX) 1オンス=USD 1,852.5 +10.8(+0.59%)(2月渡し)
【日本】ウクライナ問題が大きな重しに
1月25日の東京外国為替市場は、この日から始まる連邦公開市場委員会(FOMC)や早期利上げウクライナ情勢への懸念が高まりからリスク回避のリスクオフの姿勢が強まっている。
米ドル・円は113円後半中心の取引だった。リスク回避の円買いが強まり114円前半から、この日の安値113.67円まで売られたが、その後は小幅に値を戻し、17時時点では113.89円となった。
ユーロ・米ドルは1.13ドル前半での取引となった。地政学リスクが意識され徐々に値を下げ、17時時点では1.1302ドルだった。
ユーロ・円は129円前半から128円後半に値を下げた。ウクライナ問題の懸念から徐々に値を下げた後は、128.75円付近の横ばいで推移した。17時時点では128.71円で取引されている。ドイツはロシアからの天然ガスへの依存があり、ウクライナ問題に対して強く出られない背景から欧州が結束できないことも一因となっており、しばらく厳しい状況が続くものと思われる。
日経平均株価 27,131.34円 -457.03(-1.66%)
安値26,890.94円 - 高値 27,493.75円
東証出来高 1,320,31万株
東証売買代金 3兆1569.86億円
1月25日の日経平均株価は前日の終値を大幅に下回った。FOMCを控えインフレによる金融政策正常化への警戒感の高まりやウクライナ情勢が緊迫化している影響からリスク回避の姿勢が高まり幅広い銘柄が売られた。徐々に値を下げ、14時過ぎに心理的な節目の27,000円、昨年来の安値(2021年8月20日、26,954.81円)を下回る26,890.94円と前日の終値を700円近く下回った。その後は、買戻しが入り小幅に値を上げ下げ幅を縮め終えた。東証1部の電気・ガス、食料品以外の31業種で値を下げ、83%が値下がりした。
無担保コール翌日物金利 -0.021%
国債先物・22年3月限 150.96 (+0.03)
10年長期金利 0.135%(変化なし)
【マーケットアナリティクス】ユーロ・米ドル、下方でのレンジ相場を終える(1月25日 15:05 CET)
ユーロが短期的な上昇トレンドを下回り、再び下降に転じる可能性があることからユーロ・米ドルのレンジ取引が終わる可能性があるようだ。
本稿執筆時点では、ユーロ・米ドル0.50%下落し、1カ月ぶりの安値まで下落し1.1270ドル付近で取引されている。
米ドルの強気(ブル)な圧力により、ユーロ・米ドルは重要な上昇トレンドラインを下回り、現在の状況は下降トレンド(フラッグ)でのレンジ取引が行われているように見える。このパターンをブレイクした場合、主要トレンドの次の方向は弱気(ベア)になることを意味する。
直近で下値支持線は、現在試している1.1270ドルになると思われ、その後は安値1.12ドルに向かう可能性がある。1.12ドルを超えることができなければ、ユーロは心理的な境目の1.10ドルに向かう可能性もある。
日足チャートでのMACD指標(※)は11月以来の弱気(ベア)のサインを発信しており、弱気が強化されそうだ。さらに、今週の連邦公開市場委員会(FOMC)では、金融緩和継続寄りのハト派的なサプライズがない限り、米ドルを下支えする可能性がある。
もしくは、ユーロが当面の弱気圧力を打ち消すには、1.1310ドル上の強気のトレンドラインを上回らなければならない。
(※)MACD(マックディ)指標:「Moving Average Convergence Divergence」の略。相場の分析において過去の値動きから将来の値動きを予想するテクニカル分析の手法の一つ。 一定期間の平均値を線でつなぎ合わせた移動平均線を用い、価格の推移をグラフ化し短期と中長期の移動平均線の動きから早期の売買タイミングを判断するのに用いられる。
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ユーロ・米ドルデイリーチャート 1月25日(CET・中央ヨーロッパ時間)
引用元: “EURUSD Ends Consolidation to Downside” (2022年1月25日, AXIORY Global Market News)
追記:1月26日、日本時間6:00ユーロ・米ドルは1.1303-1.1303ドルで取引されている