2022/03/17 7:57 JST投稿
明日、3月18日(金)は都合によりマーケットニュースの配信をお休みいたします。土日を挟み、3月21日(月・祝日)に再開いたします。ご不便をおかけしますが、何卒ご理解くださいますようお願い申し上げます。
【米国】
米ドル円(USDJPY) 118.70-118.76 (円)
ユーロ円(EURJPY) 131.01-131.08 (円)
ユーロ米ドル(EURUSD) 1.1033-1.1037 (米ドル)
ポンド円(GBPJPY) 156.05-156.20 (円)
ポンド米ドル(GBPUSD) 1.3147-1.3153 (米ドル)
3月16日のニューヨーク外国為替市場の主なトピックスは、米連邦公開市場委員会(FOMC)の結果が公表され、予想通り2018年12月以来、約3年3カ月ぶりに政策金利を25bp(0.25%)の引上げを示した。声明で、好調な雇用環境が示されるものの、ウクライナ情勢の悪化により経済活動が短期的に圧迫される可能性があると言及した。また、セントルイス連銀のブラード総裁が50bp(0.50%)の利上げを主張したことが明らかになっている。
同時に、FOMC参加者による経済・金利見通しを公表した。年内の利上げ回数は、今回を含め7回と12月会合の3回から大幅に増加し、2023年は3.5回を見込んでいる。利上げは、合計で2023年まで10.5回行われる見込みだ。これに基づく金利予測分布図(ドット・プロット)では、予想通り中央値で2022年末の金利を約1.9%と予測している。FOMCの結果を受け、米長期金利が2019年5月30日以来、約2年10ヵ月ぶりの高水準2.24%に上昇した。
なお、パウエルFRB議長は、FOMC後の記者会見で「行動加速が適切となれば行動するだろう」、「バランスシート縮小政策の発表は早ければ5月になるだろう」と金融政策正常化に向け積極的なタカ派的な発言を述べた。
また、2月の米小売売上高 (前月比、結果:0.3%、予想:0.4%、前回:3.8%)は、大幅に増加した前月から伸びが鈍化した。物価上昇の中でエネルギー価格が高騰し、ガソリンは5.3%増となり、消費者が支出を抑制していることが示唆されたが、影響は軽微だった。
なお、ウクライナ情勢では、ウクライナのゼレンスキー大統領がビデオ演説で、ロシアとの停戦協議について「交渉に現実味が出てきた」と述べた。和平交渉の前進がうかがえたことも、投資家心理を上向かせた。
米ドル・円(USDJPY)は、118円前半から後半に値を上げた。FOMCで予想通り利上げが示されると米ドル買いが優勢となった。長期金利が上昇したこともプラスとなり、2016年2月以来の高値119.12円まで米ドルが買われた。その後は、118円後半に値を下げ終値は118.73円だった。
ユーロ・米ドル(EURUSD)は、1.10ドル前半中心の値動きとなった。米ドル・円の動きにつられ米ドル買いが優勢となると、この日の安値1.0949ドルまでユーロが売られた。その後は、ウクライナ情勢で融和的な姿勢が示されると投資家心理が上向き、この日の高値1.1047ドルに値を上げた。その後は、小幅に値を下げ、終値は1.1035ドルとなった。
ユーロ・円(EURJPY)は、130円前半から131円前半に値を下げた。株価の上昇やウクライナ情勢に前向きな情報がもたらされると、2月18日以来の高値131.10円に値を上げた。その後は、小幅に沈み、終値は131.02円だった。
NYダウ平均 USD 34,063.10 +518.10 (+1.54%)
NASDAQ総合 USD 13,436.553 +487.932 (+3.76%)
S&P500 USD 4,357.86 +95.41(+2.23%)
3月15日の米株式市場のダウ工業株30種平均は、前日の終値を3日連続で上回った。ウクライナ情勢が融和的な方向に向いているとの見方が強まり、幅広い銘柄が買われた。10時過ぎに500ドル超、前日の終値を上回った。その後は、FOMC後の公表待ちとなり横ばいで推移し、公表後に予想通り利上げが公表されることが判明すると、前日の終値を下回る場面もあった。その後は、パスエル議長の会見で強いアメリカの経済状況が示されると、3指数揃って上げた。
米国債10年 2.196(+0.047%)
NY原油(WTI) 1バレル=USD 95.04 -1.40(-1.45%)(4月渡し)
NY金(COMEX) 1オンス=USD 1,909.2 -20.50(-1.06%)(4月渡し)
【日本】FOMC前の様子見の姿勢強まる
3月16日の東京外国為替市場は、米連邦公開市場委員会(FOMC)の結果公表を控え様子見の姿勢が強まり、大きな値動きは出にくい一日だった。また、米長期金利先物が2019年5月以来の高い水準の2.19%台になったことも支えとなった。
米ドル・円は118円前半で取引された。FOMCの公表を控え、小幅な動きにとどまった。朝方は株高を受け上昇したが、その後は小幅に値を下げ、様子見の姿勢から横ばいの状況が強まり、17時時点で118.36円だった。
ユーロ・米ドルは1.09ドル後半で小幅に値を上げた。株高を受け米ドルが売られ、わずかに高値を更新し1.0982ドルまでユーロが買われた。その後は、米長期金利の上昇からドル買いが強まると小幅に値を下げ、17時時点では1.0958ドルだった。
ユーロ・円は、129円後半で取引された。FOMC前の様子見の姿勢が強まり、小幅な動きにとどまり17時時点では129.71円となった。
日経平均株価 25,762.01円 +415.53(+1.64%)
安値25,470.46円 - 高値 25,824.94円
東証出来高 1,339,86万株
東証売買代金 3兆1947.34億円
3月16日の日経平均株価は3日連続で前日の終値を大幅に上回った。ウクライナ情勢長期化への懸念はあるものの、米国市場の上昇や原油先物が大幅に下落した影響を受け、物価上昇への不安が和らいだ。政府がコロナウイルス下での行動規制を終了する見込みが強まり、空輸やサービス業が買われたこともプラスとなった。東証1部の61%の銘柄で値を上げ終えた。
無担保コール翌日物金利 -0.013%
国債先物・22年3月限 150.08(+0.05)
10年長期金利 0.200%(-0.005)
【マーケットアナリティクス】ポンド・米ドルは、1.30のサポートを守る(3月16日)
米ドル円は反発し、1.30の重要なサポートを守ることができ、米国時間中に0.5%近く上昇した。
マクロデータでは、米小売売上高は予想を下回り、2月の月次売上高はわずか0.3%となり、前回の4.9%から低下した。同時に、GDP算出に使用されるコントロールグループ(食品、自動車、建材、ガソリンを除いた調整済みの小売売上高)は、1月の6.7%から-1.2%に悪化した。最後に、自動車以外の計器は、4.4%から0.2%に減速している。
一方、昨日の英労働市場のデータが予想を上回ったことで、ポンドは上昇し、ウクライナとロシアの外交交渉からもたらされた楽観的な見方もプラスに働いた。
本日は、FOMCの決定が迫り、FRBがコロナ危機以来、初めて利上げに踏み切ることが予想されるため、ボラティリティ(価格変動)は上昇するだろう。
以前、述べたように、重要なサポートは現在1.30ドルにあり、この上で取引されている。しかし、短期的な見通しは慎重で強気(ブル)であるように思われる。投資家は最近の下落から利益を得ている可能性があり、その結果、大きく売られ過ぎている状況となっている。
上値では、GBPUSDは、重要な短期、上値抵抗線(レジスタンス)である1.32ドルを越える必要がある。その場合、全体的な投資家心理が著しく改善し、1.33台にレベルに向かって上昇する可能性がある。
よって、それまでは1.32-1.30ドル付近で横ばいの取引となる可能性があるだろう。
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ポンド・米ドル、デイリーチャート 3月16日(CET・中央ヨーロッパ時間)
引用元: “GBPUSD Defends 1.30 Support” (2022年3月16日, AXIORY Global Market News)
追記:3月17日、日本時間6:00のポンド・米ドルは1.3147-1.3153ドルで取引されている