【米国】
為替(6月15日6時00分)
米ドル円(USDJPY) 135.45-135.48 (円)
ユーロ円(EURJPY) 141.08-141.12 (円)
ユーロ米ドル(EURUSD) 1.0414-1.0417 (米ドル)
ポンド円(GBPJPY) 162.47-162.56 (円)
ポンド米ドル(GBPUSD) 1.1993-1.1997 (米ドル)
6月14日のニューヨーク外国為替市場では、引き続き米連邦準備理事会(FRB)が6月14、15日に開催する連邦公開市場委員会(FOMC)での積極的な利上げへの警戒が高まっている。
なお、5月米生産者物価指数(PPI、前月比、結果:0.8%、予想:0.8%、前回:0.5%)が前月より上回り、インフレ圧力を浮き彫りにしたが、FOMCを前に影響は軽微だった。その他の指標は以下の通り。
・前年同月比(結果:10.8%、予想:10.9%、前回:11.0%)
・変動の大きい食品・エネルギー除いたコア指数(前月比、結果:0.5%、予想:0.6%、前回:0.4%)
・コア指数前年同月比(前月比、結果:8.3%、予想:8.6%、前回:8.8%)
米ドル・円(USDJPY)では、FOMCでの大幅な利上げを見込み、長期金利が11年ぶりの高水準が続いている影響が大きい。昼頃に長期金利が2011年4月以来の3.4965%に上昇すると、米ドル買いが強まった。前日の高値135.19円を超えるとさらに買いが増し、1998年10月以来、約23年8ヵ月ぶり高値となる135.45円に値を上げた。その後は、小幅に売られたが再び高値を更新し135.47円で終えている。
ユーロ・米ドル(EURUSD)は、6月独ZEW景況感指数(結果:-28.0、予想:-27.5、前回:-34.3)の低下を受け、投資家心理が冷え込んだ。さらに、リントナー独財務相がロシアのウクライナ侵攻でインフレが一段と加速したことを受け「スタグフレーションはあり得るシナリオ」と発言したことも影響が大きかった。また、米長期金利が上昇し3.498%まで上昇したことも加わり、この日の安値1.0397ドルまで値を下げた。その後は、小幅に戻し終値は1.0416ドルとなった。
ユーロ・円(EURJPY)は、欧州と日本の金利差が意識され、堅調に値を上げ、この日の高値141.13円を付け、終値は141.11円だった。
ポンド・米ドル(GBPUSD)は、前日の4月英国内総生産(GDP)を受け英国の景気減速懸念が強まりポンド売りが続き、2020年3月以来、約2年3カ月ぶりの安値1.1934ドルまで売られた。その後は、小幅に持ち直し1.1999ドルで終えている。
株式
NYダウ平均 USD 30,364.83 -151.91 (-0.49%)
NASDAQ総合 USD 10,828.345 +19.120 (+0.17%)
S&P500 USD 3,735.48 -14.15(-0.37%)
6月14日の米株式市場のダウ工業株30種平均は前日の終値を5日連続で下回った。翌日のFOMCの結果発表を控え、高インフレに対応した積極的な金融引き締めが意識され、売りが優勢だった。前日に一時1000ドル超下げた反動もあり、前日まで売られていたハイテク銘柄を中心に買いもどされ、下げ幅を縮め終えた。
債券
米国債10年 3.479%(+0.108)
商品
NY原油(WTI) 1バレル=USD 118.93 -2.00(-1.65%)(7月渡し)
NY金(COMEX) 1オンス=USD 1,813.5 -18.30(-1.00%)(8月渡し)
【日本】日銀臨時オペ通知から米ドル買い強まる
為替(17時)
6月14日の東京外国為替市場で、前日に米ドル・円が1998年10月以来、約24年ぶりの高値135.22円を更新した動きを受け、日銀が対応に乗り出した。6月15日の長期国債買い入れ増額と超長期債の臨時オペ実施を通知し、金利抑制へ姿勢を打ち出した。これを受け、欧米と日本の金利差が拡大するとの見方が強まった。
米ドル・円は、朝方に、リスク回避の円買いから、この日の安値133.88円まで値を下げた。しかし、日銀が臨時オペを通知すると米ドル買いが強まり、この日の高値134.82円に値を上げた。その後は、小幅に売られ17時時点では134.42円となった。
ユーロ・円は、朝方はリスク回避の円買いから小幅に値を下げた。しかし、日銀の臨時オペ通知を受け、欧州と日本との金利差が意識されるとユーロ買いが強まった。この日の高値140.78円に値を上げ、17時時点では140.70円となった。
ユーロ・米ドルは、朝方は米ドル売りが優勢となり小幅に値を上げ、一時利益確定売りに押される場面もあった。その後は、米長期金利の低下からユーロ買いが強まると、この日の高値1.0475ドルまで値を上げ、17時時点では1.0467ドルだった。
債券
国債先物・22年9月限 147.59 (-0.91)
10年長期金利 0.250%(変化なし)
【マーケットアナリティクス】ポンド・米ドルは1.20に向けて下落(6月14日)
ポンド・米ドルは、本日1.2080ドルまで下落し弱気(ベア)トレンドが継続する中、半値ほど戻した取引となった。
■米国PPIは予想を下回る
本日のインフレデータ発表前に、アナリストは5月のPPIが緩やかに減速し、前年同月比11.0%から10.9%になると予想していた。しかし、米国の生産者物価は実際には前年比+10.8%、前月比+0.8%と予想をやや上回り、25ヶ月連続の物価上昇となった。
コアPPIは前月比+0.5%(予想+0.6%)、前年比+8.3%(予想+8.6%)となり、いずれも予想を下回った(下振れ要因になった)。注目しなくてはならないのは、4月の数値がすべて劇的に下方修正されたことだ。
高インフレに向け連邦準備制度理事会(FRB)が大幅な利上げに踏み切る可能性が高まったため、週明けの市場では価格変動(ボラティリティ)が再び高まった。市場関係者によると、米連邦公開市場委員会(FOMC)は今週、75ベーシスポイントの利上げを実施することが見込まれている。
CMEグループのフェドウオッチでは、トレーダーはこの可能性を90%以上の確率で織り込んでいる。火曜日から2日間のFOMCの政策決定会合の一環として、水曜日にパウエル連邦準備制度理事会議長の記者会見がおこなわれる予定だ。
■下降トレンドが継続
週足チャートを見ると同ペアは1月以降、急な下降トレンドにあり、安値と高値の下降が確認できる。次のターゲットは、心理的なレベルである1.20ドル。そして、2019年の安値である1.1970ドルとなる可能性がある。この勢いが止まらない場合、1.15ドル付近のコロナウイルス感染拡大時の安値まで下落する可能性が高いと思われる。
もしくは、当面の弱気の勢いを打ち消すために、ポンドは1.22ドルを上回らなければならない。それまでは、強気(ブル)のポンドに向けた上昇への見通しは厳しいようだ。
![](data:image/png;base64,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)
ポンド・米ドル、デイリーチャート 6月14日(CET・中央ヨーロッパ時間)
引用元: “GBPUSD Drops Toward 1.20” (2022年6月14日, AXIORY Global Market News)
追記:6月15日、日本時間6:00のポンド・米ドルは1.1993-1.1997ドルで取引されている