ابراهیم حاجیاحمدی، تحلیلگر بازارهای مالی، به بررسی سناریوهای پیش بینی قیمت طلای جهانی و رویدادهای اخیر و پیش روی بازار انس جهانی پرداخته است.
وی عنوان کرد: «هفته گذشته دادههای تورمی هزینه مصرف کننده (CPI) در ایالت متحده منتشر شد. مهم ترین نکته این انتشار دادهها، توقف روند نزولی تورم در امریکا و بیشترین میزان افزایش ماهانه تورم در سال 2023 بود
وی در ادامه بیان کرد: «در روز چهارشنبه وزارت کار ایالات متحده گزارش داد، بر اساس شاخص cpi که هزینهها را در طیف وسیعی مانند (کالاها و خدمات) اندازهگیری میکند، مطابق انتظار 0.6 درصد نسبت به ماه قبل و 3.7 درصد نسبت به مدت مشابه سال قبل افزایش یافت که دلیل عمده آن افزایش قیمت انرژی طی هفتههای اخیر بود.»
وی ادامه داد: «با این حال، شاخص core cpi (که با عنوان نرخ خالص تورم نیز شناخته میشود، روش محاسبهایی مشابه با CPI دارد با این تفاوت که دو دستهبندی خوراکی و انرژی از سبد کالا و خدمات حذف میشوند) نیز 0.3 درصد در بعد ماهانه افزایش یافت. از طرف دیگر بانک مرکزی اروپا 0.25 درصد نرخ بهره را افزایش داد.»
این تحلیلگر بازارهای جهانی تاکید کرد: «علاوه بر موارد بالا، دادههای ایالات متحده در روز پنجشنبه نشان داد که شاخص خردهفروشی در ماه آگوست 0.6 درصد افزایش یافته است. از این رو طلای جهانی قبل از موعد جلسه مهم فدرال رزرو، در نیمه ابتدایی هفته تا سطح 1900 دلار افت کرد اما در ادامه مسیر رفته را بازگشت و در نزدیکی سطح 1924 دلار بسته شد.»
رویدادهای پیش روی سناریو پیش بینی قیمت طلای جهانی
وی ادامه داد: «دادههای تورم این هفته نشان میدهد، احتمالا نیاز فوری به اقدامات بیشتر جهت افزایش نرخها طی هفته پیش رو توسط فدرال رزرو نباشد، اما باید توجه داشت که شرایط اقتصادی برای حذف لحن هاوکیش مقامات فد نیز کافی نیستند و احتمالا بانک مرکزی امریکا در این جلسه نشانهای از کاهش نرخ بهره در صحبتهای اعضا ارائه ندهد. به عبارت دیگر در حال حاضر بازارها انتظار ندارند که فدرال رزرو نرخ بهره را در ماه سپتامبر افزایش دهد. همچنین بعید به نظر میرسد که گزارش تورم نیز این دیدگاه را تغییر دهد.»
وی افزود: «اما در سمت دیگر، احتمال اینکه لحنی هاوکیش در طی جلسه مذکور داشته باشیم بالاست. بر اساس تجربه در چنین شرایطی هرگونه نتیجه متفاوت با انتظارات بازار میتواند به عنوان یک شگفتی و غافلگیری برای معاملهگران تلقی شود. با این حال، CME Group FedWatch Tool نشان میدهد که سرمایهگذاران هنوز نزدیک به 40 الی 50 درصد احتمال میدهند که فدرال رزرو قبل از پایان سال، در نوامبر یا دسامبر، دوباره نرخ بهره را افزایش دهد.»
حاجیاحمدی درباره تاثیر رویدادهای پیش روی طلای جهانی بیان کرد: «تمرکز اصلی بازارها طی هفته پیش رو بر جلسه بانک مرکزی ایالات متحده امریکا پیرامون سیاست پولی خواهد بود. از جمله دیگر رویدادهای مهم هفته جاری، میتوان به گزارش PMI و نیز جلسات بانکهای مرکزی ژاپن، انگلستان، سوئیس اشاره داشت.»
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)
نمودار پیش بینی قیمت طلای جهانی، منبع: Tradingview
پیش بینی قیمت طلای جهانی
حاجیاحمدی در ادامه بررسی روند پیش بینی قیمت طلای جهانی افزود: «از منظر تکنیکال، مطابق انتظار و سناریو تحلیلی، تغییرات قیمتی انس جهانی به صورت حرکتهای رفت و برگشتی باعث تشکیل یک کندل هفتگی دوجی شد که خود منعکس کننده تردید و بیتصمیمی و حفظ جانب احتیاط توسط خریدارها و فروشندگان در این بازه زمانی است.»
وی ادامه داد: «به نظر میرسد طلا برای رشد بیشتر در هفته آتی مسیر دشواری در پیش خواهد داشت و این مسیر جهت رشد بیشتر تنها در صورت تثبیت سناریو پیش بینی قیمت طلای جهانی فراتر از محدوده مقاومتی 1935 دلار هموارتر خواهد شد. در ادامه محدودههای حمایتی معتبر پیش روی طلای جهانی به ترتیب عبارتند از: 1900 دلار – 1880دلار.»
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