از این مهمتر، جمعیت قابلتوجهی از رایدهندگان آمریکایی هنوز از او طرفداری میکنند.
ظاهرا رونق اقتصادی این کشور، با نرخ پایین بیکاری و نرخ رشد قابل قبول تولید ناخالص داخلی و البته خشنودی شرکتهای بزرگ از کاهش چشمگیر مالیاتشان (از ۳۵ درصد به ۲۱ درصد) و رشد مستمر قیمتها در بازار سهام، چشم همه را بر ویژگیهای ناخوشایند شخصیتی ترامپ بسته است. تاکید مکرر ترامپ بر اینکه «اوضاع اقتصادی آمریکا هرگز به خوبی امروز نبوده» (که البته دروغ بزرگی است)، موجب شده که نه تنها شهروندان عادی که بسیاری از خبرگان سیاسی نیز اقتصاد را نقطه قوت کلیدی زمامداری او بدانند و معتقد باشند تا زمانی که شرایط اقتصادی کشور بر همین منوال باقی بماند، شکست دادن او دشوار خواهد بود. این در حالی است که تقریبا همه نظرسنجیها او را از رقبای خود عقبتر اعلام میکنند که البته این نکته جای تعجب ندارد.۱
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اما ظاهرا در هفتههای اخیر، بخت به مخالفان ترامپ روی خوش نشان داده است. از زمانی که ترامپ جنگ تجاری نسنجیدهای را با چین آغاز کرد، اقتصاد آمریکا حوادث نگرانکنندهای را تجربه کرده است. فقط در طول ماه جاری میلادی (ماه آگوست) شاخصهای سهام آمریکا دو ریزش شدید را تجربه کردند. در روز ۱۴ آگوست، شاخص «داو جونز» بیش از ۸۰۰ واحد سقوط کرد (معادل ۰۵/ ۳درصد) که شدیدترین کاهش این شاخص در سال ۲۰۱۹ بود و شاخص «S&P ۵۰۰» نیز در همین روز ۹۳/ ۲درصد ارزش خود را از دست داد. بخش قابلتوجهی از این ریزش در روزهای بعد جبران شد، اما بار دیگر در روز جمعه بیست و سوم همان ماه دو شاخص نامبرده بار دیگر به ترتیب ۳۷/ ۲درصد و ۵۹/ ۲درصد سقوط کردند.۲
تلاطم بازار سهام البته خوشایند سرمایهگذاران نیست، اما آنچه بیش از این تلاطم به نگرانی سرمایهگذاران دامن زده، بروز پدیده نسبتا نادر «منحنی بازده معکوس»۳ است که طی ماه آگوست، چند بار تکرار شده است. «منحنی بازده معکوس» پدیده بدیمنی است؛ به این معنی که تقریبا همواره بروز این پدیده به بروز رکود اقتصادی منجر میشود. در حقیقت از سال بحرانی ۲۰۰۷ تا کنون این پدیده رخ نداده بود. اکثریت بزرگ کارشناسان بازار سرمایه، بروز «منحنی بازده معکوس» را پیشدرآمد کم و بیش قطعی بروز رکود میدانند؛ هرچند که فاصله زمانی (Lag) بین این دو رخداد مورد مناقشه است. معمولا گفته میشود گرفتار شدن اقتصاد در رکود، بین ۶ ماه تا دو سال بعد از معکوس شدن «منحنی بازده» اتفاق میافتد.
منحنی بازده معکوس روایتهای مختلفی دارد، اما رایجترین آنها کمتر شدن نرخ بازده اوراق قرضه دولتی (بدون ریسک) ۱۰ساله از اوراق قرضه دولتی ۲ ساله است. منطق حکم میکند، و بهطور معمول نیز چنین است که کسی که اوراق قرضه با سررسید ۱۰ ساله میخرد، انتظار دارد نرخ بهره سالانه بالاتری از کسی که اوراق قرضه دولتی با سررسید ۲ ساله خریداری میکند، دریافت کند. به همین دلیل در شرایط عادی «منحنی بازده» صعودی است و به بیان دیگر نرخ بازده اوراق قرضه ۱۰ ساله به میزان قابلتوجهی بالاتر از نرخ بازده اوراق ۲ ساله است. معکوس شدن منحنی نرخ بازده که البته در شرایط عادی به ندرت اتفاق میافتد، این منحنی را نزولی میکند. به عبارت دیگر نرخ بازده سالانه اوراق قرضه ۱۰ ساله از نرخ بازده سالانه اوراق ۲ ساله کمتر میشود!
اما چه دلیلی دارد که نرخ بازده سالانه اوراقی که ۱۰ سال بعد سررسید میشوند و ۱۰ سال بعد همه پول آن پرداخت میشود، از نرخ بازده سالانه اوراقی که فقط ۲ سال بعد سررسید میشوند، کمتر شود؟
این امر دلایل مختلفی دارد، از جمله انتظار سرمایهگذاران از کاهش نرخ رشد اقتصادی، شدت گرفتن تلاطم بازار، کاهش نرخ بهره ازسوی بانک مرکزی و در مجموع، نگرانی از ضعیف شدن اقتصاد کشور در آینده. برای جلوگیری از زیانی که در صورت وقوع این شرایط نصیب آنها میشوند، سرمایهگذاران به خرید اوراق قرضه بلندمدت (مثلا ۱۰ ساله) روی میآورند که تقاضا برای این اوراق و در نتیجه قیمت آنها را بالا میبرد که به معنای کاهش نرخ بازده سالانه آنها است. به روایت یکی از صاحبنظران «هنگامی که منحنی بازده نزولی میشود، به آن معنا است که بسیاری از سرمایهگذاران دارند با پول خود شرطبندی میکنند که اقتصاد کشور در آینده ضعیفتر از امروز خواهد بود.»۴ ضمنا همه این واقعیت را هم میدانند که از سال ۱۹۷۸ تا کنون (یعنی در دورهای بیش از ۴۰ سال) در آمریکا نرخ بازده اوراق ۱۰ ساله پنج بار از نرخ بازده اوراق ۲ ساله کمتر شده و در هر پنج مورد در پی آن، البته با تاخر زمانی متفاوت، رکود اقتصادی رخ داده است.۵
ذهنیت منفی سرمایهگذاران نسبت به آینده اقتصاد آمریکا، صرفا ناشی از عملکرد بازار اوراق قرضه نیست. در ماه جاری بخش صنعت این کشور کوچکتر شد و برای نخستین بار در ۱۰ سال گذشته، شاخص «PMI» به زیر عدد ۵۰ رسید که نشانه انقباض فعالیتهای اقتصادی نسبت به ماه قبل است.۶ این رخدادها نیز طبعا موجب نگرانی سرمایهگذاران از آینده و چشمانداز تیره اقتصاد این کشور شده است.
این همه در حالی است که رشد اقتصادی آلمان، نیرومندترین اقتصاد اروپا، در فصل دوم سال جاری منفی شد (عمدتا به دلیل مشکلات در بخش صادرات این کشور). انگلستان نیز در فصل دوم سال جاری رشد منفی را تجربه کرد. و از همه اینها مهمتر، رشد اقتصادی چین کند شده و طبعا خریدهایش از کشورهای دیگر رو به کاهش دارد. جنگ تجاری ترامپ و چین که هر روز شعلهورتر میشود، اقتصاد هر دو کشور (و البته بسیاری از کشورهای دیگر را) تضعیف کرده است.
به گفته تحلیلگران آمریکایی هنوز نمیتوان از بروز قطعی رکود (به معنای رشد منفی اقتصاد در دو فصل پیاپی) قبل از انتخابات ۲۰۲۰ مطمئن بود؛ اما تقریبا همه صاحبنظران کسادی بازارها را قبل از انتخابات آینده ریاستجمهوری آمریکا، قطعی میدانند. کسادی بازارها و احتمالا رکودی که در پی آن خواهد آمد، برای نامزدهای رقیب موهبتی است که درست به نقطه قوت ترامپ ضربه میزند و پیروزی او را در انتخابات بعدی بسیار دشوار میسازد.
منابع و پانوشتها:
۱. در مبارزه انتخاباتی ترامپ با هیلاری کلینتون نیز با نظرسنجیهای کم و بیش مشابهی مواجه بودیم. واقعیت این است که مردم طرفداری خود را از نژادپرستی، بیگانهستیزی و... به زبان نمیآورند. اما در خلوت اتاق رایگیری، نظر واقعی خود را اعمال میکنند.
۲. “Dow tanks ۸۰۰ points in worst day of ۲۰۱۹”. CNBC. Aug.۱۴,۲۰۱۹ and https:/ / www.cnbc.com/ ۲۰۱۹/ ۰۸
۳. Inverted “Yield Curve”
۴. «The Great Yield Curve Inversion of ۲۰۱۹» https:/ / www.motherjones.com/ kevin-drum/ ۲۰۱۹/ ۰۸/
۵. “Dow tanks ۸۰۰ points…” ...پیشین
این روزها، چنانکه جدول زیر نشان میدهد، نرخ بازده سالانه اوراق قرضه ۱۰ ساله از نرخ بازده سالانه اوراق ۳ ماهه نیز کمتر شده است!
نرخ بازده سالانه اوراق قرضه دولت آمریکا با سررسیدهای مختلف در روز سهشنبه ۲۷ آگوست ۲۰۱۹
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)
ماخذ: وزارت خزانهداری آمریکا. 27 اوت 2019 (https://www.treasury.gov)
6. شاخص «PMI» مبتنی بر نظرسنجی ماهانه از مدیران زنجیره تامین در 400 شرکت بزرگ در 19 صنعت عمده آمریکا است. این شاخص یکی از مهمترین معیارها برای نشان دادن فعالیتهای اقتصادی در این کشور است. ن.ک. به Investopedia
دنیای اقتصاد