قیمتهای پایه محصولات پتروشیمی روز گذشته با افزایش روبرو شد تا خریداران در آخرین روزهای سال موجودی انبار خود را با مواد اولیه گرانتر پر کنند.
قیمتهای پایه محصولات پتروشیمی روز گذشته با افزایش روبرو شد تا خریداران در آخرین روزهای سال موجودی انبار خود را با مواد اولیه گرانتر پر کنند. این رشد نرخهای پایه در وضعیتی خودنمایی کرد که بازار حتی پس از اعلام این قیمتها سمت و سوی کاهشی خود را حفظ کرد که نشان میدهد جریان غالب در بازار آزاد میل چندانی به تبعیت از خریدهای هیجانی پیشین ندارد. در گزارشهای پیشین از احتمال تغییر فاز بازار سخن گفته بودیم آنهم در شرایطی که خرید در قیمتهای بالای پیشین در بازار آزاد چندان موجه نبوده است.
افزایش ۲ درصدی قیمت دلار نیمایی مورد محاسبه در نرخهای پایه در روز گذشته موجب شد تا این قیمتها میل به افزایش جدی داشته باشند و البته همین سیگنال را میتوان دلیل اصلی رشد اکثر قریب به اتفاق قیمتهای گریدهای پلیمری و ترکیبات شیمیایی در بورس دانست. انواع لاستیکی همچون استایرن بوتادین رابر (روشن و تیره) بیشترین رشد قیمت پلیمرها و منواتیلن گلایکول هم بیشترین رشد نرخ در بازار محصولات شیمیایی را به خود اختصاص دادند و از معدود کالاهایی که کاهش نرخ داشت میتوان از اسید استیک نام برد که نزدیک به ۵ درصد افت نرخ داشت. البته همین شرایط نشان میدهد که به جز رشد قیمت دلار نیمایی برای متوسط هفته قبل، افزایش قیمتهای جهانی هم در رشد نرخهای پایه در بورس کالا موثر بودند تا جایی که این روند عمومی افزایشی را در بورس کالا رقم زده است.
نگاهی به حجم معاملات پلیمرها در دو هفته اخیر نشان میدهد که دو رکورد معاملاتی مهم در بازار پلیمرها به ثبت رسیده که در کنار رشد قیمتهای پایه در هفته جاری، این ذهنیت را ایجاد میکند که بازار رشد احتمالی قیمتها در بورس کالا را حدس زده و با فرض این احتمال به سمت پوشش ریسکهای احتمالی گام برداشته یا تلاش کرده تا از این نوسان قیمتها بهره ببرد. این مطلب به نسبت قابل توجه است ولی در شرایطی که بازار در روز گذشته تبعیت چندانی از این رشد نرخ نداشته است یعنی با رشد دستهجمعی قیمتها در بورس کالا شاهد رشد فراگیر قیمتها در بازار آزاد نبودهایم میتوان گفت که این وضعیت نیاز به بررسی دقیقتری دارد.
همانگونه که عنوان شد حجم معاملات هفتگی پلیمرها در دو هفته اخیر بالاتر از ۹۰ هزار تن بوده که رکورد تاریخی بورس کالاست. این سیگنال به این معنی است که حجم عرضهها در روزهای آینده در بازار آزاد بالا باقی خواهد ماند و اگر حجم عرضهها نیز در سطوح بالایی در بورس کالا تجربه شود، پتانسیل واسطهگری یا سفتهبازی یا موقعیتهایی موسوم به آربیتراژ (استفاده از اختلاف قیمت بین دو بازار همچون بورس کالا یا بازار آزاد) محدود خواهد شد. این مطلب به این معنی است که امکان رشد قیمتها در بازار داخلی محدود شده و میتوان گفت که بازار روند نزولی روزهای اخیر را بازهم سپری خواهد کرد.
البته این چهره ابتدایی از بازار است که در روزهای گذشته هم به آن اشاره کرده بودیم ولی باید دقیقتر به رخدادهای بازار نگریست. از هماکنون میتوان انتظار داشت که حجم عرضهها در بورس کالا بالا باشد یعنی بخشی از التهاب احتمالی از هماکنون محدود خواهد شد. از سوی دیگر رشد قیمتهای پایه در بورس بیش از حد انتظار اهالی بازار بود یعنی احتمال جرقههای رشد قیمتی را باید در نظر گرفت. بهعنوان مثال در روز گذشته اگرچه بازار به سمت افت قیمتها متمایل شده بود ولی در اواخر فعالیت بازار باز هم جرقههایی از رشد نرخ به ثبت رسید که نشاندهنده واکنش بازار به قیمتهای اعلامی بود. این شرایط نشان میدهد که از دیروز تکانههای رشد نرخ پراکندهای به ثبت رسیده و احتمال تداوم این جرقههای رشد قیمتی برای کوتاهمدت وجود دارد ولی چندان قدرتمند نخواهد بود. این شرایط به این معنی است که این هفته آخرین تکانههای رشد قیمتی در بازار تجربه خواهد شد و باید ادامه فعالیت در بازار را در سال آینده رهگیری کرد. در بازارهای جهانی هم البته رشد قیمتها احتمالا به تضعیف نرخ منجر میشود یعنی باید پتانسیل تعدیل نرخ از مسیر قیمتهای پایه در بورس کالا را هم در نظر گرفت.
احتمال کاهش قیمتهای جهانی
اگرچه برای عموم قیمتها در بازارهای جهانی محصولات پتروشیمی نمیتوان سمت و سوی دقیقی را لحاظ کرد و شاید بتواند تنها به شاخصهای قیمتی مخابرهشده از سوی برخی از موسسات خبری و تحقیقاتی استناد کرد ولی نوسان قیمت مواد اولیه را میتوان یک سیگنال اثرگذار و مهم بهشمار آورد. نوسان بهای نفتا بهعنوان مهمترین خوراک مایع در صنایع پتروشیمی دقیقا سیگنالی مهم برای ترسیم متوسط بهای تمامشده محصولات پتروشیمی در بازارهای جهانی با محوریت کشورهای شرق آسیا خواهد بود، آنهم در شرایطی که احداث واحدهای پتروشیمی و پالایشگاهی با سرعت بیشتری در دستور کار شرکتهای بزرگ در جهان قرار گرفته است. این در حالی است که بهای نفتا هم در قرابت بالایی با نوسان قیمت نفت خام قرار دارد و تجمیع این دادهها در کنار عدم جذابیت گسترده خرید برای محصولات پتروشیمی در بازارهای جهانی، میتوان گفت که بازارهای جهانی آزادی عمل چندانی برای استفاده از رشد قیمت نفت خام و نفتا ندارند ولی در نهایت میل به رشد قیمتها در بازارهای صادراتی و بینالمللی را نمیتوان نادیده گرفت. شرایط کلی بازار از رشد قیمتهای جهانی خبر میدهد ولی با توجه به تغییرات اخیر، نوسان بهای نفت خام، بیم و امید از کاهش قیمت جهانی نفتا و همچنین ترس از عقبگرد تقاضای جهانی محصولات پتروشیمی، میتوان این احتمال را مطرح کرد که روند افزایشی قیمتها در بازارهای جهانی متوقف شده یا از شتاب رشد آن کاسته شده است. این روند البته هنوز در بازار نفتا ایفای نقش دقیقی نداشته؛ ولی نگاهی به نمودار نوسان نرخ هم نشان میدهد که از این پس باید امکان رشد قیمت نفتا را با ابهام مدنظر قرار داد. اگرچه در طول یک هفته اخیر در بازارهای جهانی شاهد افزایش ۴/ ۱ درصدی بهای نفتا بودیم ولی در اواخر هفته گذشته این روند صعودی به یک مسیر کاهشی وارد شد و در نهایت پایان هفتهای نزولی را تجربه کردیم.
این شرایط به معنی عدم رشد محسوس قیمتهای جهانی خواهد بود و همین رخداد میتواند تاثیرات مختلفی بر جای بگذارد. کاهش جذابیتهای صادراتی در قیمتهای پایینتر جهانی یکی از این موارد خواهد بود و خریداران هم با توجه به واقعیتهای صادراتی و هزینههای جانبی احتمالا با کاهش قیمتهای بینالمللی تمایل کمتری برای خرید از ایران خواهند داشت. این مطلب ناخودآگاه جذابیت عرضه در بازار داخلی را تقویت خواهد کرد؛ آنهم در شرایطی که روزهای آینده بازار وارد فاز نیمه تعطیل خود شده و بهتر است تنها امروز و فردا را زمانی جذاب برای عرضه پلیمرها در بورس کالا به شمار آورد. اگر جریان عمومی قیمتهای جهانی بیش از حد انتظار در ذهن عرضهکنندگان اصلی کاهشی باشد، احتمال رشد عرضهها در هفته جاری در بورس کالا تقویت خواهد شد که در نهایت به عدم رشد نرخ در بازار داخلی و کاهش رقابت برای خرید در بورس منتهی میشود. این شرایط را باید جدی گرفت؛ زیرا با فرض سیگنالهای مختلف در بازارهای جهانی و بیم و امید از عمیقتر شدن رکود در بسیاری از اقتصادهای بزرگ جهان با تمرکز بر بازارهای کالایی، بازارهای بینالمللی از جذابیت پیشین برخوردار نبود و این به معنی افزایش عرضه در بازار داخلی است.
در فاز بعدی باید به نوسان قیمتهای پایه اشاره کرد، زیرا دومین سیگنال تاثیرگذار بر نوسان قیمتهای پایه در بورس کالا نرخهای جهانی است. اگر به نوسان قیمتهای پایه در هفتههای اخیر نگاهی بیندازیم، متوجه خواهیم شد که جریان قیمتی تاثیرگذار بر نرخهای پایه برای قیمتهای جهانی افزایشی بوده است؛ یعنی نرخهای پایه در بورس کالا نشان میدهد که قیمتهای جهانی صعودی در نظر گرفته شدهاند. این سیگنال هم نشان میدهد که قیمتها به نسبت افزایش یافته بنابراین تغییر فاز نرخ یا عقبگرد قیمتهای جهانی مورد محاسبه در نرخهای پایه چندان دور از ذهن نیست.
بهعنوان نتیجهگیری میتوان به این موارد اشاره کرد. پتانسیل کاهش قیمتهای جهانی محصولات پتروشیمی وجود دارد. بنابراین یک اهرم مهم برای تعیین قیمتهای پایه در بورس کالا کاهشی ارزیابی خواهد شد و البته ازجذابیتهای صادراتی کاسته شده و همچنین امکان بالابودن حجم عرضهها در بورس کالا تقویت خواهد شد. از سوی دیگر حجم عرضهها اغلب در روزهای ابتدایی سال بالاست؛ زیرا تولیدات شرکتهای پتروشیمی در روزهای تعطیل فضایی برای فروش نداشته است. بنابراین افزایش عرضه در بورس کالا منطقی خواهد بود. حال اگر قیمتهای جهانی را نزولی فرض کنیم بازار باز هم شاهد عرضههای بالا در روزهای اخیر در بورس کالا خواهد بود که سرعتگیر مهمی برای رشد قیمتها به شمار میرود.
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لینک مطلب:
https://www.eranico.com/fa/content/98265