با افزایش قیمت دلار و رسیدن آن به ۳۲ هزار تومان نگرانیها در مورد حوزههای مختلف اقتصادی قوت گرفته است. در این بین شاید حوزهی خودرو یکی از صنایعی است که تاثیر مستقیمی روی زندگی روزمرهی مردم دارد و بیشتر مورد رصد قرار میگیرد. گفتوگو با بهرام شهریاری، عضو سابق هیئت مدیرهی انجمن قطعهسازان و حسن کریمی سنجری، کارشناس خودرو به تاثیرات نرخ بالای دلار بر صنعت خودرو و قطعهسازی پرداخته است. شهریاری با تاکید بر وابستگی شدید تولید در کشور به محصولات خارجی برای تامین مواد اولیه، صنعت خودروسازی کشور را در خطر میبیند و راه برونرفت از مشکل را حل مشکلات سیاسی میداند. کریمی سنجری اما مشکل را بیشتر متوجه قیمتگذاری دستوری میداند و میگوید با حل این موضوع نحوهی توزیع نیز اصلاح خواهد شد.
شهریاری: تا خرخره به نرخ ارز وابسته هستیم
بهرام شهریاری، عضو سابق هیئت مدیرهی انجمن قطعهسازان گفت: فرقی نمیکند قطعات خودرو باشد یا هر محصول دیگری، ما تا خرخره وابسته به نرخ ارز هستیم و حتی شرایط روزمره زندگی مردم به نرخ ارز وابسته است، با این شرایط ارز تاثیر خود را روی تولید میگذارد. عوامل تولیدی مانند زنجیر به هم وصل به هم وابسته هستند وقتی یکی از این عوامل مثل ارز دچار تنش میشود دیگر بخشها نیز دچار نوسان خواهد شد. مواد اولیهی تولیدی که وارداتی است، مستقیم تاثیر میگیرد، کالایی هم که وارداتی نیست باز تاثیر میگیرد، چون آن هم برای تولید مواد اولیهاش به نرخ ارز وابسته است. مثلاً رشد قیمت و تغییر مواد اولیهی فولادی یا پتروشیمی را نگاه کنید، میبینید که مواد اولیه ایرانی چون تابع نرخ ارز است، باز گران شده است.
وی ادامه داد: فکر میکنم ما فقط از واژه بیمعنی خودکفایی استفاده کردهایم اما در عمق ساخت داخل کمترین تلاش را کردهایم. با تلاشی که در گذشته شده بود توانسته بودیم بخشی را تولید داخل کنیم اما آن را هم سوداگران این حوزه به خصوص مدیران بخش دولتی با ایجاد رقابتهای غیراصولی از بین بردند. قطعهسازنماهای جدیدی را وارد عرصه کردند که فقط واردکننده بودند و تنها برند ایرانی روی آن میزدند، قطعات را هم وابسته به ارز و خارج از کشور کردند. در حوزه داخلی کمترین تلاش را کردیم و فقط از واژه بیمعنی خودکفایی استفاده کرده و تا مغز استخوان وابسته باقی ماندیم، به همین دلیل نرخ ارز در همهی حوزههای تولید ما اثر خود را دارد.
وی با اشاره به مشکلات گردش نقدینگی و انحصار در بازار خودرو اضافه کرد: بنابراین وقتی نرخ ارز به ۳۲ هزار تومان میرسد همه چیز ما تغییر میکند و خیلی از تولیدکنندگان ما از میدان خارج میشوند چون توان تامین را ندارند و نمیتوانند از پس آن بر بیایند. از زمان دولت آقای احمدینژاد مشکل گردش نقدینگی در صنعت خودرو فراوان شد، قبل از آن هم بود اما کمتر و نامحسوس. از آن دوران به بعد گردش نقدینگی در صنعت خودروسازی به دلیل تصمیمات نابجایی که گرفته شد مثل اینکه سرمایه در گردش را در سرمایه ثابت محبوس کردند و در کشورهای دیگر در جاهای مختلف کارخانه ایجاد کردند و سرمایهگذاری نابجایی کردند، مشکل گردش نقدینگی در قطعه سازی به وجود آمد و نطفه آن از همان موقع گذاشته شد و هر چه جلوتر آمدیم، عمیقتر و عمیقتر شد. وقتی قیمت ارز به این شدت بالا می رود بسیاری از قطعهسازان به خصوص قطعهسازان کوچک توان تأمین را از دست میدهند و بتدریج از میدان خارج میشوند.
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)
این فعال صنعت خودرو تصریح کرد: متاسفانه ما در صنعت خودرو و قطعه دچار انحصار هستیم، در صنعت خودرو بیشتر و در صنعت قطعه کمتر. ولی با تصمیماتی که گرفته شده صنعت قطعه را نیز به این سمت بردند. این انحصار هم باعث جلوگیری از رشد فنی و کیفی است و هم موجب خودکامگی و گرانفروشی شده. قطعاً با این شرایط ارزی این انحصار بیشتر هم خواهد شد وقتی قطعهسازان کوچک از دایره خارج میشوند آنهایی که باقی میمانند آنهایی هستند که ارتباطات خود را دارند و آن را گستردهتر میکنند، در واقع فساد این حوزه را هم گسترش میدهند که این باعث بههمریختگی بیش از پیش این حوزه نیز خواهد شد.
شهریاری متذکر شد: پارادوکسی که به نظر من به هر حال در آن گیر خواهند کرد این است که قیمتها بالا میرود به طوری که الان قیمت پراید به حدود ۱۵۰ میلیون تومان رسیده است، قشر آسیبپذیر و ضعیف جامعه چقدر باید کار کند تا آن را بخرد؟ یعنی عملا قدرت خرید خودرو از مردم گرفته شده است، یعنی خریداری وجود نخواهد داشت مثل بقیه مسائل اقتصادی کشور که در بنبست گیر میکند در این مورد هم در بنبست گیر خواهند کرد. وقتی خریدار کم میشود تیراژ خودرو هم پایین میآید که این موضوع هم قیمت خودرو را بالا میبرد و هم کیفیت آن را پایین میآورد، خودرو با کیفیت پایینتر و قیمت بالاتر که مشتری نخواهد داشت چراکه مردم پول ندارند تا آن را بخرند. پراید ۱۵۰- ۲۰۰ میلیون تومانی یا سمند چند صد میلیون تومانی روی دست سازندگان میماند.
وی تصریح کرد: اینها بنبستهایی است که بر سر راه صنعت خودرو وجود دارد، دو راه بیشتر باقی نمیماند یکی اضمحلال کامل صنعت خودرو و از بین بردن آن است و دیگری که نه فقط برای صنعت خودرو بلکه برای بقیه بخشهای اقتصادی نیز نیاز است اینکه به بخش سیاسی موضوع وابسته است و راهکاری غیر از این به نظر من وجود نخواهد داشت. درگیریهایی که در خارج داریم و درهای کشورهای دیگر به روی ما بسته است، تحریمهای ناعادلانه آمریکا و قدرت اقتصادی آن توانسته است دیگر کشورها را راضی به این کند که با ما وارد معامله و تراکنش نشوند. با اینکه اتحادیهی اروپا میخواست در برجام باقی بماند آمریکا به تنهایی بازی را به هم زده و توانسته فشار را بیشتر و بیشتر کند. ما باید بتوانیم محصولاتمان را به خارج از مرزهای کشور ببریم و بازارگشایی کنیم ولی متاسفانه این راهکار به دلایل مسائل سیاسی مسدود است.
کریمی: قرعهکشی به تقاضاهای کاذب دامن زده است
حسن کریمی سنجری، کارشناس صنعت خودرو، در این مورد گفت: هیچوقت امکان پذیر نیست که خودرو به خودکفایی صد در صد برسد، تولید بسیاری از قطعات توجیه اقتصادی و فنی ندارد و تولید برخی مواد اولیه هم به صورت خودکفا امکانپذیر نیست. یعنی همیشه صنعت خودروسازی وابستگی ارزی خواهد داشت. هیچ کشوری در دنیا نه توانسته و نه تلاش کرده که صفر تا صد خودرو و قطعات خودرو را تولید کند. طبیعتا این وابستگی ارزی باعث میشود که هرچه قیمت ارز افزایش پیدا کند، قیمت خودرو نیز زیاد میشود. جدا از این با افزایش قیمت ارز تورم عمومی در کشور نیز افزایش پیدا میکند. بسیاری از محصولات در کشور ما وابستگی ارزی دارد و تاثیر ارز در روند تورم خارج از مسیر منطقی یک تاثیر غیرمنطقی هم دارد. یعنی تاثیر روانی و حبابی افزایش قیمت ارز را نمیتوان نادیده گرفت. افزایش قیمت ارز چه در قالب منطقی و چه قالب حبابی و غیرمنطقی تاثیر خود را روی صنعت خودرو میگذارد.
وی ادامه داد: بیشتر مواد اولیه تاثیر مستقیمی از نرخ ارز میگیرد بنابراین وقتی قیمت ارز بالا میرود بلافاصله تاثیر خود را روی افزایش قیمت مواد اولیه میگذارد. وقتی قیمت فولاد، آلیاژ، مواد شیمیایی بالا میرود، قیمت تمامشدهی قطعه افزایش پیدا میکند و طبیعتا قیمت تمامشدهی خودرو نیز بالا میرود. وقتی نرخ خودرو با یک قیمت دستوری فریز میشود ولی بازار از نرخ دستوری تبعیت نمیکند دو اتفاق میافتد. یکی اینکه توان شرکتهای خودروساز برای عرضهی بیشتر به بازار افت میکند بنابراین بازار از ناحیهی کاهش عرضه آسیب میبیند. از طرف دیگر درست است که افزایش قیمتها به دلیل قیمتگذاری دستوری روی قیمت فروش خودروسازها تاثیر نمیگذارد اما تاثیر خود را در بازار میگذارد.
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)
کریمی سنجری افزود: یعنی بازار از دو ناحیه آسیب میبیند. یکی اینکه عرضه کم میشود چون با قیمتگذاری دستوری توان خودروسازها برای عرضهی بیشتر کم میشود. دومین وجه هم تاثیر مستقیمی است که قیمت بازار دارد. امروز بازار به هیچ وجه قیمتگذاری دستوری را نمیپذیرد. وقتی دلار از ۱۳ هزار تومان به ۳۲ هزار تومان میرسد بلافاصله در بازار تاثیر خود را میگذارد. بنابراین در قیمت تمام شدهی قطعه و خودرو با افزایش قیمت مواجه میشویم. درست است که با قیمتگذاری دستوری این افزایش قیمت را به بازار منتقل نمیکنیم اما بازار تاثیر خود را از جای دیگر میگیرد.
وی در مورد خطر افزایش انحصار با حدف شرکتهای کوچکتر اظهار داشت: این خطر از دو ناحیه وجود دارد یکی اینکه سرمایه در گردش این شرکتها کاهش پیدا میکند، نمیتوانند مواد اولیهی گران بخرند، نمیتوانند مطالبات خود را از خودروسازها بگیرند، چرخهی معیوب قیمتگذاری دستوری بلافاصله به قطعهسازان منتقل میشود و سرمایه در گردش شرکتهای کوچک بسیار افت پیدا میکند. اینها توان به روز کردن تجهیزات و دستگاههایشان و توان تامین مواد اولیه را ندارند، حجم مطالبتشان افزایش پیدا میکند. در نهایت آنها یا با خطر ریزش مواجه میشوند یا مجبور میشوند که به جای افزایش قیمت، کیفیت را کاهش دهند. این باعث میشود که خیلی از شرکتهای قطعهساز کوچک دچار شرایط بدی باشند.
وی افزود: حتی شرکتهای بزرگ را نیز در شرایط نامطلوبی قرار میدهد. درست است که توان اقتصادی بالاتری دارند اما به همان اندازه هزینههای بیشتری هم بر آنها مترتب است، حجم کارگر بیشتری دارند و هزینههای مالی جاریشان بیشتر از شرکتهای کوچک است. آنها هم در چنین شرایطی ممکن است که توان تولید مستمر و باکیفیت را از دست بدهند اما این خطر برای شرکتهای کوچکتر بیشتر است که بنیهی مالی ضعیفتری دارند و ممکن است تجهیزات ضعیفتری داشته باشند.
کریمی سنجری در پایان افزود: سیکل ناقص تولید و توزیع خودرو به بازار که شامل قیمتگذاری و نحوهی توزیع میشود باعث میشود که مشکلات شرکتهای خودروساز بیشتر از قبل شود. طبیعتا باید این سیکل غلط قیمتگذاری اصلاح شود چون خدمتی به مصرفکننده نمیشود. نحوهی توزیع هم دچار مشکل است. مثلا همین قرعهکشی خودش به تقاضاهای کاذب دامن میزند و آن را تقویت میکند. درحالی که در چنین شرایطی نیاز داریم که عرضه را تقویت کنیم و تقاضا را کاهش دهیم. الان هرکسی برای رسیدن سود حاصل از تفاوت قیمت کارخانه و بازار متقاضی خودرو است. این اشتباه است، قیمت را اصلاح کنند که شرکت خودروساز با زیان خودرو را عرضه نکند، به تبع آن نحوهی توزیع هم اصلاح میشود. بنابراین اقدام دولت روی این دو مورد میتواند به سازماندهی شرایط خودروسازها کمک کند.
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