«ابراهیم رئیسی»، رئیس قوه قضاییه دو هفته پیش اعلام کرده بود: «با اقدامات قضایی قضات و دادستانها در سراسر کشور از تعطیلی حدود ۵۰۰ کارگاه و مراکز تولیدی جلوگیری و یا تلاش شده است مشکلات حل شود.»
«حسامالدین آشنا» رئیس مرکز بررسیهای استراتژیک ریاستجمهوری نیز همان زمان در صفحه توییتر خود نوشته بود: «چه بهتر که هر نهادی که ادعا می کند شغل یا فرصت شغلی ایجاد کرده یا می تواند ایجاد کند یا جلوی از دست رفتن فرصت های شغلی را گرفته است با شفافیت تمام اعلام کند کجا؟ در چه بخشی؟ چه مقدار شغل؟ با چه هزینه ای؟ با چه مقدار پایداری؟»
بررسیهای آماری و میدانی نشان میدهد که با اقدامات دولت، از ابتدای امسال تا پایان شهریور ماه ۵۲۹ واحد صنعتی به مدار تولید بازگشتهاند.
اطلاعات این بنگاهها در تمام استانهای کشور که از طریق سازمان صنایع کوچک و شهرکهای صنعتی ایران به دست آمده، اینجا قابل مشاهده است.
چند واحد غیرفعال و چند واحد دوباره فعال شدند؟
در کل کشور ۴۴ هزار و ۴۳۲ واحد صنعتی به بهرهداری رسیدهاند. ۲۳ درصد از کل این واحدها برابر با ۱۰ هزار و ۳۸۰ واحد غیر فعال هستند که در آن ها ۱۷۸ هزار و ۶۲۸ نفر شاغل بودند.
۶۲ درصد از این واحدهای صنعتی تا سال ۹۵ غیرفعال شدند و ۳۸ درصد از آنها نیز از سال ۹۶ به بعد تعطیل شدند.
۷۷ درصد از این واحدها، معادل با ۸ هزار و ۱۲ واحد صنعتی، به دلیل مشکل کمبود نقدینگی تعطیل شدند. ۱۶ درصد به خاطر بازار نداشتن محصولاتشان، سه درصد به دلیل اختلاف شرکا و تامین مواد اولیه، یک درصد نیز به دلیل نقصان ماشینآلات غیرفعال شدند.
اما از کل این واحدهای غیرفعال، در سال ۹۷، ۱۷۲۶ واحد به چرخه تولید بازگشتند. در ۶ ماهه اول امسال نیز ۵۲۹ واحد صنعتی دوباره فعال شدهاند. طبق برنامه مصوب برای وزارت صنعت، تا پایان امسال باید ۱۳۳۴ واحد صنعتی به مدار تولید بازگردند. این واحدها، با اقدامات دولت دوباره فعال شدهاند.
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دولت چگونه بنگاهها را به مدار تولید بازگرداند؟
سازمان صنایع کوچک، در هر استان از ظرفیت ستاد تسهیل و رفع موانع تولید استفاده کرد. بنگاههای راکد را با امکانات سختافزاری و نرمافزاری به صورت دقیق شناسایی کرد.
واحد صنعتی را به مشاورین اقتصادی و صنعتی برای شناسایی مشکلات آنها و انجام مشاوره برای رفع مشکلات از جمله تغییر کاربری تولید، فرمولاسیون، خط تولید و... معرفی کرد.
برای رفع مشکل مالی بنگاهها نیز، زنجیره تامین مالی از طریق راهاندازی سامانه سکوک اقدام شد. در این طرح، واحدهایی که به دلیل چک برگشتی و بدهی معوق امکان دریافت تسهیلات نداشتند، معرفی شدند و مواد اولیه مورد نیاز آنها در اختیارشان گذاشته شد.
سازمان صنایع کوچک با اطلاع رسانی دقیق امکانات بنگاه ها برای واگذاری آنها به متقاضیان جدید از طریق رسانههای محلی، سایت ها و روابط عمومی ها اقدام کرد. همچنین جلسات مشترک با بانک هایی که جانشین واحدهای صنعتی شده بودند، با استمهال تسهیلات و واگذاری مجدد به صاحبان واحدهای صنعتی برگزار کرد.
اما برای بازگرداندن واحدهای صنعتی به مدار تولید موانعی وجود دارد که مهمترین آن به تامین نقدینگی مورد نیاز واحدها مربوط میشود. از جمله اینکه امکان دریافت سرمایه در گردش از بانک ها و موسسات مالی وجود ندارد؛ چرا که اغلب میانگین فروش سه سال گذشته را برای پرداخت سرمایه در گردش مبنا قرار می دهند.
ایرنا