آمار تامین ارز انجام شده از ابتدای سال تا تاریخ ۱۹ خردادماه سالهای ۱۴۰۱-۱۴۰۲ نشانگر افزایش ۸۳ درصدی تامین ارز وزارت جهاد کشاورزی بابت تامین نهادههای دامی و اقلام مورد نیاز این مجموعه است. همچنین تامین ارز مرتبط با وزارت صمت در این بازه زمانی ۴ درصد افزایش یافته است.
در مجموع در بازه زمانی یادشده تامین ارز انجام شده به ۱۳ میلیارد و ۸۰۵ میلیون دلار رسیده است که در مقایسه با مدت مشابه سال قبل افزایش ۲۳ درصدی تامین ارز را نشان میدهد.
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مداخله فعال در تثبیت نرخ ارز در جهت محدود نمودن نوسانات
یکی از مهمترین عوامل تورم را بی ثباتی نرخ ارز است. تجربه بسیاری از کشورها در ثبات اقتصادی از طریق مداخله در تثبیت نرخ ارز نشان میدهد که سیاستگذار با مداخله فعال در تثبیت نرخ ارز در جهت محدود نمودن نوسانات باید به دنبال تبیث اقتصادی باشد.
طی سال ۱۳۸۹ تا ۱۴۰۱ میزان مداخله بانک مرکزی به نرخ بازار در بازار غیر رسمی بالغ بر ۵۷ میلیارد دلار بوده است که از این رقم بیش از ۱۴ میلیارد و ۶۰۰ میلیون دلار مربوط به اسکناس و ۴۲ و نیم میلیارد دلار مربوط به حواله بوده است.
بانک مرکزی از طریق فروش بخشی از ارزی که دولت به او میدهد با مداخله در بازار در جهت کاهش نوسانات نرخ ارز عمل کرده و همچنین از افزایش قابل توجه پایه پولی جلوگیری میکند.
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کاهش نوسانات نرخ ارز
میزان ضریب تغییرات بالای نرخ ارز در سالهای گذشته همواره به عنوان یکی از عوامل پیش بینی ناپذیری اقتصاد ایران ذکر شده است. به عنوان نمونه در سال ۹۷ حدود ۳۰ درصد و در سال ۱۴۰۱ حدود ۱۹.۵ درصد تغییر کرد و سال ۹۱ هم ۲۸.۴ درصد شد.
با اجرای سیاست تثبیت در طی چند ماه اخیر میزان تغییرات نرخ ارز در بازار غیررسمی در سه ماهه نخست سال ۱۴۰۲ به شدت کاهش و برابر ۲.۵ درصد شده است. همچنین میزان ضریب تغییرات نرخ ارز در بازار حواله نیما در ۳ ماهه ابتدایی سال جاری ۱.۸ درصد بوده است. با توجه به این مسائل، سیاست تثبیت حائز اهمیت است چرا که ثبات در این نرخها باعث افزایش پیش بینی پذیری روندهای اقتصادی برای فعالان و سرمایه گذاران خواهد شد.
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)
روند افزایشی مبادلات تجاری کشور
رقم تراز حساب جاری کشور در سال گذشته بیش از ۱۵ میلیارد دلار بوده است. این رقم در سال ۱۴۰۰ به بیش از ۱۱ میلیارد دلار میرسد و تنها در سالهای ۹۸ و ۹۹ این تراز منفی بوده است. روند تراز تجاری خارجی کشور در بلند مدت نیز نشان میدهد که به طور تاریخی کشور ایران دارای تراز پرداخت مثبت بوده است.
تمام ارقام خروج سرمایه از کشور مرتبط با فرار سرمایه نیست و بخشی مربوط به سرمایه گذاری و سپرده گذاری ارزی در سایر کشورهاست، ولی در اصل منابع متعلق به کشورمان میباشد.
صادرات بالای ۴۰ میلیارد دلار بخش غیرنفتی نیز از دیگر تغییرات مثبت اقتصاد ایران در سالهای اخیر بوده است. رشد قابل ملاحظه صادرات غیرنفتی در سالهای اخیر این امکان را فراهم کرده است که بدون نیاز به منابع حاصل از صادارت نفت بتوانیم نیازهای ارزی کشور را تامین کنیم.
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تحولات تورم، نقدینگی و تولید
بررسیها نشان میدهد نرخ میانگین رشد نقدینگی در دهه ۷۰ معادل ۲۷.۱ درصد، در دهه ۸۰ معادل ۲۸.۲ درصد، در سالهای ۱۳۹۰ تا ۱۳۹۶ معادل ۲۶.۷ درصد و از سال ۱۳۹۷ تا ۱۴۰۱ معادل ۳۳ درصد بوده است.
همچنین آمارها نشانگر میانگین رشد پایه پولی ۲۳.۴ درصدی در دهه ۷۰، رشد ۲۴ درصدی در دهه ۸۰، رشد ۱۷.۸ درصدی در سالهای ۱۳۹۰ تا ۱۳۹۶، رشد ۳۲.۲ درصدی در سالهای ۱۳۹۷ تا ۱۴۰۱ میباشد.
همچنین آمارها نشانگر تورم ۲۴.۴ در دهه ۷۰، تورم ۱۴.۷ درصدی در دهه ۸۰، تورم ۱۹ درصدی در سالهای ۱۳۹۰ تا ۱۳۹۶ و تورم ۴۲.۴ درصدی در سالهای ۱۳۹۷ تا ۱۴۰۱ میباشد.
بررسی نرخ رشد تولید ناخالص داخلی نیز نشان میدهد رشد تولید ناخالص داخلی در دهه ۷۰ معادل ۴.۳ درصد، در دهه ۸۰ معادل ۴.۷ درصد، در سالهای ۱۳۹۰ تا ۱۳۹۶ معادل ۱.۴ درصد و از سال ۱۳۹۷ تا ۱۴۰۱ معادل ۱.۲ درصد بوده است.
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I6jUo9KmoM0SYUxwkOMuFrSZHr08vKK8XlDjcU603xupPDDD7283jUmziCPMgsvLcjygOoqdQhSUqWlKlHZJGek/q2iIjzq3Iq5tLpLcenIccQp5b5KWsiIsi0pItRmZ3I9JWFSxViHCdWpSUS6/Fg1mAaZMf9fkcYfJNyK3KR3sZajIxU5GPIzflMp9SOukcR9xDZqampOKlg2/OStGtKyXpuA7DSa1HrCJSozchBRpCo6yfZNszUnXa+svaJMVHDmI261iqssw6vEqNPQ0y6xvcyPcTPMSkmZa7mRH+I+Mc4tZwqujHKfVFiTJe5vySRnyJJN7W/xHYr8hXAXERlMrUeqvzmmG5CFQ3zjubs0aCNRcqb/CL2kJFCiUhKiO5GVyPaIB6pVCNjmLT3EtqpkyItTKiLz0PNmRqI/YaVF0ALCeoQ1PrO/cQ1ilm1k4PNmyr/AAycTmv/ANBnE0ioxcN1CTSNyOcwybrSXSulWXSZfiRGQg6A8qTjqdPS2aG59HhvmWxV16PrsYC6XEXSq1GrC5iWG5CDiPqjubsyaLqLXlv8IvaQjcZy6lDoRrpk9qFIU4SScVHN9ar6kNoL4Sj7xWMNQ/Ks88y7WatTWIe6Epba45KeUi+rzdCTMvadgHThoVSos0imSJ76XVssIzrSy2a1mXsItJmN0zFLkYuRRcSVal4hqUKAyptD9NfcUSboURpMjI9ZpUm/4gLdGfTJjNSEEokOoJaSUVjsZX0lyGMS5kenw3JUp5tmO0nM464qyUltMxC4KqUmqYShS5cpqW8rOhUlrQh7Ks0ksvrIriFYxzh5blUpGJZ0WLJbkutOxZ3mpU3fzDTfQpJpsYCz0iv0+u774PeN0or24uKymRZrEegz1lp1kIVrG6G/KDIwpUopxFrQlynvqPzZRW84i9pHfoGtUMcYT4ClRaZiqlRH97qRHWh1Nm1EmyTIvZoG8bcTEWBIkyquNsrdhtvHL0EbK8pHnSrksrSA3IVblScW1OjrpykRojLTrcsl3SvOXwTLkPQf4EJ8U7AsuRVIc6qzbJlvPky4giMrbmkkkdj1ZvhW2KIa2OscuYSkU9DaIeV3M68cp00Zm0mklJb2uedex8hGAvVxD1ivw6GmOco3DXJcNphtts1qcXa5JK2oz9o5viHH8+HUnKlRMXYbm09qx8FrWSHFotpsv5XQLHSvKlhCtUhuTw1EgvLTpZlLIlsr+o9enlAW+lTzqlLjTTjSIu7tkvcJCMriPYouQxuiuYHqcmr4RgzJkhuS+rOhb7ReY7lWaSWX1kRGLGADIwMgPzh5IEGrCUqxkX+2H7pDqlIPI+m6i17BynyRGripJIjIi34r3Ujosd5bTpKJRaB24TeEjkzus7Wr5aIVJdwnFqM5s0SGpKGmZjXw2M19PtK5ahTkN03yg0Jum4wqESDVqci0SrtyGzRIbPUSiv8A20DrbkelYjp6afV4jUuOSiXuburMWoxFVXyV4WlUp9FKotNizTT+qeWznSlXtK+ocmWNxrpxyljkDHklokdD82oY6pjtPip3R4odlOGi/wBegz/Ealbr7dThUKFEhlBpDFRaKlxlfGLaI7KdUeszUZl/0Fmwl5MavXau8xiaBHptIgP2XFitbmUxwtR3LWm3L0DqEnyc4McmpnP0Zo30Gk0KzqsnLqIivYiK2oTVrW0rUDhYfoxoYiKbitkaskdu9j1noHK406uVitvV/g55MCM2piJGMyS66SjI1r08ugtA6PVqpczShdvqECqStSrmv+w6MPHY5s85tzStRWfKDiGLHjUSdHWwZFLnSkm2aWyPSgi1GewVyqYNiwMVcDJizCedlo3qR6W3o6tfnayUnTpHdWpKz0Gs+gYccM1Eu5GotR5dJfiL6v2TyaUM/Jlh2nSM6IrrxWMsr7mYugaLvk0w+o1LJqSgrGeVDly+oh0hZE7a6i/Eh8kwnaXQPWY46+PO5Zb+uT4fwRRavGXIVAqMRTLxoyPuWvbZoF0qkGS5RZqIpZpBsKJtPyjtq/EWU2UbS6A3FG0ugXHUmol3ld1yaozzxJGj09GGKhvhoyJG6ubghtVrWzbPYLVAiyMNYehsOsPzCaQe7LY89SD16C1qLk0CwP4epcyob9ksbs/5ljUozSk0ndJkWojEluSD/wD8GJuXbWWrNObJiyvKFNKO5DkRaBGVmUt1Jocfc1ERbCK4k4fkxpVJlN1CIiQ5JjnnbQbuhSi5NIvzRkjRf6h67qk9An/q7/yOb1eu1KoPcB0Wkzk1B8sjrkpg0oYSeg1X1Hovp1DYheSugRI623Y++VrSSVrdUd78pp2DoyXfMtfpHkbukT7e1+TUQNDw1GokIoUM1EwlRqSSzzHp06xDS/JLhmZKckKafaU4ZqUlpwyTf2FyC77qRcth8HIO9iUQt7SXSt0bye0KhG8cOMSlvINDi3jNZmk9adPIYjHvI5hd59bpIktko77mh0ySX1C8FJMv3iA5l9KVkZchkQnGVrlf2qq/JfQHqHHpLqXzjx3FONL3Sy0mrXp2CHwrgem0/G8s2qPUIpU0yXGlvP3Q9cjLVb69WwdB32fyi6B977XYvO0chHyCXA5thLJ3vmLoH0bN/wB4ugau+lfKLoH0Us7ay6BdVNxsb3O3wi6AKOd75y6B476VtLoDfZ6r/wBhNU6JUfM2d1F0DQKMm1riWQ6S02Wej6h9fqr6/wD2iy2Fx2iijt2sZn9YyTCORRiX/U//AEhkty9nQHMmKKJoy1KLoH1uR2sai6BK/qvZ0D6u1tITmvFFpj59FyL8B6bw/wDMEq2pgvhGRfgPfdY3yi6BnnVmEQhQNHwy6A3jf94ugThPRb6y6B9E9FPUaS/ATnV4REx6eSnE+eXQJIqX/wCYnoH25IYSgzSsr8mgeBVBXy/7CW5X41JjHsVL/wAaegfXBn+NPQPMqgfzhdA+inn86XQJ/Zf6vtNMsd8yege5QytrLoGuU/a6X9Izwgn50v6RNZLOLY3qnYXQG9U7E9A8SqDd/jS6B9b9a+c/sJ2u49ijJ2J6Bne6NiegeRTG/nP7D6KU38v+wnZ0OMIyGREV7bBHFGVfSJMnm1HbN/Yeti5CF5WJcdogoxkPomP/ALYS34DNi2F0BzXiid7mabXHlvD/AB/2E1YthdAWL2BzpxiITTjUds5F+A9SpZ/Ol0CTsQCcqcYr8zClMqDiXZ0GHJcSWUlvMJUoi2XMVpWBXHa0pJUbD0alMvpNJ70JxyS2adJHo8wyVqPSOihYhN1dRWk0ZmgsqXR6MwrOd3G4uRk1W1Hp0GIiHh6ZiXERVfEtFgxokZs24kRZIedcM9a3VWtoLQSS1XMXwA3VaMCkU+lIWinwY0VLh3WlhokEo9p2GrVp9Sgko4VFcqFi83c5CEGZ+3Nq+sTFwsIKnhGhzYLtRq9VYisVOpOJU5HipLIyhN8qb2LMrSZmrlMxrVDD9NqnlDJ2sQGZza6eRxCkIzpaUhZ5yIj0XPMk7+wXWw+TbSaiUaSuRWI7agEFKccw9ES1RsPbvGIjVuUJTbdlGfIk7Fp2iDpcHEdUracSVuKmIURtaKdSEPEZpNWhTjq9WYy0ERaCF7sFgFCrVPrOMJUemTKIzAozbpOSZElxDrrpJO+RtJXy35VHyC0wsPUamyN8QaTBjPEVicZYSlVtlyISlhkBryIrMyM5HktNvMuJyrbcTmSothkYqGJEVmi1Ok1KiUcqlT4jDkd6AwpKFtkrLZbZHoOxJtbYYu4xYBxepU2p40xVHqTOH61T3P1bbvCjbBxUNpO6rJVdVzIz0FrHWYFGptLSoqfT4sQl/C3BlKL/AF2Ib9hkBEy8OUWoSTkzaRAkPmVjcdjpUoy+syFZrGEFuTSj0ahYdixlNEs5j8RLi0uEovNyWtYy5b6BfAAQ7+GaHLcN6XR6fIeMiI1uRkKM7FbWZDz4m4Ztbi/S+yo7hOAAjoFFptKNw6dT4sTdPh7g0lGa2q9i0j1mwIlRaS1MisyW0qJZIeQSiJRajsfKNwAEJV6nUqaRqiUJ+pIy3Io7yEqvssoy6RAUeDiKZV3sUVuI03JbZNin0lp8rMoUZGpS16jWqxewiIXmwZfaAoFXdxdila6JGpLlEpzxZJlQkPIU4bZ/CS0lJnpMtFz1C6xILEJhplhtKUNNpaTtypKxFcbVhkBTsZVhOHpVJrMuO47TI7riJLjaTUcfOmyXLFrItJHsuN6DjjC9TJveeIKe6pwyJKCfSSjM+TKem/sFgWhLiTStJKSZWMjK5GQiGcK4fi1Df8eiwGpZHcnkR0koj2kZFrAa1arVapxuJg4akVE9TSmZDaUmf+LMZGkukRdEwi7Mel1jF8aDOqsw0kTG5k41EaT8FtF9eszM+UxdrDIDViw2IMZEaIw0wwgrJbaSSUp+oi1DWm0Sl1NaVz6dDlLToJT7KVmRbLmQkwAQXE7DR/8A8/S+yo7hmt4XplfoqaTNZUUFCkKS0ys27Zfgl5vIWwTgAIOmUOHhqluRaND801m6banjM3Fna5mpV9OjlFdrNOrGMZjFMnUNmDRmnSdkyJK0OuukR3yNkV8pHbSo+TQL6ZXGQEJxPw16v0vsiO4OJ+GjO54fpfZUdwmwAa0SHHgx0R4jDbDCCsltpJJSn6iIbIAAAAAPzh5IU3wnJ0/98V7pC/GjR8IVHyKUiTUcGy3GDbsmaojzHb91I6VxWqG1n+v/AOB1+PyYzHVcvkwyuW5ESw6tlZGSzEwxWnElZSh88VqjtZ/r/wDgOK1R2s/1f/Atz8d+pjjnP8bXDpnyiPlVV14zIlGPfixUNrP9RjJYZqHKbP8AUJMvHGrPJf8AEGslrVczMx8k0e0+gWQsOTSLW0Z/zD7LD0sk/wDDv/ML7cf2x6sv0rO5qLlUQzY7WzKFm4vzC5GT/wDUY+uApttBMl/6v/gX24r68lYJKy1Gf4kMnupctvwFiXh+ev8AeaL6j/8AgfHFydyrb6Q9uP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ایبنا