آخرین هفته بهمن هم به پایان رسید و بازار های مالی با تغییرات اندکی روبه رو شدند.
ابتدای این هفته بازار ارز شاهد نوسان اندکی بود و به مرز ۱۴ هزار تومان نزدیک شد با توجه به این که روز به روز به ایام پایان سال نزدیک میشویم تقاضا برای طلا و سکه نیز افزایش می یابد و بر خلاف هفته گذشته افزایش قیمت در بازار خود نمایی می کند.
سکه در آخرین هفته بهمن به کانال ۵ میلیون تومان رسید
بازار طلا و سکه در هفته پایانی بهمن پلههای افزایش قیمت را طی کرد به طوری که در اولین روز هفته سکه ۴ میلیون و ۹۶۰ هزار تومان بود که به رقم بالای ۵ میلیون تومان رسید همچنین نیم سکه نیز از این قاعده مستثنا نبود و از ۲ میلیون ۵۶۰ هزار تومان به ۲ میلیون و ۶۰۰ هزار تومان رسید که این افزایش قیمت چندان چشمگیر نبود، اما در بازار جهانی طلا هرا نس طلا با کاهش جزئی همراه بود که در جدول زیر به طور کامل قیمت طلا و سکه در هفته چهارم بهمن قابل مشاهده است.
قیمت روز ارز در هفته چهارم بهمن
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شنبه 19 بهمن قیمت (تومان) |
یکشنبه 20 بهمن قیمت (تومان) |
دوشنبه 21 بهمن قیمت (تومان) |
چهارشنبه 23 بهمن قیمت (تومان) |
پنجشنبه 24 بهمن قیمت (تومان)
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سکه تمام بهار آزادی طرح جدید |
۴.۹۶۰.۰۰۰ |
۵.۰۴۰.۰۰۰ |
۵.۰۴۵.۰۰۰ |
۵.۰۷۰.۰۰۰ |
۵.۱۳۰.۰۰۰ |
سکه طرح امامی |
۴.۹۵۵.۰۰۰ |
۵.۰۳۰.۰۰۰ |
۵.۰۴۰.۰۰۰ |
۵.۰۶۰.۰۰۰ |
۵.۱۱۰.۰۰۰ |
نیم سکه بهار آزادی |
۲.۵۶۰.۰۰۰ |
۲.۵۷۰.۰۰۰ |
۲.۵۸۰.۰۰۰ |
۲.۶۰۰.۰۰۰ |
۲.۶۵۰.۰۰۰ |
ربع سکه بهار آزادی |
۱.۵۳۰.۰۰۰ |
۱.۵۵۰.۰۰۰ |
۱.۵۷۰.۰۰۰ |
۱.۵۸۰.۰۰۰ |
۱.۶۰۰.۰۰۰ |
سکه گرمی |
۹۳۰.۰۰۰ |
۹۳۰.۰۰۰ |
۹۳۰.۰۰۰ |
۹۳۰.۰۰۰ |
۹۴۰.۰۰۰ |
اونس جهانی |
یک هزار و ۵۷۰ دلار و و ۷۰ سنت |
یک هزار و ۵۷۰ دلار و و ۷۰ سنت |
یک هزار و ۵۷۰ دلار و و ۳۷ سنت |
یک هزار و ۵۶۴ دلار و ۹۰ سنت |
یک هزار و ۵۷۳ دلار و و ۹۰ سنت |
طلای ۱۸ عیار |
۵۰۶.۷۱۵ |
۵۱۵.۲۵۷ |
۵۱۵.۷۱۹ |
۵۱۷.۱۰۴ |
۵۲۴.۲۹۰ |
در ایام پایانی سال، عرضه و تقاضا در بازار طلا و سکه متعادل است
محمد کشتی آرای نایب رئیس دوم اتحادیه طلا و جواهر درباره وضعیت بازار سکه و طلا در هفته گذشته، اظهار کرد: هر قطعه سکه تمام بهار آزادی در این هفته ۴۰ هزار تومان افزایش قیمت داشته است که دلیل این امر را میتوان افزایش نرخ ارز در بازار دانست.
نائب رئیس دوم اتحادیه طلا و جواهر با اشاره به اینکه هر اونس جهانی طلا نسبت به روز دوشنبه ۶ دلار کاهش داشته است، تصریح کرد: این در حالی است که هر گرم طلای ۱۸ عیار ۴ هزار تومان، هر مثقال طلا ۱۲ هزار تومان افزایش قیمت داشته است.
کشتی آرای تصریح کرد: با وجود نزدیک شدن به ایام پایانی سال، عرضه و تقاضا در بازار متعادل است.
او از مردم درخواست کرد که زمانی به خرید طلا و سکه اقدام کنند که بازار روند متعادلی داشته باشد.
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)
بازار ارز همچنان به انتخاب ثبات قیمت اسرار دارد
همانند هفته گدشته بازار ارز گزینه ثبات قیمت را برگزید به طوری که دلار و یورو در روز اول هفته به ترتیب به نرخ 13 هزار و 500 تومان و 15 هزار تومان رسیده بود که در روهای پایانی هفته شاهد افرایش اندک و ناچیزی بودیم شمت می توانید قیمت ارز های پرمتقاضی در هفته چهارم بهمن را به صورت جدول بررسی کنید
قیمت روز ارز در در هفته چهارم بهمن
شنبه 19 بهمن قیمت (تومان) |
یکشنبه 20 بهمن قیمت (تومان) |
دوشنبه 21 بهمن قیمت (تومان) |
چهار شنبه 23 بهمن قیمت (تومان) |
پنجشنبه 24 بهمن قیمت (تومان) |
دلارآمریکا |
۱۳.۵۰۰ |
۱۳.۵۰۰ |
۱۳.۵۰۰ |
۱۳.۶۰۰ |
۱۳.۷۲۰ |
یورو |
۱۵.۰۰۰ |
۱۵.۰۰۰ |
۱۵.۰۰۰ |
۱۵.۱۰۰ |
۱۵.۱۰۰ |
لیرترکیه |
۲.۲۹۶ |
۲.۳۰۰ |
۲.۳۲۰ |
۲.۳۲۰ |
۲.۳۲۰ |
پوند انگلیس |
۱۷.۸۱۰ |
۱۷.۸۲۸ |
۱۷.۹۸۳ |
۱۷.۹۸۶ |
۱۷.۹۸۶ |
درهم امارات |
۳.۷۶۰ |
۳.۷۸۶ |
۳.۸۱۹ |
۳.۸۴۹ |
۳.۸۴۹ |
یوان چین |
۱.۹۷۸ |
۱.۹۸۳ |
۲.۰۰۰ |
۲.۰۰۳ |
۲.۰۰۳ |
دلار کانادا |
۱۰.۳۴۹ |
۱۰.۳۹۲ |
۱۰.۴۸۳ |
۱۰.۴۸۳ |
۱۰.۴۸۳ |
ریال قطر |
۳.۷۷۸ |
۳.۸۰۱ |
۳.۸۳۴ |
۳.۸۳۴ |
۳.۸۳۴ |
دینار عراق |
۱۱ |
۱۱ |
۱۱ |
۱۱ |
۱۱ |
دلار استرالیا |
۹.۲۷۳ |
۹.۲۲۹ |
۹.۳۱۰ |
۹.۳۳۰ |
۹.۳۳۰ |
علی قنبری کارشناس اقتصادی گفت: با توجه به اینکه قیمت دلار و سکه تقریبا روند با ثباتی را داشته است تغییرات شدید قیمتی در روزهای پایانی سال دور از انتظار است.
او افزود: با نزدیک شدن به ایام نوروز شاید شاهد تغییرات اندکی در نرخ طلا باشیم که افزایش قیمتی آن با روند رو به رشدی صورت می گیرد البته این امری طبیعی بوده و هر سال شاهد این اتفاق در بازار ارز بوده ایم چرا که با افزایش تقاضا قیمت ارز و طلا نیز بالا میرود و این خارج از قاعده اقتصادی نخواهد بود.
قنبری در پایان تصریح کرد: به طور کل روند بازار ارز و طلا با توجه به اینکه انتظار میرود اتفاقات خاص سیاسی و اجتماعی در پیش رو نداشته باشیم روند آن غیر معقول همراه با رفتارهای هیجانی نخواهد بود.
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)
معاملات در بازار سرمایه به یک میلیون و ۴۰۰ هزار واحد نزدیک شد
همایون دارابی کارشناس بازار سرمایه گفت:هم اکنون چگونگی وضعیت بازار سرمایه به ۳ عامل بستگی دارد؛ اولین عامل، تداوم وجود نقدینگی به این بازار است که تا کنون در آن خللی وارد نشده است و نقدینگی به سهولت در حال ورود به بازار سرمایه است. مشاهده میشود که افراد حقیقی در حال خرید سهامهای جدید تری هستند به طوری که در هفته گذشته تراز اولیه معاملات در بازار سرمایه به یک میلیون و ۴۰۰ هزار واحد نزدیک شد که نشان دهنده آن است بازار در حالت رونق قرار گرفته است.
دارابی درباره دومین عامل تاثیر گذار در بازار سرمایه افزود: بعد از گذشت روزها از شیوع ویروس کرونا در چین در حال حاضر بازار جهانی روند رو به بهبودی را طی میکند به طوری که قیمت فلزات و نفت خام به نرخ اولیه خود بازگشته است.
او تصریح کرد: سومین عامل موثر در بازار سرمایه تحولات سیاسی و اقتصادی در کشور است که اگر به صورت ناگهانی رخ دهد تاثیر به سزایی خواهد داشت که در حال حاضر تحولات و اتفاقات خاص سیاسی در روز های آینده پیش رو نداریم.
دارابی بیان کرد: اگر ۳ عامل موثر در بازار سرمایه که قبلا ذکر شده است از وضعیت خوبی برخوردار باشند انتظار میرود در روزهای پایانی سال این بازار با رشد همراه باشد هرچند معمولا در اسفند شرکتهای خصوصی و دولتی ازجمله بیمه، بانکها و ... با کمبود نقدینگی مواجه میشوند که برای جبران آن اقدام به فروش سهام میکنند.
این کارشناس اظهار کرد: به طور کلی پیش بینی میشود که بازار سرمایه در روزهای پایانی سال روند متعادل همراه با رشد مثبتی خواهد داشت.
او گفت: بازار سرمایه در مقایسه با سال گذشته روند کاملا مثبتی داشته است که ۱۶۰ درصد بازدهی بازار بورس از ابتدای سال تا الان داشته ایم که برای سهام داران خبر خوبی است.
دارابی در پایان اظهار کرد: امسال در بازار سرمایه شاهد میل بیشتری برای سرمایه گذاری و ورود نقدینگی به این بازار بوده ایم چرا که رکود در بازارهای موازی سبب رشد بازار سرمایه شده است.
شما می توانید روند شاخص بورس را به صورت نموداری در تصویر زیر مشاهده کنید
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)
معامله بیش از ۱۷۰۶۵۷ میلیارد ریال اوراق بهادار در بورس تهران
در پایان معاملات هفته منتهی به ۲۳ بهمن ماه ۹۸، شاخص کل با ۱۳۱۸۵ واحد افزایش نسبت به هفته قبل، به رقم ۴۵۹۰۸۰ واحد رسید.
شاخص کل هم وزن با ۲۳۵۹ واحد افزایش معادل ۶۱ / ۱ درصد به رقم ۱۴۸۹۳۱ واحد را به نمایش گذاشت.
شاخص بازار اول با ۸۹۰۵ واحد افزایش به رقم ۳۳۰۹۵۳ واحد بالغ گردید و شاخص بازار دوم با ۲۹۸۵۴ واحد افزایش عدد ۹۱۵۹۵۱ واحد را تجربه کرد و به این ترتیب شاخص بازار اول ۷۷ / ۲ درصد افزایش و شاخص بازار دوم با ۲۶ / ۳ درصد افزایش نسبت به هفته قبل همراه شدند.
در ۴ روز کاری این هفته، ارزش کل معاملات اوراق بهادار به ۱۷۰۶۵۷ میلیارد ریال بالغ شد که نسبت به هفته قبل ۱۹ درصد کاهش یافت.
در ضمن تعداد ۲۹۰۲۰ میلیون انواع اوراق بهادار در بیش از ۳ میلیون و ۱۴۷ هزار دفعه مورد معامله قرار گرفت و به ترتیب ۶۸ / ۳۱ درصد و ۶۱ / ۲۳ درصد کاهش را نسبت به هفته گذشته تجربه کردند.
این درحالی است که تعداد ۷۹۴ میلیون واحد از صندوقهای سرمایه گذاری قابل معامله در بورس تهران به ارزش کل بیش از ۸۱۰۲ میلیارد ریال مورد معامله قرار گرفت و به ترتیب با ۳۵ / ۲۰ و ۲۲ درصد کاهش نسبت به هفته گذشته همراه شدند.
در بازار بدهی که اوراق مشارکت، گواهی سپرده و صکوک معامله میشود، تعداد ۹۰۰ هزار برگه اوراق مشارکت به ارزش کل بیش از ۹۳۱ میلیارد ریال معامله شد.
و اما چه سرنوشتی در انتظار بازار های مالی است؟
با توجه به روند بازارهای مالی در هفته چهارم بهمن و پیش بینی کارشناسان مبنی بر رشد بازار سرمایه و شرایط آرام بازار طلا و ارز باید منتظر بود ببینیم چه سرنوشتی در انتظار بازار های مالی است.
باشگاه خبرنگاران جوان