این هفته قیمت طلا افزایش خواهد یافت

پیش‌بینی کیتکو درباره قیمت انس

قیمت طلا طی روزهای اخیر روند صعودی داشته و روز جمعه در پایان معاملات هفته در بازارهای جهان، قیمت‌ها به بالاترین میزان از سه هفته پیش رسید. انتشار چند خبر منفی از اقتصاد منطقه یورو و کاهش ارزش دلار دو عامل اصلی رشد قیمت طلا بوده‌اند. البته وضعیت نامشخص قبرس نیز در این زمینه موثر بوده است.

به گزارش پایگاه خبری بانکداری الکترونیک اکثر کارشناسانی که در نظرسنجی کیتکو شرکت کردند معتقدند این هفته قیمت طلا افزایش خواهد یافت. در نظرسنجی این هفته از مجموع 28 پاسخ دهنده که شامل معامله گران، تحلیلگران تکنیکال و سرمایه‌گذاران حرفه‌ای هستند، 22 نفر پیش‌بینی کردند قیمت فلز زرد افزایش خواهد یافت، 4 نفر نظری مخالف گروه نخست داشتند و 2 نفر معتقد بودند این هفته قیمت‌ها تغییر خاصی نخواهند داشت.

گروه نخست در بیان دلیل پیش‌بینی رشد قیمت طلا به وضعیت مبهم و نگران کننده قبرس اشاره کرده‌اند. هفته پیش رهبران منطقه یورو و وام دهندگان بین‌المللی تصمیم گرفتند بخشی از کمک 13 میلیارد دلاری به دولت در آستانه ورشکستگی قبرس از محل وضع مالیات بر سپرده مردم در بانک‌ها تامین شود. پارلمان قبرس با این برنامه مخالفت کرده و بانک مرکزی اروپا تا فردا (روز دوشنبه) به دولت قبرس مهلت داده است برنامه‌ای جایگزین معرفی کند.

از دید پاسخ دهندگان به نظرسنجی کیتکو، این هفته به هر شکل برنامه کمک مالی به قبرس تصویب خواهد شد و این امر به رشد ارزش یورو و قیمت طلا منجر می‌شود. البته باید دید برنامه جدید اعطاء کمک مالی به قبرس چه ویژگی‌هایی دارد. اگر به هر دلیل نگرانی در باره وضعیت قبرس و منطقه یورو از میان نرود و ارزش یورو کاهش یابد وضعیت قیمت طلا چندان مشخص نخواهد بود زیرا از یک سو این نگرانی‌ها به رشد قیمت طلا کمک می‌کنند و از سوی دیگر کاهش ارزش یورو بر قیمت طلا فشار وارد می‌کند.

از دید دو کارشناسی که معتقد بودند قیمت‌ها این هفته تغییر خاصی نخواهند داشت وجود عوامل بسیار زیاد موثر بر وضعیت قبرس و قیمت طلا سبب می‌شود نتوان پیش‌بینی دقیق درباره قیمت فلز زرد ارائه کرد. تحلیلگران تکنیکال معتقدند سطح بعدی مقاومت قیمت طلا 1625 دلار در هر اونس است و اگر قیمت ها از این سطح عبور نکنند کاهش خواهند یافت. در زیر نتیجه نظرسنجی کیتکو نشان داده شده است:

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XZ0zpWbQL8jp9QflbLrq7qmF+/advry33XVepYxR6p1O/Cvw6q6N7Mq+ul1ziNrd5MtDQ71fV2t/0fpIN/XLm9WrwsekXUE2sfYHe51tdZyHUU/m+z9Gyx7/APCWen/g04YJSFgDUGW42hug82IHh45RqUYUOL5snytpvROjMotx2YOOynIAF1bamNa/adzPUa1vu2O+h+4jYeBhYFH2fCpZj0yXFlYDQSfzjt/OWPg/WLIuY05QpxwXgvufurrbWB+mZ+sem71673MxP5dn6T/AW1rfQniOM1IAeScfM+9E1OUhdkSP6Xemlb0TpF2NTi3YdNmPjR6Fb2BwZH7u7/pfvq6AAIGgHATpJlMhlI6Ek1Z1P73zP//U9VSSSSU4PX/qd0zrTjka4ucQB9prA90CGjIq+jf/AOfv+FXD5/1Q+snS3l7KHZVY4uxCXE/1sf8ApH+ay7/jF6skopjH1NMGQYiTZo9afFx1XIqca7S3eNCy1u14+Lf0b0UdXdH80w/N3/kl6zn/ALN9L/KPoel/3Y2bf/Bfash3/jf7vd+yN3n9mlQGOH94fY1jHD++PsL52/rThoPSYe2m4/8Agjnf9SreL0v6ydYgU41z6TqLLf0NIH736TY1/wD1mq1ek9O/5vbv8l/Y93f7N6Ux/wBZWinRji/eH0C6McPWf2B5Dov+L7Ex3Nv6vYM20QRjtEUA/wAsO9+T/wBd2U/9111wAAAAgDQAJ0lYhw16W3j4K9Ckkkk5epc9R1j6vs6tl2uynMy73DHcyzTaanW4+ymG7m77K/U3P9lnrY2z+fXQrLv/AObXqH7R9i9Ta7dv9Kdv6f1d278z+mb/AP0I/wCETo8VS4e3q/u8Q/7pZPguPF39H9/hl/3PE5t3Uvq+cLHZdn33fs68WNtc1xsssq9bbW57qgyz1PSu9PZ/O7P5xab/AKu9Mdn1Z7ayy6ux1rg0+173e7fZM/Qf+kbsQ3f80vSZu/Z/pb/0c+jt37W/Q/N9T0tn/W1rqUe/rw8X6V8O39f5WGX3XTj4N4Vx78X+S+ZzcvorMpz7XXvZe5+5tjQ07WbH4/2cMtbYz0vTuv8A+u3eor2PRXj0V49Qiulja2A6na0bW6oiSZP3OGPF8v6P7GTH7XHLg+b9L9qkkklGyv8A/9k4QklNBCEAAAAAAFMAAAABAQAAAA8AQQBkAG8AYgBlACAAUABoAG8AdABvAHMAaABvAHAAAAASAEEAZABvAGIAZQAgAFAAaABvAHQAbwBzAGgAbwBwACAAQwBTAAAAAQA4QklNBAYAAAAAAAcAAgAAAAEBAP/hK+5odHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvADw/eHBhY2tldCBiZWdpbj0n77u/JyBpZD0nVzVNME1wQ2VoaUh6cmVTek5UY3prYzlkJz8+Cjx4OnhtcG1ldGEgeG1sbnM6eD0nYWRvYmU6bnM6bWV0YS8nIHg6eG1wdGs9J1hNUCB0b29sa2l0IDMuMC0yOCwgZnJhbWV3b3JrIDEuNic+CjxyZGY6UkRGIHhtbG5zOnJkZj0naHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIycgeG1sbnM6aVg9J2h0dHA6Ly9ucy5hZG9iZS5jb20vaVgvMS4wLyc+CgogPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9J3V1aWQ6ZTA0MmRjZTMtOTMyYS0xMWUyLWEzNjQtOTg1N2QwNjdjOTJmJwogIHhtbG5zOmV4aWY9J2h0dHA6Ly9ucy5hZG9iZS5jb20vZXhpZi8xLjAvJz4KICA8ZXhpZjpDb2xvclNwYWNlPjE8L2V4aWY6Q29sb3JTcGFjZT4KICA8ZXhpZjpQaXhlbFhEaW1lbnNpb24+MzYwPC9leGlmOlBpeGVsWERpbWVuc2lvbj4KICA8ZXhpZjpQaXhlbFlEaW1lbnNpb24+MjA2PC9leGlmOlBpeGVsWURpbWVuc2lvbj4KIDwvcmRmOkRlc2NyaXB0aW9uPgoKIDxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSd1dWlkOmUwNDJkY2UzLTkzMmEtMTFlMi1hMzY0LTk4NTdkMDY3YzkyZicKICB4bWxuczppbGx1c3RyYXRvcj0naHR0cDovL25zLmFkb2JlLmNvbS9pbGx1c3RyYXRvci8xLjAvJz4KICA8aWxsdXN0cmF0b3I6U3RhcnR1cFByb2ZpbGU+UHJpbnQ8L2lsbHVzdHJhdG9yOlN0YXJ0dXBQcm9maWxlPgogIDxpbGx1c3RyYXRvcjpUeXBlPkRvY3VtZW50PC9pbGx1c3RyYXRvcjpUeXBlPgogPC9yZGY6RGVzY3JpcHRpb24+CgogPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9J3V1aWQ6ZTA0MmRjZTMtOTMyYS0xMWUyLWEzNjQtOTg1N2QwNjdjOTJmJwogIHhtbG5zOnBkZj0naHR0cDovL25zLmFkb2JlLmNvbS9wZGYvMS4zLyc+CiAgPHBkZjpQcm9kdWNlcj5BZG9iZSBQREYgbGlicmFyeSA5LjkwPC9wZGY6UHJvZHVjZXI+CiA8L3JkZjpEZXNjcmlwdGlvbj4KCiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0ndXVpZDplMDQyZGNlMy05MzJhLTExZTItYTM2NC05ODU3ZDA2N2M5MmYnCiAgeG1sbnM6cGhvdG9zaG9wPSdodHRwOi8vbnMuYWRvYmUuY29tL3Bob3Rvc2hvcC8xLjAvJz4KICA8cGhvdG9zaG9wOkNvbG9yTW9kZT4zPC9waG90b3Nob3A6Q29sb3JNb2RlPgogIDxwaG90b3Nob3A6SUNDUHJvZmlsZT5zUkdCIElFQzYxOTY2LTIuMTwvcGhvdG9zaG9wOklDQ1Byb2ZpbGU+CiAgPHBob3Rvc2hvcDpIaXN0b3J5PjwvcGhvdG9zaG9wOkhpc3Rvcnk+CiA8L3JkZjpEZXNjcmlwdGlvbj4KCiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0ndXVpZDplMDQyZGNlMy05MzJhLTExZTItYTM2NC05ODU3ZDA2N2M5MmYnCiAgeG1sbnM6dGlmZj0naHR0cDovL25zLmFkb2JlLmNvbS90aWZmLzEuMC8nPgogIDx0aWZmOk9yaWVudGF0aW9uPjE8L3RpZmY6T3JpZW50YXRpb24+CiAgPHRpZmY6WFJlc29sdXRpb24+NzIvMTwvdGlmZjpYUmVzb2x1dGlvbj4KICA8dGlmZjpZUmVzb2x1dGlvbj43Mi8xPC90aWZmOllSZXNvbHV0aW9uPgogIDx0aWZmOlJlc29sdXRpb25Vbml0PjI8L3RpZmY6UmVzb2x1dGlvblVuaXQ+CiA8L3JkZjpEZXNjcmlwdGlvbj4KCiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0ndXVpZDplMDQyZGNlMy05MzJhLTExZTItYTM2NC05ODU3ZDA2N2M5MmYnCiAgeG1sbnM6eGFwPSdodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvJz4KICA8eGFwOkNyZWF0b3JUb29sPkFkb2JlIFBob3Rvc2hvcCBDUyBXaW5kb3dzPC94YXA6Q3JlYXRvclRvb2w+CiAgPHhhcDpDcmVhdGVEYXRlPjIwMTMtMDMtMjJUMTI6MDg6NTQtMDQ6MDA8L3hhcDpDcmVhdGVEYXRlPgogIDx4YXA6TW9kaWZ5RGF0ZT4yMDEzLTAzLTIzVDAwOjI4OjQ5KzAzOjMwPC94YXA6TW9kaWZ5RGF0ZT4KICA8eGFwOk1ldGFkYXRhRGF0ZT4yMDEzLTAzLTIzVDAwOjI4OjQ5KzAzOjMwPC94YXA6TWV0YWRhdGFEYXRlPgogPC9yZGY6RGVzY3JpcHRpb24+CgogPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9J3V1aWQ6ZTA0MmRjZTMtOTMyYS0xMWUyLWEzNjQtOTg1N2QwNjdjOTJmJwogIHhtbG5zOnN0UmVmPSdodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvc1R5cGUvUmVzb3VyY2VSZWYjJwogIHhtbG5zOnhhcE1NPSdodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvbW0vJz4KICA8eGFwTU06RG9jdW1lbnRJRD54bXAuZGlkOkNDNDVCNjRDMEI5M0UyMTFCMjg0Q0UwNUQ4OTMwQjkyPC94YXBNTTpEb2N1bWVudElEPgogIDx4YXBNTTpJbnN0YW5jZUlEPnhtcC5paWQ6Q0Q0NUI2NEMwQjkzRTIxMUIyODRDRTA1RDg5MzBCOTI8L3hhcE1NOkluc3RhbmNlSUQ+CiAgPHhhcE1NOk9yaWdpbmFsRG9jdW1lbnRJRD51dWlkOjk0NTI2NTBDMTU3OEUwMTFBQkE1RDYxNzA3QUQwRUMzPC94YXBNTTpPcmlnaW5hbERvY3VtZW50SUQ+CiAgPHhhcE1NOlJlbmRpdGlvbkNsYXNzPnByb29mOnBkZjwveGFwTU06UmVuZGl0aW9uQ2xhc3M+CiAgPHhhcE1NOkRlcml2ZWRGcm9tIHJkZjpwYXJzZVR5cGU9J1Jlc291cmNlJz4KICAgPHN0UmVmOmluc3RhbmNlSUQ+eG1wLmlpZDpDQzQ1QjY0QzBCOTNFMjExQjI4NENFMDVEODkzMEI5Mjwvc3RSZWY6aW5zdGFuY2VJRD4KICAgPHN0UmVmOmRvY3VtZW50SUQ+eG1wLmRpZDpDQzQ1QjY0QzBCOTNFMjExQjI4NENFMDVEODkzMEI5Mjwvc3RSZWY6ZG9jdW1lbnRJRD4KICAgPHN0UmVmOm9yaWdpbmFsRG9jdW1lbnRJRD51dWlkOjk0NTI2NTBD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