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\" alt=\"Illustration of an upward trendline showing price movement in an uptrend.\" width=\"300\" height=\"213\" \/><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-e3b9ae6 elementor-widget elementor-widget-text-editor\" data-id=\"e3b9ae6\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p style=\"text-align: center;\"><strong>\u4e0b\u964d\u8d8b\u52bf\u7ebf<\/strong><\/p><p><img decoding=\"async\" class=\"aligncenter\" title=\"downword-trendline\" 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href=\"https:\/\/thinkmarkets.asia\/zh-hans\/markets\/metals\/gold\/\" target=\"_blank\" rel=\"noopener\">\u9ec4\u91d1<\/a>\u57282009\u5e74\u52302012\u5e74\u7684\u5468\u7ebf\u56fe\u4e3a\u793a\u4f8b\uff0c\u6765\u5177\u4f53\u8bf4\u660e\u3002<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2ae36db elementor-widget elementor-widget-image\" data-id=\"2ae36db\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"800\" height=\"408\" src=\"https:\/\/thinkmarkets.asia\/wp-content\/uploads\/2025\/08\/how-to-draw-upward-trendline.png\" class=\"attachment-large size-large wp-image-33489\" alt=\"Gold weekly chart from 2009 to 2012 showing an uptrend, with three differently colored upward trendlines demonstrating how to adjust the trendline as the trend develops.\" srcset=\"https:\/\/thinkmarkets.asia\/wp-content\/uploads\/2025\/08\/how-to-draw-upward-trendline.png 999w, https:\/\/thinkmarkets.asia\/wp-content\/uploads\/2025\/08\/how-to-draw-upward-trendline-300x153.png 300w, https:\/\/thinkmarkets.asia\/wp-content\/uploads\/2025\/08\/how-to-draw-upward-trendline-768x392.png 768w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b6c9e86 elementor-widget elementor-widget-text-editor\" data-id=\"b6c9e86\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p data-pm-slice=\"0 0 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src=\"https:\/\/thinkmarkets.asia\/wp-content\/uploads\/2025\/08\/how-to-draw-downward-trendline.png\" class=\"attachment-large size-large wp-image-33494\" alt=\"A screenshot of a chart showing a clear downtrend line.\" srcset=\"https:\/\/thinkmarkets.asia\/wp-content\/uploads\/2025\/08\/how-to-draw-downward-trendline.png 868w, https:\/\/thinkmarkets.asia\/wp-content\/uploads\/2025\/08\/how-to-draw-downward-trendline-300x170.png 300w, https:\/\/thinkmarkets.asia\/wp-content\/uploads\/2025\/08\/how-to-draw-downward-trendline-768x434.png 768w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6e82c51 elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"6e82c51\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div 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href=\"https:\/\/thinkmarkets.asia\/zh-hans\/markets\/forex\/eur-usd\/\" target=\"_blank\" rel=\"noopener\">\u6b27\u5143\/\u7f8e\u5143<\/a>\u57282022\u5e74\u65e5\u7ebf\u56fe\u4e2d\u7684\u4e0b\u964d\u8d8b\u52bf\u901a\u9053\u3002<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-25fd580 elementor-widget elementor-widget-image\" data-id=\"25fd580\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"800\" height=\"369\" src=\"https:\/\/thinkmarkets.asia\/wp-content\/uploads\/2025\/08\/trendline-channel-1024x472.png\" class=\"attachment-large size-large wp-image-33661\" alt=\"A screenshot of EURUSD daily chart in 2022, showing a downtrend channel.\" srcset=\"https:\/\/thinkmarkets.asia\/wp-content\/uploads\/2025\/08\/trendline-channel-1024x472.png 1024w, 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