<p>Heikin Ashi (Japanese for "average bar") is a modified candlestick charting technique designed to filter out market noise and make trends easier to identify. Unlike traditional candlesticks that show raw price data for each period, Heikin Ashi uses an averaging formula that incorporates data from the previous candle to create a smoother visual representation.</p><p class="forexqa-img-container"><img src="https://prod-forexqna.s3.amazonaws.com/uploads/froala_editor/images/1771913065782.png" style="width: 473px;" class="fr-fic fr-draggable fr-dib forexqa-img"></p><p><img data-fr-image-pasted="true" 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" style="width: 466px;" class="fr-fic fr-dib fr-draggable"></p><p id="isPasted"><strong>How Heikin Ashi Works</strong></p><p>The candles are calculated using averages of OHLC values: </p><ul><li>HA-Close: Average of current period's open, high, low, close.</li><li>HA-Open: Midpoint of the previous HA candle's body.</li><li>HA-High/Low: Max/Min of current high/low, HA-Open, or HA-Close.</li></ul><p><br></p><p><strong>Key Visual Signals</strong></p><p>These candles help identify trend strength: </p><ul><li>Strong Trends: Green candles with no lower wicks (uptrend) or red candles with no upper wicks (downtrend) indicate strong momentum.</li><li>Reversals: Small-bodied candles with upper and lower wicks (Doji-like) or color changes often signal indecision or trend reversals. </li></ul><p><strong>Pros and Cons</strong></p><p><strong> Pros Cons</strong></p><table data-animation-nesting="" data-sae="" style="border: none; border-collapse: collapse; table-layout: auto; width: 652px; color: rgb(230, 232, 240); font-family: "Google Sans", Arial, sans-serif; font-size: 14px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(16, 18, 24); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;" id="isPasted"><tbody><tr data-complete="true" data-sfc-cp=""></tr><tr data-complete="true" data-sfc-cp=""><td colspan="undefined" data-complete="true" data-sfc-cp="" style="border-bottom: 0.8px solid rgb(68, 71, 70); min-width: 4em; vertical-align: top; color: rgb(230, 232, 240); font-family: "Google Sans", Arial, sans-serif; font-size: 14px; font-weight: 400; line-height: 22px; letter-spacing: 0px; padding: 12px 16px 12px 0px;">Noise Reduction: Smoothes price action for clearer trend identification.</td><td colspan="undefined" data-complete="true" data-sfc-cp="" style="border-bottom: 0.8px solid rgb(68, 71, 70); min-width: 4em; vertical-align: top; color: rgb(230, 232, 240); font-family: "Google Sans", Arial, sans-serif; font-size: 14px; font-weight: 400; line-height: 22px; letter-spacing: 0px; padding: 12px 0px;">Lagging Indicator: Signals may appear later than on standard charts.</td></tr><tr data-complete="true" data-sfc-cp=""><td colspan="undefined" data-complete="true" data-sfc-cp="" style="border-bottom: 0.8px solid rgb(68, 71, 70); min-width: 4em; vertical-align: top; color: rgb(230, 232, 240); font-family: "Google Sans", Arial, sans-serif; font-size: 14px; font-weight: 400; line-height: 22px; letter-spacing: 0px; padding: 12px 16px 12px 0px;">Psychological Calm: Reduces premature exits during trends.</td><td colspan="undefined" data-complete="true" data-sfc-cp="" style="border-bottom: 0.8px solid rgb(68, 71, 70); min-width: 4em; vertical-align: top; color: rgb(230, 232, 240); font-family: "Google Sans", Arial, sans-serif; font-size: 14px; font-weight: 400; line-height: 22px; letter-spacing: 0px; padding: 12px 0px;">Inaccurate Price: Displays averages, not the actual execution price.</td></tr><tr data-complete="true" data-sfc-cp=""><td colspan="undefined" data-complete="true" data-sfc-cp="" style="border-bottom: none; min-width: 4em; vertical-align: top; color: rgb(230, 232, 240); font-family: "Google Sans", Arial, sans-serif; font-size: 14px; font-weight: 400; line-height: 22px; letter-spacing: 0px; padding: 12px 16px 12px 0px;">Versatility: Integrates well with other technical indicators.</td><td colspan="undefined" data-complete="true" data-sfc-cp="" style="border-bottom: none; min-width: 4em; vertical-align: top; color: rgb(230, 232, 240); font-family: "Google Sans", Arial, sans-serif; font-size: 14px; font-weight: 400; line-height: 22px; letter-spacing: 0px; padding: 12px 0px;">No Price Gaps: Hides market gaps used for momentum analysis.</td></tr></tbody></table>
<p>Heikin Ashi (Japanese for "average bar") is a modified candlestick charting technique designed to filter out market noise and make trends easier to identify. Unlike traditional candlesticks that show raw price data for each period, Heikin Ashi uses an averaging formula that incorporates data from the previous candle to create a smoother visual representation.</p><p class="forexqa-img-container"><img src="https://prod-forexqna.s3.amazonaws.com/uploads/froala_editor/images/1771913065782.png" style="width: 473px;" class="fr-fic fr-draggable fr-dib forexqa-img"></p><p><img data-fr-image-pasted="true" 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" style="width: 466px;" class="fr-fic fr-dib fr-draggable"></p><p id="isPasted"><strong>How Heikin Ashi Works</strong></p><p>The candles are calculated using averages of OHLC values: </p><ul><li>HA-Close: Average of current period's open, high, low, close.</li><li>HA-Open: Midpoint of the previous HA candle's body.</li><li>HA-High/Low: Max/Min of current high/low, HA-Open, or HA-Close.</li></ul><p><br></p><p><strong>Key Visual Signals</strong></p><p>These candles help identify trend …</p>