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How to set MTF stochastic indicator in MetaTrader platforms?
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Debbie Keller
Answered 4 months, 2 weeks ago
<p id="isPasted">Stochastic Multi-Timeframe indicator for MT4/MT5 can show you whether stochastic is currently in an overbought or oversold area for all timeframes.</p><p style="box-sizing: border-box; outline: none !important; margin: 20px auto 21px; max-width: 920px; padding-right: 0px; color: rgb(45, 55, 72); font-family: Inter; font-size: 16px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(245, 248, 251); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;" class="forexqa-img-container"><img src="https://prod-forexqna.s3.amazonaws.com/uploads/froala_editor/images/1743396632846.png" alt="Stochastic Is in Overbought Area" width="1590" height="845" style="box-sizing: border-box; border-style: none; height: auto; max-width: calc(-20px + 50vw); left: 431.4px; transform: translateX(-50%); outline: none !important; width: 730px;" class="fr-fil fr-dib fr-draggable forexqa-img"></p><p>At the same time, the indicator can show you the trend of the main line — whether it is higher or lower than before.</p><p style="box-sizing: border-box; outline: none !important; margin: 20px auto 21px; max-width: 920px; padding-right: 0px; color: rgb(45, 55, 72); font-family: Inter; font-size: 16px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(245, 248, 251); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;" class="forexqa-img-container"><img src="https://prod-forexqna.s3.amazonaws.com/uploads/froala_editor/images/1743396633131.png" alt="Stochastic Line Is Pointing Upwards" width="1590" height="845" style="box-sizing: border-box; border-style: none; height: auto; max-width: calc(-20px + 50vw); left: 431.4px; transform: translateX(-50%); outline: none !important; width: 730px;" class="fr-fil fr-dib fr-draggable forexqa-img"></p><p>Furthermore, you can also see if the main line crossed the signal line recently.</p><p style="box-sizing: border-box; outline: none !important; margin: 20px auto 21px; max-width: 920px; padding-right: 0px; color: rgb(45, 55, 72); font-family: Inter; font-size: 16px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(245, 248, 251); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;" class="forexqa-img-container"><img src="https://prod-forexqna.s3.amazonaws.com/uploads/froala_editor/images/1743396632809.png" alt="Stochastic Main Line Is Above Signal Line" width="1590" height="845" style="box-sizing: border-box; border-style: none; height: auto; max-width: calc(-20px + 50vw); left: 431.4px; transform: translateX(-50%); outline: none !important; width: 730px;" class="fr-fil fr-dib fr-draggable forexqa-img"></p><p>The indicator includes the following features:</p><ul style="box-sizing: border-box; outline: none !important; list-style: none; margin: 0px auto 40px; padding: 0px; max-width: 920px; color: rgb(45, 55, 72); font-family: Inter; font-size: 16px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(245, 248, 251); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;"><li style="box-sizing: border-box; outline: none !important; margin-bottom: 20px; padding-left: 24px; position: relative;">Alert when all the timeframes are in the same area (overbought/oversold).</li><li style="box-sizing: border-box; outline: none !important; margin-bottom: 20px; padding-left: 24px; position: relative;">Notification if there is a change in the status, going overbought, oversold, or back to the range.</li><li style="box-sizing: border-box; outline: none !important; margin-bottom: 20px; padding-left: 24px; position: relative;">Selection of the timeframes — you can decide to include or ignore specific timeframes.</li><li style="box-sizing: border-box; outline: none !important; margin-bottom: 0px; padding-left: 24px; position: relative;">Notifications to mobile, email, and on screen.</li></ul><p>Once you run the indicator, you can set Stochastic parameters, select timeframes, and configure alerts via its input parameters.</p><p style="box-sizing: border-box; outline: none !important; margin: 20px auto 21px; max-width: 920px; padding-right: 0px; color: rgb(45, 55, 72); font-family: Inter; font-size: 16px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(245, 248, 251); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;"><img data-fr-image-pasted="true" 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" alt="MetaTrader Stochastic Multi-Timeframe Indicator - Input Parameters" width="457" height="708" style="box-sizing: border-box; border-style: none; height: auto; max-width: calc(-20px + 50vw); left: 431.4px; transform: translateX(-50%); outline: none !important;" class="fr-fil fr-dib fr-draggable"></p><p><br></p><p style="box-sizing: border-box; outline: none !important; margin: 20px auto 21px; max-width: 920px; padding-right: 0px; color: rgb(45, 55, 72); font-family: Inter; font-size: 16px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(245, 248, 251); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;"><br></p>
<p id="isPasted">Stochastic Multi-Timeframe indicator for MT4/MT5 can show you whether stochastic is currently in an overbought or oversold area for all timeframes.</p><p style="box-sizing: border-box; outline: none !important; margin: 20px auto 21px; max-width: 920px; padding-right: 0px; color: rgb(45, 55, 72); font-family: Inter; font-size: 16px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(245, 248, 251); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;" class="forexqa-img-container"><img src="https://prod-forexqna.s3.amazonaws.com/uploads/froala_editor/images/1743396632846.png" alt="Stochastic Is in Overbought Area" width="1590" height="845" style="box-sizing: border-box; border-style: none; height: auto; max-width: calc(-20px + 50vw); left: 431.4px; transform: translateX(-50%); outline: none !important; width: 730px;" class="fr-fil fr-dib fr-draggable forexqa-img"></p><p>At the same time, the indicator can show you the trend of the main line — whether it is higher or lower than before.</p><p style="box-sizing: border-box; outline: none !important; margin: 20px auto 21px; max-width: 920px; padding-right: 0px; color: rgb(45, 55, 72); font-family: Inter; font-size: 16px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(245, 248, 251); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;" class="forexqa-img-container"><img src="https://prod-forexqna.s3.amazonaws.com/uploads/froala_editor/images/1743396633131.png" alt="Stochastic Line Is Pointing Upwards" width="1590" height="845" style="box-sizing: border-box; border-style: none; height: auto; max-width: calc(-20px + 50vw); left: 431.4px; transform: translateX(-50%); outline: none !important; width: 730px;" class="fr-fil fr-dib fr-draggable forexqa-img"></p><p>Furthermore, you can also see if the main line crossed the signal line recently.</p><p style="box-sizing: border-box; outline: none !important; margin: 20px auto 21px; max-width: 920px; padding-right: 0px; color: rgb(45, 55, 72); font-family: Inter; font-size: 16px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(245, 248, 251); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;" class="forexqa-img-container"><img src="https://prod-forexqna.s3.amazonaws.com/uploads/froala_editor/images/1743396632809.png" alt="Stochastic Main Line Is Above Signal Line" width="1590" height="845" style="box-sizing: border-box; border-style: none; height: auto; max-width: calc(-20px + 50vw); left: 431.4px; transform: translateX(-50%); outline: none !important; width: 730px;" class="fr-fil fr-dib fr-draggable forexqa-img"></p><p>The indicator includes the following features:</p><ul style="box-sizing: border-box; outline: none !important; list-style: none; margin: 0px auto 40px; padding: 0px; max-width: 920px; color: rgb(45, 55, 72); font-family: Inter; font-size: 16px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; background-color: rgb(245, 248, 251); text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial;"><li style="box-sizing: border-box; outline: none !important; margin-bottom: 20px; padding-left: 24px; position: relative;">Alert when all the timeframes are in the same area (overbought/oversold).</li><li style="box-sizing: border-box; outline: none !important; margin-bottom: 20px; padding-left: 24px; position: relative;">Notification if there is a change in the status, going overbought, oversold, or back to the range.</li><li style="box-sizing: border-box; outline: none !important; margin-bottom: 20px; padding-left: 24px; position: relative;">Selection of the timeframes — you can decide to …</li></ul>
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