{"id":1822,"date":"2024-07-09T10:25:05","date_gmt":"2024-07-09T10:25:05","guid":{"rendered":"https:\/\/repurater.com\/?p=1822"},"modified":"2024-12-30T21:43:16","modified_gmt":"2024-12-30T21:43:16","slug":"forex-chart-patterns-how-to-recognize-and-profit","status":"publish","type":"post","link":"https:\/\/repurater.com\/?p=1822","title":{"rendered":"Forex Chart Patterns: How to Recognize and Profit"},"content":{"rendered":"<p><img decoding=\"async\" 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\" width=\"608px\" alt=\"popular forex chart patterns\"\/><\/p>\n<p><p>Rectangle trading chart pattern is a universal trading pattern that may predict both a reverse and a continuation of an actual tendency. It looks like a sideways channel formed by horizontal support and resistance level, where the price is consolidating. It is recommended to trade in the direction the formation is broken \u2013 if the price fixes above the resistance line, buy; if it fixes below the support line, sell. The target of the figure is the chart pattern\u2019s height (H) in pips. Wedge chart pattern is a reversal trading pattern, which is formed at highs and lows between two convergent lines, support and resistance. The chart pattern has some similar features of Triangle with the key distinction being skew angle (of both lines forming it) in the same direction.<\/p>\n<\/p>\n<p><h2>Three Inside Down Candlestick Chart Patterns<\/h2>\n<\/p>\n<p><p>There is no one \u2018best\u2019 chart pattern, because they are all used to highlight different trends in a huge variety of markets. Often, chart patterns are used in candlestick trading, which makes it slightly easier to see the previous opens and closes of the market. A chart pattern is a shape within a price chart that helps to suggest what prices might do next, based on what they have done in the past. Chart patterns are the basis of technical analysis and require a trader to know exactly what they are looking at, as well as what they are looking for. The idea behind chart patterns is that statistically, prices make structures, and those structures anticipate reactions.<\/p>\n<\/p>\n<p><p>Imagine ascending a mountain and reaching the peak twice, this is the double top chart pattern. The pattern occurs when the price tries to break out of a resistance level only to experience a strong sell-off resulting in lower prices. However, buyers continue to enter the market at the neckline and try to push the price higher. Nevertheless, they experience strong opposition at the top resistance level, resulting in the price edging lower.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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45idNKB\/Ne4TY8kuN+hhzd5nczNrVtuzwutCgNci3E\/ZuePDzzvyhsEu6cNbJsCxpw1GqqYbZGIlljibE4Ol+rzDKHULsE8qQFJFs8TsWRmGhnAe7OHl4DD6PK8t1PlzpUXYWQRiQxvEZ0Dy05T7jwQESLZHYz24N+JkzMyva0McwjMHAnMCeWnRa1AEREAREQBERAEREAREQBERAEREAREQBERAEREAXTbD7UNwuFbhyx5Be8vLTRyuZXdPEOB1tcyiA6jZ\/aOGIwBwlyRQuicA1p3gMmaiCdBXQ3f54t7TRtiLI43sO5mjbTvV3koeNeOg0XMogO62dtpuKdLru9YXF2\/bE8ljcpJJ0czQk8x01XObVxUEm0cRI4OkidI4jI4NJ10NkHTyWoRAbTae048RiIpN24NY1jX5nhz35eZdQskUPJb0duXbyyx2X6TvOIvdV6nz1XHIgOkd2ii+h7ljZI3NjfE0NbGWua916ucC4acQOJF2FLiO1uZ+IeN6DKYMve1aIvWHHmbPmuWUsWGkeLYxzgPZaT+iBujrYO18Ie55ZOzLO+ZjY3ACTNyk\/xF6Kthu1jGwta6KQObE+LLHJlip1nNkr1hfVc6cDMBZikAHE5CoFxNM4mn0Cs7QPpTfQcyfsjmQFWVjH\/AFp48Bxv2R7Wq6dNrsfbcccAgnZIWsl30ckTgHMfVcHAghTbR7VOmbiQ1rojM5mXK6srWA6GuN3a02C2fLiM26aHZau3NHH3kKSLZE72uc1gIaSD326EceaA2+P7V76CRgie2SVkYc7enIwxkEFjK0uuv+eR7XE4jDzboAR26VrTW8kc3I5\/S6qrHXqtI\/Zcwh3xYN3QN5m8Ca4Xazl2LiGFgcwDO7K3vtNnyOiA3MHaSFuJzlsrohDuwwthAcM2YtLWsADb4VqON60o8J2oDBAwskyRxyRuyv1aHuJBYTwc0UAT0WrOxcSJBHu++QXAZ28B43S8j2LiXPfG2O3MrMMzdLFjW0Btcb2mDmSMiErbhZEyRz7fTZM5LiOuooK0O18ZfM4xyNzTb6MtEZIdkDat7SBw4gXqVoI9i4lzXOERLWkgnMOXHmsH7LnbDvzH6Ogc1jgdBpdoCzsPakeHkmMzHPZNC6JwYQ0jMQbGlDgr7e07DI5r8P8A+0dC2DdB+rWtNg5ubgbK1UuxcSwsDoiM7srdRqTy4odi4kSCMxHOQXAWOA80Bspds4Q7mBsMzcJE4vNPG8c8j1jpWnQLDavaIYmLEMMZaZsQJQb0ADcteJWmxOGfC8xyNyuHEe8WokBPBWSXT7Irhp3m9dfkrvZ7aowcz5acSYnMbl4gkaHyVKA9yXWraNLGvfb8\/JQIDptl9q92ypxM94nE2aOTJnNAEP01FD9kk7TRuiczdvBdDPHxHGWUSDyA0XNtYXcAT7gstw\/2HfIrlokoyfKR1ju2TN9vGsla04rfOAI1bu2sy+PBXNn7Tj+iCR72sazDyxhrZwASboGGr3h+Wl2uDRdImy2NjocPI2V7JnSMcC0xyBlVyPdN3w5aKTZu1Y4MXLiBFWZsm7Y2qYXggeQBpalEB1GJ7Xb6J0crC4GBjK0oytcHF5HQ0L9ysSdr4\/pMczRNlEplfHljAB3ZZQcBmdx4kjTkuPRAdJhe0+WGKN+9dlimZJ3vXdK4kE3x462p8R2rjdA4NZIZHsjYYnkGFmQg21vHWuHK1yiIDpNt9pWYmCSNrJgZJBKd5LmDSAQWtFCmrm0RAEREAREQBERAEREAREQBERAEREAREQBERAEREARFPg8K6aVsbSA53C+HC1xulbONpK2QIt7\/AOlMR7cXzd\/9Vr8Tsx8cxhJaXAXYJrhfRVxzY5fKyGLLDLLbjdsplugPUrxXzs5+UC26E8\/cqUrC1xaeIU4yT6GvLgnj5kqMUWbmU1p62sFIpaoLr+x\/8O\/+Z\/dC5Bdf2P8A4d\/8z+6Fk1v5LMOv\/IfsbnGfUyfA79Cvm6+kYz6mT4HfoV84a0kgAWToAOao7O+WRn7M+WR4rO0BUpvTQcq+yOVlXdr4mPI2BrGtfE7UsFNJrvDqaNCzd1dqjjgN6aFaDTT2R7Oi9CLtWenGW5WV0RFIkEREAREQFlxBDWu07oo9D\/gq7mkGjoQpJ\/s\/CF63vivtDh4jp71FcF0vxOvEhREUikIiICxhz6Ob4RzPtt+fmq6sYf6ubj6o6+23pp8\/1UUJaHDOHObzDXZSfcSDXyQF7ZH2\/L91siqeCdEXO3THsFCw94eb15hrVcKxZfnPqOz\/AOmj7\/3OcRW2SYbKQ6KYu1ykTNAHSxuzfzF+Cxe+Dd0I5RJQ7xlBbfPu5L\/7vmtp8uVkVySTC23LDMBfeuZpsdAd2KPjqhkwucHczZK1bvm3fXNu6rwrzQFRrSTQBJ6BeLsdm7Bg9HO0yiwHhpcDVi6Jyi\/yVLa2xcPhYd4d88k5QM7RRIJv1DfDgs0dVjlPYupkjrMcp7F1ObRbSPZ0bmNNusgHiK+VKHH4RkbQW5tTWpB\/ZWrJFuj1p6LNCG9rgooiKwyBERAEREAREQBERAEREAREQBERAEREAREQBERAFsuz38ZF7z\/SVrVsuz38ZF7z\/SVXl+SX0ZXm\/Ll9Gd4uN7QzGPHOcAD3Rx9y7JcR2p\/jHfC39F5OgV5H9Dx+y5OObcutEJ2k7KDlbqSOfgq8Me\/kNnLevBV82lcllDM5htpo8F6+yl+E+nepeSS713FGxds2wBn4eH+a1sjcriOhpW342QNac2pvkF5goBKXl93x08bUIuUU3IuyxxZpRhgjT9fp9WQT\/Z+ELqux\/wDDv\/mf3QtS\/Z7D7Wgritt2P\/h3\/wAz+6Fm1U1LC69Dy+2dNPDi\/H4m5xn1MnwO\/QrhcD6JjsQeI7sXx1x\/5Rr7y1d5iWF0b2jiWkDzC+f7QmaXBjDccYyt8ervM2fdQ5KrQcxkjy+zuYyRVVjHm5Treg1sH7I6ClXVnaB9K6+g5k\/ZHMgL1D1ysiIgCIiAIiICWf7PwhRAqWf7PwhRLiJz+YmeM4zD1h6w6+KhWTHEGxxU2IjaGhzSNTwB4J0O1vTl5dSuiIulZYw49HN8I5fjb46fmq6ngAyS6fZFcNO83rr8lAgNjsj7fl+62RWt2R9vy\/dbIrFl+c+o7P8A6aPv\/c5xFNDhZJBbI3vA0trSf0VjGbMljcajkLQAc2Q16oJ+Wq17ldWfK7o3Vkuz9jTSPic6JxicQSfw3\/gq+J2ZPE3NJGWturK7DZOOh3ELN6zNkaMuYXdVVdVR7TY2KTDZWSMcc40a4E8+ixR1OR5drjwefHVZXl2OPHuWNk7Yw+6hiz9\/K1tZTxArjVLX9otrQTwBkT8zs4NZSNKPUeK0WBnEUzHkEhps0q6sjpIRyb+S2OihHJvV+Zv8P9Wz4R+ir7TZcfiDasYf6tnwj9FX2k\/K1pHJ37KMPnPttRXwrvyRqEWczKOnA6j3LBbT5dqnQREQ4EREAREQBERAEREAREQBERAEREAREQBERAFuOzeKcMRHGAzK4kkmNhd6p4PIzDyK06vbEmbHio3vOVoJs+RUMiuD+hXlVwkvRn0Bcf2mxbm4rKBHTcrhcTCbrmSLcPA2PBdB\/beF++b8j\/guU7Q4hkuJc+Nwc2hqPcvM0OOUclteB5PZ+Occrck1wQO2nIXh+WGwCB\/7eKterctH3kI3acge5+WG3Vd4eIjTo0toeQ1VNF6x7Rcj2lI0OAEJDiSc0Ebqvpbe6PAUAsW7RkDAwZAAKsRsDvNwFnzKqolHVJp2mXHbUmNWW6G9GNHzoajwUzNvYlvqOjZ4MhjaPMBtE+K1qKLjF8UJt5FU+frybT\/1Fi7NyNNiiDGwj5FtKmcY8seyo6e7MfRMsHjo7LbR4AgKuiKKj0RCMYx+VUFYx\/1p48Bxv2R7WqrqztAVKb6DlX2RysqRIrIiIAiIgCIrm5g+9Py\/yXG6LMeNz6Ne7SIJ\/s\/CFErz44DXpDoK4H\/BVsQ1gPcdmFdFGMr4LMuJx\/Fa9mmRIiKZnCIiAngPcl1rujSxr32\/60UCsYc+jm+Acz7bfDXzVdAbHZH2\/L91sSVzqKmeLc7s9PT9o9zjWPbfv\/wdh2P\/AIZ\/8w\/0tW22j\/Dzfy3\/ANJXzlT42cSSF4BApo18Ggfss09Huyb7Pm8mh35d+4k2WQMTCSaG8b+qqIi3VzZ6Fc2ERF06b\/D\/AFbPhH6Krtb1G\/F+y8i2iwNaCHaADgocdi2yNAbehvVZYQkp3R9BqNTilpnFS5pEUURez4bN+H+v3VZeg0vFpR4UpJpcBERdIBERAEREAREQBERAEREAREQBERAEREAREQBERAFPgcNvpmR3lzGrq68lArmyZmx4mN7zTWusmrr5KMr2uiM21F0XcTsHI6MNmD2vl3ROWsrrrhz5qIbH7+JZvPqGl15fWoX10W0x214CGneb9zZg9lMy5GhwNWavQEeaxxGMwzBiZWTbx2IYWhgaRlsUbKyxyZa5X7ev8GOOTNStP9PX6eRTj7PF2R7ZmmFzC4yEVlriCL\/fkei07wATRsXoaqx7ltMPjWDZ8sJf33PBa2jwtvPhyK1Kvx7re40Yt9vcERFaXBERAFYxwG9NCtBpp7I9nRV1YxxuU63oNbB+yOgAQFdERAEREBLBAXk0QABZJ5LNmFLi4BzabxN6L3BOomnhunMaFWmzxh0lFoBA5aE68lXKTT4N2HFilFOXr4+jKTsOQ0usEB2XRYyQlrWuNU7grdscxzS9o793WnyWEmR0TBnALQdK4opMjLDCnXl5rrfP7FNERWGMIiICxh\/q5uPqjr7bemnz\/VV1Yw49HN8I5fjb46fmq6AIiIApIIi92UKNTYR1PvMGeJH5Lj6E8aTmlLoZNwpLsrXNOl3ei8OGNOIc0htWQequCeMSA228pBIGhKwDmHeNL2jNlogUNPBV7pG54MXg\/Px9OP3KZhOTPpV0o1eAYYshkApxN0dQqKnF2ZMsFGq8giIpFIREQBERAEREAREQBERAEREAREQBERAEREAREQBERASsiaRZkY09CHXwPQV\/+rIwN19Mw14P10v2fLyUCv7N2NicWHHDxGQNoOojS\/eUBXMDfvo\/k\/qPw+fkm4b99Hx6P61fq+fu8dFArOPwMmHeGSABxaHaG9HCwgMRA376McOT\/H8P+rC83LaHpWe6naaX7Pl7\/DVQogJjA3X0rNPB+ugPs+XkvTA376P5P6j8Pn5LLDbPmlIEcZNhzgeAIaLdROhpVkBP9Hb99Hx6O617Pn7vHRBh2\/fRjhyd4\/h\/1YUClGFkMZlEb92DRflOUHpm4WgMtw2h6WP3d7TS\/Z8vf4aocO3X0senxa6A+z5eSgRAWDhm\/fR\/93UD2fPyVjHQAykmWMHu8S49BxLfP3LXqxj\/AK08eA437I9rVABhmn\/jR8va8fw+H5heDDih6WP\/ALtNL6eXvWOGwskzssUb5HVeVjS417gsZ4XxuLJGuY8cWuBBHkUBIcMNfSxmvi10B6eXkvThRf10fPm7qB08\/IqupMPA+V4ZG1z3u0DWiyfJASfRR97Hxrifarp5+5BhR97Hy5nnfh4fmFhhsM+WRsUbS57jQb1Pmo3NIJB4g0UBMMMKB3sevKzppfTy969OGGvpY9PE66A9PLyK9xGz54mh0sMsbTwc9haD7iQsMPhZJc+RubdsL3eDRQJ\/MIDM4UX9bFz5nkQOnjfkV59FH3sfGuJ9qunn7lXRAWRhAT9bFy5nnfh4fmF4MMKB3sevidNL6eXvVdEBeiwwDJvSRmm6a+LTpY8a08VEcJrW9i5\/aPIgdPH8isYD3Jdato0sa99v+tFAgLP0T\/5YuNesfarp5+5BhL\/4sXL7XW\/Dw\/MKuxpcQGgkk0AOJKmxWBmhoTRSRXwzsLb91hAejC6A7yPX8X4b6eXvQ4Sr9JHp+LjoD08a8isYsJI+OSRrSWRVnPs5jQ\/NQoCycJr9bFz+10IHTx\/Ip9E\/+SLjXrfir\/P3KsiAsjB3\/wASLl9rrf8Ah+YXgwugO8j1\/F+G\/wDL3qObDvZlL2ObnbmbYq29R4KNAWDhKv0ken4uOgOnzryK9OD1reRc\/t9CB+\/5FVwL0HFeEUgLP0T\/AOSLjXr\/AIq\/z9yjlgyi8zDw0Dr43\/h+YUSIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgC6XsztDDx4XExTvia6RzC0Sxve01d6MXNIgOlhxWC\/s\/dOMP0sxmpdwaaCQchNayVffrThfNW8btrBSiQSBkjWtw+So6e7KQJBnoH1bGprouf2fszfQYmXPl3DQ6qvNZrjeinPZfH2B9GfZJHLiBfXT90B0Mm1NmGSMu3D2\/Scxy4XLlh3bgGnu96jlVXAS4KF+Hjc\/DPLIniWbKazOfYLSYzme1vDMK5LQt2FizCZhA\/dhuYurkDRNcdOfRe4bY8zpWtfG9rbjzmvVbI4AHztAdANsYIxQQvMb2R\/SNXQ6i73ZoNoXd6cwOFLGbGYD6NQ3GTdMDIxEd62UEZnOfWo43qb\/AF0uM2JIyWbK1xgjnMWfSzT8ugsZjw4deS9f2exDpJxBDLIyJ5bZbR01qr1NchqgL3aDaGEmhlbC2IOGJuLJFk9FkN65R9qtDr5KzhsbhDs0QPnDTuncAd5vC4uyeoRuiRGbBux46aH+xcTuN\/uXbrLmzfhur\/1wVBAEREAVnaAqU+4cq+yOVlVlYxwG9NCtBpp7I6aIDb9jcTHFinmV7GNdC9oL3ZQSaoZhqPJbyWbAzYuRz3xSSbiMNDnjdhwNOAe8AO7uU26+J8uERAdpgP7LDngjDhv0jviVz3VHpl3ZAFi74+elLDB4jAslwTQ2ANdmM0tkObTnZRYPd0rx4LjkQHa7Gdg4osFIXwRytlaXnM1znA5rs3bABWhFcFpdvy4eSHDyRNiZKTIJGx3wDhkJBJ1IvXmtIiA7faW1MFPj4GS06FrQTJvHOYXbugC0GgA6rrz5rODEbPY453QNz4aVs\/0YmiTKyg3Nzq\/zpcKiA7TBx4AYjE5hhXd5m5GcNj3Wt6u+3wu9ei82bHs3d6\/Rt3nl328e7eNZZ3e65nStasrjEQHUiDAjDifNAawYbuy45ziM3HJxqufBUe2OMjn2hK+LIWaAOYbzaDW748tOi0iICxhz6Ob4RzPtt8NfNV1Yw\/1c3H1R19tvTT5\/qq6As7NeG4mFziABI0knkMwXX7Wkws2Pzyvw78PleXn6Q55q9Mrfsv4U1unFcOiA7B+LwuHZjtyMO+N7ITDGSSHgPvvC7zDiR+ynji2Y2WUNOGLfpAzb1zq3NA+jLeJzZv30XO4\/s\/iIsRJAyN8xjygujY4i3NDhy6foqn9m4i2jcS24ZmjI7UDmNNR4oDpG4TZ5j3uaDK1uIDmmSnF2c7qm3Z0qq81a2fLg8PLgng4dhEb2yDMHG9165e13M93KQDqaHCuOlwUzC4PikaWVmDmkZb4XfC1cOxZBhRNT94Z9zuchzXkDr68+FIDewfQn5HD6OZhhGFjJpDug\/eOzgku0IbVAlZuOzY5Tkbh3tOLjYcxJDYyzvluotoddE6fkuafs17YiXB7ZRKI90Y3A6tvjVX+Hio3bMxAfuzBKJKzZDG7NXWquvFAbbYboYtpSPD2hke93QMmUP0LWt3h9WwfW8FD2t3ZxjnxzNmD2hxLa7psty3ZsgAa3rx5rUzwPjcWSMcx44tcCCPIqNAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAX8BtMwwYiIMDt+0NJv1aN+a2sva1zpd5uW\/wAS3EVm5tZky8PO1zaIDq8T2kZHBhzEyN0+6e3OS64i97rFcDodLVc9qvRADDgSERNe\/OacInBzabWhNC1ziIDoXdp7jmbuLMsxltz7DSX5tG1oeVg+Smb2v7+d+Ga9zZXSw+kIyOdxsAd4fJcwiA3h7SvLMpjBJwzsOTfHM\/MXVX5LRrf4Ds1voWS77LmF1kuta42sNp9nfo8Lpd7mqtMtcTXG1R8Rj3bb5M\/xOJy2Xz0NGiLZN2cz6I6YyEvqw0Ch6zQdTxqx4eJ1Vzkl1LpSUeprVYx5uU63oNbB+yOgpV1Z2gblN9BzJ+yOoC6SKyIiAIiICfBYV08rY2UHOur4aC1tv\/SmI9qL5n\/6qr2c\/jYv+b+kru15+r1M8UkonmazVZMM1GPkfPMRs6SOZ0JovaATR01APP3rz+z5eg+YW22l\/vKT4R\/Q1Zq3vpUn5pH03ZujhqcCyTbt+Rzz2FpIPELFTYv61\/xFQrUuUefNbZNIIiLpAsYcejm+Ecvxt8dPzVdTwAZJdPsjpp3m9dfkoEAREQHVS9rwZ5ZWxOaJJ4Zaz8ogAW8NbpWdm9pWSOeZLbu4sS4ZpaLjIQ4NDuTtK0XGIgOmk7Swyh8UsUogdCyK2yAyejfnBLiKNnl8lJL2ta+XPkkj\/wDcmYOY5pIG6EYHeBBOl6+7xXKqeCEOZK43bGgj\/ra39ylnG6Oii7VxRSXDhg1gxImDLAFboxkaDQmy7TgvJO1EbWiOJkzmtglja+WQF+aWjZIHAUuXRDpsNtbS+lStkyltRsYbN2Wtq78Vr0RAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAd9sH+Dh+H9you038HJ72\/1BS7B\/g4fh\/cqLtN\/Bye9v8AUF4Uf6n3\/wAnzsf6r\/6\/ycbg8MZXht5Rxc7k1o1JXuNxAkfbRlY0ZWN6NHDz4k+JKnxHoIt1\/wASSnSeA4tb\/ePl0VBe2uXZ765dhWMf9aePAcb9ke1qq6s7QFSm+g5V9kcrKkTKyKSAMLgJHOazmWtDj8iR+qsCPC5yDNNkrR25bZPTLvNB42gKayEZLS6u6CAT4m6\/QrZ7JgwzsQ0F8jvSU1pibTh+Lv8Ad91OXYDZ8FEbmOibIyDiLrl4n5rLn1KwtJoyajVxwNJo43s5\/Gxf839JXdrmNqOgwmMjkYC1wAtjYxlo5gTeYa+Feand2pizNAzlpvMTEAR0pu8N\/MV4rLqMU87jOC4ox6nDPUuOSC4oo7S\/3lJ8I\/oas1XkxMc+LfKxzzbRQcwN4Cj9o9B\/krCtlFxST8kfb9ixcdKovw\/hGixf1r\/iKwILHeIWzdgI5A9wkeJMx7u7GW79rNdcOSYjZ0eXOZX3pmG7FAc6ObU+FDyWtTjwrPMnpcr3TUfH+TWztp1jgdQo1flZhy0Bksrg2yS6JoI6UBIbF8dRV81QU0ZJ9b8yeA9yXWu6NLGvfb8\/JRxBpcM5IbepaLIHgCRfzClw59HN8I5n22\/PzVddIlwx4XOAJpslau3LbB6Zd5qPG1lh8Phnylm+mDSQGO3LSSTxsbzTXoT5Kip8D9dF8bf1C4zj6E5w+HaXtfNKHNc4ANhaQa4EkyCr9xrxWLIsOWtqSUyGrYYgG8de\/nv\/ALVFjvrpfjd+pWMEZztNGrHLxS+CeNbmixLHhQW5ZZzr37iaKHh6Q2fDRWsMzC1NlfMY90MxMbQ4HeMqhno\/MKhA3LKwvHcDxmsaVeq6+PHYAteWiKgAXei5ZgNe7rrSozZXCqi39DLqcssdLa2csxuEzvzPnyaZCI22etjNQ\/NIo8MWuLnTWCaprfV+zz43VhWO0E+HfIw4fLlDdcrMut+4LWx+q\/3D9QrYy3RTqi\/DLerarqWHjDbnQzb6hoWtyXz1u6WWIGE7u7M\/HvZg3hXKjxulRRTOhERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBWJsOGxRPBNvzWPcaWezNnPxMhYwtBDc3evqByHit5N2bmdDEwPjtma9TzN9FTPNCDqTKMmfHBpSdHMJSkxEJjkcw0Sxxaa4WDSS8GfD+5VtmhcqyNeuaWmiCCOIK2Wzthy4mMyMcwAOy94m7AB5DxV7a+wZS+afNHl1dVm6AvoqnnxqW1vkzvUY1La3yb3YP8HD8P7le7bkazDPc9uYNIIbyJsVfhdWtRsXbzGshw5Y7NYbelau\/wA1BtftBHPA6JsbgSRqSORtectPk7\/dXFnlrS5PiNzXF3+5oJHlzi5xtzjZPUlYoi9c9sKxjq3poVoNNPZHs6KurGONynW9BrYP2R0ACAroi9pAXdi\/xcPxhfQF892S8MxMTnEAB4JJ5LuBtKCi7fR0CATmHE3X6H5LytfCUpKkeP2jCUpqkcv2t\/ih\/LH6laNbftNOyTEhzHBwyAWDfMrULfgVY4p+R6OnTWKKfkZxSuYbaaKm\/tCX2vyCrIrXFPqjXHNkgqjJr3Nxs1xcxxPEuN\/kpsV9U\/4SqWAxTGMIcaN9CpcRjY3McA7UjoVllB7+h7+LUY\/hqcldPxNZC6na8OB9xXj2ZSQeSxVidzC0Furud9B\/r8lq8TwEri\/QYf6ubj6o6+23pp8\/1VdWMOPRzeDRy\/G3x0\/NV10rC6rYTcHuIt5ut9Z4nvXmNfsuVUuFeGyMceAcCfIqrLj3xq6+hTmx95Gra+h0u3W4PcS7vdb6xwOt5hf7rncPiXgtaHGrArzWGKeHSvcOBcSPMrGJ1OaTyIXMeLZGm7+pZpYywcKTM5cS9wILiQpcH9ViP5Y\/8jFVK8VtcE5tzfLMoxbgD1W6GCjFjLx8StND67feF0CoztqqPZ7LxwmpbkmafaMLWOAaKFKotjtVmoPQUVrlbjdxR5+sgoZ5JKkERFMyhERAEREAREQBERAEREAREQBERAEREAREQBERAERT4XENjvNDHLfDOXivdkcPzQDB42SBxdE7K4iiaB048\/cFt8RtzEiCFwk7zs2Y5W60dOS1keMjaHXhoXWSQSZO6DyFPGg8bPiV6\/Hh0LYjBF3RTX2\/MLNk+vl\/JVyxxk7aRVPFCTtpMibI173OlLiXGyRWpJsqZ+4pt7zhpw6lYyYyN2WsLC2iCaMneHQ286Hwo+KyfjI87XfR4iAD3Lky\/wBd6cePM+FScTZjyKMWqRtNhbbhw0JY8PJzl3dAOhAHMjor+1tvQ5JoKkz5XN4CrIrqubbjIw9zvosJBqmky02unpL18SVNisfEZZSIIpA5xIc8yAgHlTXgfMLPLSwc97PNlpMcsm99epX2X\/Ew\/wA1v9QVZ3Eq3Fj2sa3Lh4g9pBElyZrBu6z5fySXGRuy1hYW04E0ZO8Oht50PhR8VprmzVXNlNFcdjYy8O+iwgAEFly0fE+kvTwKgxEoe7M2NsY9lhdX\/cSfzXTpErO0DcpvoOZP2RzICrKxj\/rTx4Djfsj2tUB7sz+Jh\/mN\/qC+i2vnWzP4mH+Y3+oL6KvK7R6xPG7T+aJyHbH+Ij\/lD+py07JgIXs1tzmuHTQO\/wAQtx2w\/iGfyx\/U5aBbdNziiehpVeGIREWg0hERAEREAREQE8FZJdPsiuHtN66\/JQKeA9yXWu6NLGvfb8\/JQIAiIgCIiAIiIDOH12+8LoFz8Prt94XQLNn8D3eyPln7Gu2i+pG3wLaPuta+RmUkHkru1vXb8P7qtWdor1m6e8K3H8qMGs\/FmmiFEIRWGEIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIpcNh3SyNjb6zjQtG6DdckSLY4jYk8bmNc0ekcGNIcCMxNV4KMbLlzTNoXC0ufryHTqoKcXzZBZINWmUkWyGw5zIxgaDnbma4OGWut+Y+YWve2iRYNGrHBdUk+jOxnGXRmKIikSCIiAKztAVKeWg5V9kcrKrKxjgN6aFaDTT2R7OiA92Z\/Ew\/zG\/1BfRaXzFTRYgtZI2rzgAnpRBWTU6bvmndUYtVpe\/ad1Rue2P8RH\/KH9TloERX4obIKPkacWPu4KHkEUkMDnk1y4k8lm3CPJcBXd46hT3JGiOKckml1IEUj4HNFnhdea8kiLQ0n7QsJaIuEl1RgiIukQiIgLGHPo5vhHM+235+arqxh\/q5uPqjr7bemnz\/AFVdAEREARFnFEXuDWiyh1Jt0jBFP9EdmyiiavQ8l47DOGbh3avXqubkTeKa8CIGjYVj6dL7X5D\/AAUJiOTPyuvNYI0mIzyY+jasklmc8243S9gnLDYAPvCiRKVUc3y3br5BKIi6QCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIpI4wRZka3joQ7w6A8f2Phee4b99Hx6P61fq+fu8dEBAr2xHAYuEkgDNxKgEDfvo\/k\/qfw+fmggbp6Zmvg\/TQn2fLzXJK00RktyaOq2hPE0Mc90bcuJEjRGbzDNZc4dasqPExti+mTukYWTxlsdOsuJFLmNy2j6Vnup2ul+z5e\/wANV6YG\/fR8+T\/D8P8Aqis609KrMy0tKr++puMJjHDZcrc9ODsrRYvKctj83fmtAp9w376Pj0f1r2fP3eOiCBv30fyf1P4fPzV0IKN148l8Mag214uyBFMIG6elYL8HaaX7Pl5puW0fSs91O10v2fL3+GqmWEKKcwN++jPHk\/w\/D\/qim4b99Hx6P61fq+fu8dEBArGPNynW9BrYP2R0FLwYdv30fyf1I9nz81PjYg6UkysBIGhzmu71y+H5hAUUU5gbR9Kz3d7XS\/Z8vf4aocO376M8fa8Pw+P5FAQIp\/o7fvo+P4utez5+7x0Xow7fvo\/+7qR7Pn5oDLAk94Aso8Q7mrTDGDKGllGqDjoqQw7dPSx6\/FpoT7Pl5hNw2j6WP3d7XS\/Z8vf81Bws1Y9S4RSq6v8Ae\/5LBaHRZczAQ8njp5LHENDo2EOb3W6i9VEcO376Pn7Xh+Hx\/Ip9Hb99Hxr7XWvZ8\/cm049QmmtvhX6FdFYGGbf10fL2upHs+fmF4MMNPSx6\/FpoT08vMKZmIEU5w4o+lj\/7tdL6eXvXpwo++j5+1yrw8fyKAYcejm+Ecvxt8dPzVdXocM3JL6WM6CuP3jReo89OShGFF\/XR8ubupHTwvzCArorAww09LHr4nTQnp5eYXhwwonex6eJ10vp5e9AQKfBuIfbS0GvtcF6cKPvY+fM8q8PH8in0Ufex8a4n2q6efuXGrVEoS2yUvIuNMYk0yAlhzUe7eijaARK3NG28tUdFAMKL+ti5cz1I6eF+YXgwwNelj18TpoTrp4V5hQ2epqerv\/b5\/uqJhGDFkzsBD+ZVFWDhhRO9j08T0vp5e9enCgf8WLnzPKvDx\/IqaVFGTIp1xVcFZFY+ij72PjXE+1XTz9y9GEF\/WxcuZ5kjp4X5hdKisisDCg16WPXxOmhOunhXmFjJBlaTvGGuQJvgD08fyKAhREQBERAEREAREQBERAEREAREQBERAEREAREQHrGlxAAJJNADiSpsVgZoa30Ukd8M7C2\/mFls14biYXOIAEjSSeQzBdntPHQXMybExYhmIxUbomNfmETA\/vOJ4Ntulf5oDg0XWxHAvmxgEeFaWOywiRzxG5md2Z2YGy+iKrwoLY4LZ+zpMQ9sTYHtdiQ2nud9XkBG7o6nNd\/nogOBRdhhsJgPoxz7iql3rnSESseCd2GNvUVXI3z6I92Aa05WYfNG3Dva4PNueXN3g9bgBdgcOKA53GbHxEDM80TmNsN71cSMwFceAKorttqbSwr97bY5WHaAJjY8kyM3bmlwp18+Wl0tJ2owWHwsrcLD3nR2ZJTduLjYbXAU2uHMlAa3EbPniaHSwyxtPBz2EA+ZCgjYXODWguc40ABZJPKl3e2NoxNbiXuxUcsU2GbHHAx+c7yhTiODcpBN\/uoZMHgCGiPcZd5AMO5kh3r8zm7zOLsc+QrRAcfiMHLEAZI3sBLmguBFlppw8joVAuh7UxQsDGxut7Z8QHt3hcWgSU2wSa0vXn4rnkAVnaH1p48Bxv2R7WqrKztAVKb6DlX2RysoCsrOK2fPCAZoZYweBewtv5hVl9E7QbRwU1CSaJ0f0mJ4DHlxeAA1+Ztd0Bt1lOvvQHA4TCSTOyRNzOourwAs8fBS4jZk8TS58Tg0BpLuIAcLbqOq6zDtweFk7ssGZxxBzMkzARlhDATwB8OKwxk+ElAzPjebwoIMmUFrWkPBN6VqCeVoDkY8LI6N8rW2yOg93TNYHzorzD4eSVwZEx0jzwaxpJ+QXaS4vBwnFBhwz2yHDkRUMo7z8w7rqcWggkjTULX7Hnw2H2zI5r2Nw4MmQ5tKLTQDvyQHNTwPieWSMcx44tcCCNL4FZS4SRkccrm0yS8juuU0fkuo2XisFNvJJWwMkdM3M3EPkfUIaAcjuJffXl4K3NLgH4cRtfCZGOxH0drz6NoMoIzdCW+renG+SA4ZF1kzNn\/QI6Ed5GZnNkAlEmbv92rPPj3aqlcxMezA+LN9Fyb9oj3L3EmGje9148OOvkgOHRdrhX4TBggPwz5ThsQH5X5musjdtJB1JAIoa6riigJ4D3Jda7o0sa99vz8lArGHPo5vhHM+23w181XQBT4jBSxBplikjDtW52lt+6+K8wji2WMgtBDwbdwGvPwXeztwuKxMJmfFLKRK57GTOliADLzdWGwNB0QHARYd7w4sY52RuZ1C6b1PhwUa63FOwQMtOhEhwbw7cucIjJmblDb4nLxHBWMU7Zzpmta3DNYzFsFtPrRFluJ11GavcgOOhw75M2RjnZWlzqF00cSfAKNda6XBOiLwIY3nDTtLWOI7wcBHpepIvjxWc39nyPdHu4g1kuHyGKy+QOA3o0NmugGnvQHHq1NszERx7x8EzY9O+6Nwbrw1IpdB2owkTcMJGMw7XfSHMuAOAyhooHN9oc6087SHHwy4bZ0WJncYxJIJ25z6uZuXNrw\/QXSA5VF3UWDwUk0YczCGQRSueIHOdEGtFsJrW+PDX8lz3aX6PvI9xus+7G+3N7vPf2b8Kvl52gNMiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAruC2tiMOxzIZnsa7iGnnVWOhrmNVSRAERdDH2maGgfRW6CvWH\/1UJykvlVleSUo\/LGzRYed0T2yMNOYQ5pq6I4HVeTSuke57yXOcS5xPMk2Sulm7Rta2M\/RmnO3N6w07zm+z4LU7X2oMTkqIR5b4G7uvAdFCE5yfMa9yEMmST5hS+qNas4pXMe17TTmkEHoRqFgiuLzOeZ0j3SPNue4ucepJslYIiAKxjgN6aFaDTT2R7Oirqxjzcp1vQa2D9kdBSArqSCEyGm1dXqo1d2V9YfhP6hRm6i2XaeCyZYwfRnrtnPoVV89VSe2iQeINLoloMR9Y\/wCI\/qqsU3Lqbu0NLDAouHiRoiK88sIiIAi9YwuIDQSSaAHElWv7KxP3Ev8A0H\/BcckurOOSXVlRFJPh3xnLIxzDV04EGvNX9j4KGXMZnOaAQNKAtxoanz0rgCbXHJJWclNJbiph\/q5uPqjr7bemnz\/VV1Yw49HN8I5fjb46fmq6kSClw2JfE7NG4tdRFjoRR\/JRIgCIiAAL1riCCCQRqCOSzw\/rt96jQ7XFlnGbQmnLTNK+TKKGdxNfNVkRDhLh8S+IkxuLSWlpI5g6EKJEQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREBaxf1eH\/AJR\/8j1VVrF\/V4f+Uf8AyPVZoJNDUnkox6EY9P1NjsbBxSuO+c9rW1dAVqQBbuWvKup0pa5wo0ruPO7aMOPsm5COb+nuaNPffVUUjfU5G27CIikTCs7QPpTfQcyfsjqFWVjH\/WnjwHG\/ZHtaoCuruyvrD8J\/UKkruyvrD8J\/UKGT5WadH+fD6m2WgxH1jviP6rfrQYj6x3xH9VRg6s9Xtf5YkaLKRtGvAfpaxWo8JqnQREQ4Wtl\/xMH81v8AUF9EXzvZf8TB\/Nb\/AFBfRF5PaPzRPG7T+aJx\/a4E4pgAsmMUP+Zy1+0CIw3DtOkeryOch4\/Lh5Hqt72h9HMMQeLYw2P47dr\/AMo19+Vcotum5xxN2l5xR9ETwVkl0+yK4ad5vXX5KBTwHuS613RpY177f9aKBaTWEREARFb2aAZNRehXJOlZZih3k1DzIMP67feo10O7b7I+Sbtvsj5LP368j1v9JlVbjnkWc3ru95\/VYLSeM1ToIiIcCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIC1i\/q8P8Ayj\/5HqTBDdMOIPEHLEPx83f8oo+8hemAy\/RmCgTGdTwA3khJPgBZUOOxAe4BliNgysB6dT4k2T71X14K+vH31KxREVhYEREAVnaAqU3poOVfZHKyqysY4DemhWg009kezogK6yjkLTbSQfBS4TBvmJEeWwLOZ7W\/1EKeLZEzy4AR2w0bljGvm7X3hDqbXKK\/0qT23fNW9nwtkDi8Wb4qFmzZXRGUZMgBP1jAdPw5r\/JX8Hhnwx5n5KeRVSsPHhoHWPPgq8i\/D+E2aTInmXevjnqJsLHlccosN\/QLSro8RERUdszSBwb6VlaDmc1Dzq+S1cezpWyUQ3QXYe0jpxBoqGJtJ7jRrowyTisPvRQRXWbKmJI9GK45pWNHkXOAPkvoIKhqNT3KXF2eBq9Q9NVx6+x872YaxMJOnpG\/1BfQd82rzN08QtB2vhc9sJBboSO88DjlrifmeXNaqLAuZFLG58GaTLlrEREd02bIdQ86tUyxrVRjPp\/2Z54lq4RydP8Asm7XS5sQwB1gR8jYvMf8lolZlwL2FwJi7rcxyzRu0utCHanwGqrLbjhsio+RuxY+7goeRYw59HN8I5n22\/PzVdT4f6ubj6o6+23pp8\/1UCmWBERAFc2X9b5FU161xHA0uSVqi3Dk7uan5HRItHBI7O3vHj1Ue9d7R+azdx6ns\/6sqvb+4n9d3xH9VghKLUeFJ27CIiHAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAKWDCyS3u43vrjlaTXyUSkiney8j3NvjlJH6ICRmAndmywyHKadTCaI4g6aFefQpt3vN1Ju6vPkOWvfwXjcXKLqR4s2acdT1K8+kyZcmd2X2cxr5ICR+z52hpdDKA4gNthFk8ANNSvXbNxAcGGCUOddNyOs1xoVqonYqQ0DI80bFuOhCHFSEgmR5I4HMbCA3EmFmbh442QymZ0dPAY62M3jyNK+0fyHitZHs7EOzZYJXZSWupjjRHEHTQqL6TJZdnfZ4nMbK8biHi6e4WbOp1KjGNEYxokGAm3e83Mm7q8+Q5a99UspNm4hoaXQStDiA22OFk8ANNSVBvn5cuZ2XpenyQzPNW5xrhqdFIkTu2ZiA4MMEoc6yGmN1muNCtVDPh3xOyyMcx3GnAg\/IrwzPsHM6xwNlYueXGyST1KA8VjHm5Treg1sH7I6ClXVnaBuU30HMn7I5kBAVkREAREQBb7C\/Vs+EfotCt9hfq2fCP0WfP0R6\/ZP5kvoVtrfVj4v2K7gcFw+1vqx8X7FdwOC8\/V\/JH3PC\/8m\/PX35HNds+EHvf\/dXLrqO2fCD3v\/url1u0f5MfvxKtD+RH3\/uERFqNZYw49HN8I5fjb46fmq6ngrJLp9kdNO83rr8lAgCIiAIiICTD+u33qNetcQbHFeISvigiIhEIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiK7saNrsVE1wDgXag8CuSdJs5J7U2UkXW47AxF0JbFFpiQx+7qg3NVOHXgqrcLHvseMjaZG4tFDumjw6KhaiLV0Z46mLV193RziLpsP8ARnYf6W6FuaJpY6MDuudpRrz\/AD8Fzb3WSdBZvQUPkrIT3Xx0LMeTffHQxREVhaEREAVjH\/WnjwHG\/ZHtaqurO0BUpvoOVfZHKygKyIiAIiIArTMe9oAFUBXBbjsvJlhxTs5ZQZ3gLr1uXNbCeIh+OIA9LCHNA4kZXDh1sFZZ5lucWun\/AB\/JQtbPDNqPH2v5OUnxbpBTqq74LajtViPZi+R\/xUxxb8PgsE9ujg5xo82kn8iCPmE7R4gRtbBE3IyUb1\/jZ0H5fouPbNqLj5\/sRy5fiJrvI315foazae1pMVk3gaMl1lB511PgqCItMYqKpF8YqCqK4CIikSJ4D3Jdato0sa99v+tFArGHPo5vhHM+23w181XQBFvNi\/wWP+Bn6uW82hDFPPFHo3ERtY9hP223Zb7xV\/6Kzy1G2VNfdJ\/5LVjtWcOi7jFTysbjnQXvN8yqbmPqtvSivcOwNxRdW6ldg80oY28r7GobzPh4eKr+K4uvuk\/L1O916nDAWvSF1zJJGsxc8OaXEh7W5nR08MyjXJWnPlytUmzSyYbaD5wRIRDmsUeNDT3UrFmfl5fvX8kdhzxaavkV4ut2y8z4R7o3yRMiDc2HfHlA5CjX+vDRWpwRjMbLGwPnjjYYwRZFjUgdeH+io\/E8dPvj+SXdev39o4lzSDRFHxXi66OSWbDNkxbakZOwROLcpNuFiqGlX8vBXjDFNtDOymzQOqQe2wt0d7xdf6C49Vtu10sLFfRnBorO0v4ib+Y7+oqstSdopYREXQEREAREQBERAEREAREQBERAEREAREQBERAEREAU2ExBikbI0AlpsXwRFxq+DjVqmXsTt2V7cobHHb85MbaJcDdmyb1r5LLE7fkkY9ojjY6QU97W6uHCvkiKHdQ8ivucfkVI9oPbh3wANyPdmJ1vl4+AVREU0kuhYkl0CIi6dCIiAKfGkbw5aqhwroPZ0REBAiIgCIiAs4PaEsGbdPy5qvQa1dcfeVk3ak4l329dvKrN4dK4V4Iijsj1oi4RfNGGMx0s7g6V5cRw5V5DRY4nFPlLTI7MWtyjwA5Ii6opdEFFLoiFERdJBERAWMP9XNx9Udfbb00+f6quiICWLEvY17GuIa+swH2q6rN+Nlc9sjpHF7ayuvUVw1XiLlI7bJmbXxLS4tmeC824g8TVKOHHzRvMjJXh7hRdep95+SIubI+QtmTNpTtlMoleJDxdfH39eSxk2hM4yF0jjvKz6+tl4X7kRNsfIWzPE7UxErAySV7mjkT+vXzWB2hNvd9vHbz271REUY9KFs9xO0p5XNdJK5xbq2zwPgFiMdKJTMJHbw8X3rwpETaqqhbIXvLiXE2SbJ6lYoikcCIiAIiIAiIgCIiAIiID\/9k=\" width=\"601px\" alt=\"popular forex chart patterns\"\/><\/p>\n<p><p>The Triple Bottom Pattern pattern is confirmed when the market price breaks above the resistance level formed by the intermediate highs with increased volume. Technical analysts interpret the Symmetrical Triangle with a balance between buying and selling pressures which leads to a tightening range before the next significant move. The Inverse Head and Shoulders pattern is confirmed when the price breaks above the neckline with increased volume. Forex traders place long orders upon this breakout, targeting a market price equal to the distance from the head to the neckline projected upwards from the chart pattern breakout point.<\/p>\n<\/p>\n<p><p>The bottom-most candles with almost the same low indicate the strength of the support and also signal that the downtrend may get reversed to form an uptrend. Due to this, the bulls step into action and move the price upwards. The real body of this candle is small and is located at the top with a lower shadow which should be more than twice the real body.<\/p>\n<\/p>\n<p><p>Forex patterns are a great tool to forecast future price movements. The continuation chart patterns are price action formations that usually appear in the middle of the trend. As the name suggests, a continuation chart pattern signals a pause in the trend before the prevailing trend resumes.<\/p>\n<\/p>\n<p><h2>Inverse Head and Shoulders<\/h2>\n<\/p>\n<p><p>In that line, traders follow those patterns to identify trading opportunities. A double Bottom pattern is a bullish reversal pattern; it is the opposite of the double top pattern and is often traded by new and advanced forex traders. The confirmation of the pattern is the break of the neckline after the formation of the double Bottom A and B.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"600px\" alt=\"popular forex chart patterns\"\/><\/p>\n<p><h2>Trade with confidence<\/h2>\n<\/p>\n<ol>\n<li>The wedge chart pattern offers several potential take profit target levels depending on the strength of the break.<\/li>\n<li>Forex graph patterns are similar to planets in the night sky, helping traders across the great span of market changes with distinct shapes and formations.<\/li>\n<li>Suddenly the buyers came into the market and pushed the prices up but were unsuccessful in doing so, as the prices closed below the opening price.<\/li>\n<li>The target price for the trade is typically measured by the length of the flagpole added to the breakout point.<\/li>\n<\/ol>\n<p><p>One important aspect of trading is the ability to analyze charts and identify patterns that indicate the direction of the market. In this article,  we will discuss chart patterns in trading and how they can be used to make informed trading decisions. However, if there is no clear trend before the triangle pattern forms, the market could break out in either direction. This makes symmetrical triangles a bilateral pattern \u2013 meaning they are best used in volatile markets where there is no clear indication of which way an asset\u2019s price might move. In contrast, a descending triangle signifies a bearish continuation of a downtrend.<\/p>\n<\/p>\n<p><p>Double Bottom chart pattern is formed at lows within a descending tendency. After that, the price is expected to grow by the distance equal to, at least, the figure height, which is measured in pips from the <a href=\"https:\/\/g-markets.net\/helpful-articles\/the-5-most-popular-forex-chart-patterns\/\">popular forex chart patterns<\/a> pattern\u2019s lows to the bottom line. Double Top chart pattern is formed at highs within an ascending tendency. After that, the price is expected to fall by the distance equal to, at least, the pattern height, which is measured in pips from the pattern\u2019s highs to the bottom line. Inverted Head &amp; Shoulders chart pattern is formed at lows within a descending tendency.<\/p>\n<\/p>\n<p><p>The formation of this pattern occurs when the starting and closing prices are quite close to one another. In order for this pattern to develop, the top shadow needs to be far larger than the actual body. The market is about to make a negative turn, as shown by the second candle, which indicates that bearish circumstances will soon dominate. The Evening Star is a pattern that consists of numerous candlesticks.<\/p>\n<\/p>\n<p><p>A Bullish Engulfing candlestick pattern should be present between the first and second  chart patterns. After the conclusion of this candlestick pattern, market participants might consider opening a long trade. These candlestick charts feature three extended bullish bodies made up of candlesticks. In addition to this, they are open within the actual body of the candle that came before it in the sequence.<\/p>\n<\/p>\n<ol>\n<li>Traders can set an audible price alert just above the sideways consolidation price level to intercept the next price movements cycle.<\/li>\n<li>The target price for Gartley Patterns can be conservative, being at the level of point B or point C or more aggressive beyond point A at 161,8% Fibonacci level of XA leg.<\/li>\n<li>The main types of forex charts in trading are reversal and continuation forex chart patterns.<\/li>\n<li>The stops are placed above the previous swing high; profits can be booked at a reward double the risk.<\/li>\n<li>The name \u201cDescending Triangle\u201d derives from its shape, thanks to the intersection of a horizontal support line and a descending resistance line.<\/li>\n<li>The Rising Wedge pattern is both a bearish reversal and a bearish continuation pattern.<\/li>\n<\/ol>\n<p><p>Its distinctive left shoulder identifies the pattern and a head followed by the right shoulder. The neckline is another critical component of the head and shoulder pattern, neckline is drawn connecting the base of the shoulders and the head. The pattern is completed once the left shoulder, head, and right shoulder are formed, followed by the neckline break. Chart patterns are formations visually identifiable by the careful study of charts.<\/p>\n<\/p>\n<p><p>After a rising wedge pattern, the market should break out downward, passing the support level. This presents opportunities for a new bearish position, or might be a sign to close a long one. The ascending triangle is a chart pattern that\u2019s created when a horizontal set of highs is met by an ascending set of lows. The upper horizontal line is the resistance level, and the lower upward sloping line is support.<\/p>\n<\/p>\n<p><p>A confirmed price breakout occurs when the price closes above the resistance with increased volume. Analysts suggest buyers in the Cup and Handle pattern initially drive the market price up, creating the left side of the cup. Sellers exert pressure, which causes a gradual decline that forms the cup\u2019s bottom after the initial price increase. The buyers gradually manage to raise market prices again to the previous high until there is a brief period of profit-taking and consolidation (the \u201chandle\u201d) before the new trend appears. Pennant or flags chart patterns are generally created later when an asset undergoes a phase of upward change, accompanied by a union. Usually, there would be a notable growth all through the early phases of the trend, before it gets into a set of more petite downward and upward changes.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Rectangle trading chart pattern is a universal trading pattern that may predict both a reverse and a continuation of an actual tendency. It looks like a sideways channel formed by horizontal support and resistance level, where the price is consolidating. It is recommended to trade in the direction the formation is broken \u2013 if the [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_acf_changed":false,"footnotes":""},"categories":[19],"tags":[],"class_list":["post-1822","post","type-post","status-publish","format-standard","hentry","category-forex-trading-3"],"acf":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.5 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Forex Chart Patterns: How to Recognize and Profit - Silas<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/repurater.com\/?p=1822\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Forex Chart Patterns: How to Recognize and Profit - Silas\" \/>\n<meta property=\"og:description\" content=\"Rectangle trading chart pattern is a universal trading pattern that may predict both a reverse and a continuation of an actual tendency. It looks like a sideways channel formed by horizontal support and resistance level, where the price is consolidating. 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