الأشكال في الرسم البياني لحركة السعر- نتيجة للمتابعة المستمرة من قبل المتاجرين والمحللين الاقتصاديين للرسوم البيانية لـ حركة سعر العملة والأسهم والسلع باختلاف أنواعها ولعقود طويلة تم اكتشاف ملاحظة , وهي أنه في الرسم البياني لحركة السعر تكوَن أشكالاً ثابتة أثناء حركة سعر العملة , وأنه في كل مرة تتكرر هذه الأشكال في الرسم البياني لحركة السعر فإن السعر يتحرك بشكل متشابه . وهي ملاحظة في غاية الأهمية وذلك لأن المتاجر عندما يرى أنه بدات تتكون أشكال في الرسم البياني للسعر فإنه يستطيع أن يتوقع ميل سعر العملة وكذلك حركة أسعار العملات بشكل عام, اذ أن السعر سيتحرك مستقبلاً بنفس الاتجاه الذي تحرك به عندما تشكل نفس هذا الشكل في السابق .
والجدير بالذكر إن هذه الأشكال في الرسم البياني لحركة السعر تظهر كعلامة إما لتغير الاتجاه العام لحركة سعر العملة أو لاستمرار اتجاه حركة سعر العملة .
فهناك نوعين أساسيين من هذه الأشكال :
أشكال التغير في الاتجاه Reversal patterns
وهي أشكال عندما تظهر فهي إشارة لأن ميل سعر العملة قد يبدأ بالانعكاس . فإذا كان ميل سعر عملة ما في ارتفاع وأثناء متابعتنا للرسم البياني للسعر لاحظنا تشكل أحد هذه الأشكال فغالباً ما تكون هذه علامة على أن ميل العملة سينعكس من الارتفاع إلى الانخفاض .
ومن الأشكال التي يعتبر ظهورها على الرسم البياني علامة لانعكاس حركة السعر :
رأس وكتفان Head & shoulders
وهو شكل يتكون كالتالي : يكون السعر في ارتفاع مستمر إلى أن يصل لحد معين لنسميها نقطة "أ " ثم يبدأ السعر في الانخفاض إلى أن يصل لنقطة معينه لنسميها نقطة " ب " ثم يعود السعر للارتفاع إلى حد أعلى من نقطة " أ " ليصل عند نقطة نسميها " ج " ثم يعود للانخفاض إلى نفس مستوى الانخفاض السابق عند نقطة " ب " ليعود ويرتفع مرة أخرى ليصل السعر لحد مساوي – تقريباً – للنقطة " أ " عند نقطة " د" ثم يعود للانخفاض من جديد لنقطة تعادل مستوى سعر النقطة " ب " وبذلك يكون قد ارتفع السعر 3 مرات في المرة الثانية إرتفاع أعلى من المرتين الأخريين مشكلاً شكلاً شبيهاً بالرأس والكتفين على جانبيه . ويسمى الخط الذي كلما انخفض السعر إليه يعود ويرتفع "بخط العنق" nick line .
أنظر الشكل التالي
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)
كما تلاحظ فإن السعر بعد أن شكل رأس وكتفين تغير ميله فبعد أن كان في ارتفاع قبل الكتف الأيسر left shoulder أصبح ميله نحو الانخفاض بعد الكتف الأيمن right shoulder ولذلك يقال أن هذا الشكل من أشكال التغير في الاتجاه Reversal pattern .
فعندما يراقب المتاجر سعر عملة ويلاحظ أن الرسم البياني لسعر العملة قد بدأ يكون شكلاً شبيهاً بالرأس والكتفين يمكنه أن يتوقع انخفاض السعر في المستقبل القريب وبالتالي قد يقرر أن يبيع العملة المباشرة أو يشتري العملة غير المباشرة .
رأس وكتفان معكوسان Invert head & shoulders
وهو نفس الشكل السابق ولكن بشكل معكوس حيث تكون العملة في الانخفاض ثم يتغير الاتجاه للارتفاع بعد تكون الشكل كما ترى في الشكل التالي :
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)
قمتان Double top
وهو شكل يتكون كالتالي : يكون السعر في ارتفاع إلى أن يصل لسعر معين لنسميها نقطة " أ " ثم يعود وينخفض لسعر – نقطة – نسميها " ب " ثم يعود للارتفاع مرة أخرى حتى يصل لنفس السعر السابق عند نقطة " أ " ثم يعاود الإنخفاض من جديد مكوناً شكلاً شبيهاً بجبل له قمتان . كما ترى في الشكل وكما تلاحظ فإن السعر كان بميل نحو الارتفاع ثم بعد أن كون الشكل السابق تغير اتجاهة نحو الانخفاض لذا يعتبر ظهور هذا الشكل في الرسم البياني علامة على احتمال تغير اتجاه السعر .
كما ترى في الشكل التالي :
![](data:image/png;base64,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)
والشكل المعاكس للقمتين يسمى قاعين Double bottom حيث يكون السعر في انخفاض بدلاً من ارتفاع ثم يصل لنقطة ويعاود الارتفاع ثم يعود وينخفض مرة أخرى لنفس النقطة السابقة ثم يعود للارتفاع مشكلاً نفس الشكل السابق ولكن بشكل معكوس . فالسعر يكون في انخفاض ثم بعد أن يشكل قاعين يتحول للارتفاع لذا هو من أشكال تغير الاتجاه . كما ترى في الشكل الآتي :
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgwAAAGkCAIAAADSQ+pGAAAgAElEQVR4nO2dPXbkuNVAS+oNyEuQMzlrL6FDfdlsQc46bEeWs5Ejd+ZZghU68pRXMKqJ3Jm1BCuzN+ARvwAt9Cs8PBAEQRIk7z11dEosEH+sepcAyKpDBwAAYHBYugIAANAuSAIAAEyQBAAAmCAJAAAwQRIAAGCCJAAAwARJAACACZIAAAATJAEAACa5kjgAAMDm+N///ockAAAgTmVJZCYGAIDGeffuHZIAAIA4SAIAAEyQBAAAmCAJAAAwQRIAAGCCJAAAwARJAACACZIAAFiey8vLX375ZelaREASAADLc3l56W9vbsoWSAIAYHkYSQAAgAmSiPDy8nI6nY7HY/D35eUlM4cqfPjwwVX7w4cPtVJmEm3+8Xj873//WyX/1fH8/Hx1deU6+ebmxm9/eXmJdtTpdFqwtktxPB4vLi5cLz09PemNHz9+fH19XbaSMBQkEeF0OlnfOHh9fX1/fz+PLRaUhNX8w+Hw/v375+fnkdk+PDzkv9QC79+/94aQR//+/j7RV7e3tzOfWCzL6XTSkui67vHxMbodVsHUkpBrHgex7OEc4IiaoFFJOK6urooDZT5tSsI1vyz2+Rzu7+/zX1qcx8dHX73guD88PEzUV2skOpJw/N///Z/bfn19zWBiXcwgCZ3/5eWljP7v3r3TMlhSEsfj0X/IP3z4cH9///DwcHt76ycc5vnwtyAJN3J6eHj49OmTbP7nz5/HZLuukcT19bVVNzmSuLu7c311d3cnPfHp06dFqj0/1kii67qXl5df/epX7qW//vWvS9UQCkASEeRIQsaFl5eXm5sb/9L79+/lXi8vLw8PDzLBhw8fHh8fg8w/vCFfenx89NtlSp/P8/Pz3d2dC9MucAd5RiXx/Pz86dMnX6Wrq6vb29vj8djbA7IJfqN0ZxAue9vuGijd4xr78ePHxEuyIXd3dz5Yu4YE8/7Pz8++D798+XI8Hn197u7unNFfXl58N97c3OSsHMhhhD4tkCMJmZvcKzgoLy8vnz9/lk3+8OGDlO7d3Z1rxe3tbbCjb6A8iI+Pj/IM5ubm5tOnT7KqQc/4CvgVAn34XCZ+2HQ6nW5vb2WCq6uroNpdUhJd1/3+9793rzKYWBeTSsLKfE2SCMLxy8uLPKH2H0W5sBkQzGJHc5YnpH6jjyNXV1c+PnpkDI1KIlGl7777Lqe7DrYk5KxLTtutuXs3ULNecvnLgJtoiDxqMpz5LT/88IPOoXc4eHt761IGIVsfOCmJYDDqtwfnGUENXWU+ffrkN/7rX//y+/p+uLq6+s9//uM2fvfdd9Hcrq6u/L4ydn/8+NEfrA8fPry+vj4/P/tz/AB/KpBYerm5ufERPzHd5N4n/lXZLmicYM3AU8Uc1oLEmiShZxh81DgcDu5k+eXlRQZxN+3glzoP5/ElmnNaEoe3E7cgvvhIrSXx/Pzsq3Rzc/Pw8HB/fy8rmT6J9smi003B6Cqn7cUjiefnZ9kJnz59enh4kCX+8MMP+qj5fA7nuG6USuudC/KJ9aCwMyTx8vIi3yTydNsfwevra9cW2VeuY2UwldXzed7d3bktHz9+9O1yPS9nut6/f+/Ct5SExEnit7/9rd/iZ8xcPf15jBsw+anXT58+yUPw448/+kOQXqD+9a9/7V7985//zGBiLcw5kvD/ti4JeRqo11HlDIN7VZ7qygAqP//+jDWas8zTb/Qx7ubmxl97KqOSL0tLwgcLOScmA3o6OOqA4nn//r01r5Lf9vw1CRn1vnz54hviY/f19bXbKI/a3/72N7dRmsPHVrl7ehXn5eXF7x69VEEeuJubG6c3KSE5jowOBToR/f1ZuQ/cfmbm5eXFx1/X/3LLP//5T5+bHDD9+9//7s5j98PDg2+Ie+JfkmOC7u3qXv88GHLJ0r///nt/CNKS8MvXd3d3SGItzHkJ7GokkR5J6DAtTxvlZ0kGUH86Gc05PZII5it8Sr9dp/Qy8CfmQfxKB8dDH36ep6zt+Vc3aRk4pDxcsJNHTWos2uGZS/1SPNEE6Utg379/L+8s8XV2AxqPPCt3oVP2npuZ8Vu8NoJlD48cbrpInY7dcq7JVezh4UEvXD0/P3/+/Pn29jawoDtkesgSlcQf//hHl8ANYhI9D+2AJCIk1iS62HSTnNaQKaMrvdGc0yOJIJDJ0GClPPSRKYlgkUNPWJW1PX8kYVVYz/PIEqOSkB2eKQn5TogmSFwCq6+T1tNfGj9u8LHbjfn82MIbN+0nh4vU6dhtNeH6+tqvHMgbHTT5IwkksUaYboqQGEkEC9cuCliBMiqbaM75I4luoCTu7u6itwSn7/PQReh6uvqXtT1/JGHVRF9WtPhIwhUqzyGur6/l6ErOH1r3tPvEftjhMvHB180g6aKjubnSe0/wHx8fo8vpblVDrpG4q+OCeSpGEttmNkkEz5uWhLUmEVya4ue45eUo8nMuP8Z+u969GyKJ6Bm6TikXSKNtTF/V44sIYqiMgK5nytqeP5KQHS7rrNc8eiVRMJKQy+bRHtOSCFby5ZqQ7Csf6yVybkqGZi8MeQWEfCdEF9V9hXsvOvLpT6dTcEPM6+ur9LGM7AVrEr/73e98Q5BEm7jLjWSwPkz85a/Wt8yu5o7rD/bNdP4jLUOJX6g8nU4+/dXVlc9cbnx8fDwej58/f5ZhxaeUJ56+YjJoJq5u+vz5s092e3srA4G7Oih9Y7Pf11/ddH9/H5xsumZ++fIlv+06pa+Y9ZJsyHfffedekmuzPm72TjcVjCTk7tH7S6JXN8k+OYiLlYP3iVwWfnx8fP/+fVAZfy2QVQc/JeXeS9IKzis5J/gXFxd3d3e+8s/Pz77cq6ur19dX2Ua3+8vLyw8//FAwkvjNb37jXv3++++RxCL0Dgu8FZr9hnBPK5KIcn19HUzX+IsRo0SnESx8yvQUdu99Etb1+I70jc3pGgal57ddDkSCCideSjRE3vc+xUhCpoxeD5ZzM91BXG2V7qugMlKQh9g9aNKLUTIlYe2uL8mNkjmSkJNmfIPTUiQkYd0PIWnKFo1KIvEFfw8PD/qesuvr6+DsT99OdXt7K2OHTylvpguylTG6s0Pe/f199DY3d+LZ211R5Cnw0Lbr2+7kjR3WS+42aV2T4KsGp1iT6IQG5JBI9nC00O78Nje5iH08HvWtkY7gsMqoejAs9fz8LGfeJP6S1rQk9HjFVVh2l164/stf/jJ0JPGnP/3JveoGKOluh4kYJAm/htyUGzwtflV4zo7H49FNzkSvI/Q8Pj66NO7af/mN0z7N8/OzX2R2MxL39/efP3/Wivry5UtiOfp0Ovkpo8+fP+c0xPr668RKRmbbfUMeHh7kNfvpl7q3KQ7fCt1SedRkPYNVXEe6x4JsE/fTyQOn7yTw9TmdTv4mD4e7otQfF6tv/Xugt/N957jODzo2ncnz87M8dtFkbqLy4eHh8fHRX3Ps8gxWNayCvI2Ya5qU9CpCryTcRJP/m95lWfjRIWgFOZjYz1e61kUOI+SNhFCdINYnXtKXnyIJJAElyAuWot/gBGnkqsZf/vKXpauzcXol4aeSvAyCKSYkATAYueDR+/WIIJFfIOi/TgqmI1MSFtERBpIA6EcuDyxdlzWRuawCtbBGBvolSw9IAgBgswyShCWGIEMkAQCwEaaQhEw/b2tSIAkAgMEEt0xbS9NB0GckgSQAYPvI6G/dHNe9xf3M6I8kAAA2QvTWBySRBZIAgK1iLRsEqxFIIpkOSQDAFrGGC50tiaH5IwkAgLWSkESQDEkk0yEJANgiwWI1kghAEgCwa/T1rFYyJJFMhyQAYHPMcKcbN9MBAKwGeV6fOdFUscSmQBIAACGWJOYpsSmQBADsF3krQyAGJOFAEgCwO6I/D4ckoiAJANgd1k8+IAkNkgCAPRL1BJLQIAkA2CP6J6a9BvRXMCEJJAEAuyC6GuFfsoSBJJAEAOyCQBJWAj2qmDqIczMdAMDC9E4c6Ug9pySacoMHSQDAXhgqiXlWI3zRSAIAYElyfgWoyo9DFNdtnrIGgSQAYCPoOBvcK5cT9JFEAJIAgNUTvXE6fSdEOiv9fGqQBADAWHIuSRopiZzipmC2soKCnAM8WgZIAgBWQ3QlOTCEFsM8lyeNZJ7q6Tm0d+/epQWAJABgHUTvJIje1hAdNCCJ6Lo9kgCAtWJdkLoBJWh6v3NwfP6+06Rie6M/kgCARsmUhLVKsTpJzHOzXvS7Cx1REyAJAGgUJDFF5omRRHTqCUkAQKPoL+M7xK5fQhKDck4UhCQAYE2MkcTqmFQSmUsdSOIba6knwJ6JWmHmb/CejUXuk2C6yWQt9QTYM72S2IYeHItLwroWFkn0puzW0CCADZL4mm4kUasgecc1kvjGUEnoBwDMQOJ7W1e3NJ2m2eYgid6UWQ8AiHJxcfH6+qqf99IbNJuNqmU0u8qyEUkMLbSgnj49zgDIB0lk0mxzkMTYIhAGQIK0JC4uLhLf6tpm0JwIJFETWYR7vqAkVDKcAfANJwb5N9iOJBxIoiZSDH4Wb2gOg3bx6QfuhTBg73gZuA9RIAwk4UESNYlKYlDRIyURDGUYZABE8W4ISEhi0E+NbgkkUYeEHsokMXSXXkkgDABPWhLuOZJwIImxaBmkJZGuxhhJyIKi/xa1DmfABrEkIUESDiQxlt63WhD3cySRqYrgVblXkEmV5vcKA2fAWnCSkOMGSTDdJO+bQxLtsD5J6OdB0UMlkVaFbtHUklAVQBiwVrwkuvNRhbzGSf8wNZJoinVIIhrNx0hCJgsyjxYd3RK1xaA6FIAzYEVoSegLYfUZ224lIXtg6ep8Y02S0BujaYZKoksOAlqTxHlNEAY0jZREd37PhE+jf35ut5Jos70rkEQigkeL1gHaiv45RWRKorNVYRVaHZwBi5D4so0cSXTCE9HfKN0JSKKcQZLIP6O3Qn80t2hKvUtQ25klcV4QzoA5CDSQ8yqSiIIkCsnPsJYkglifloTOUFejtyYzgDBgIqJjBevVaJoudl3T3gzRIYmh+EyGSqKLnctHM4mG/kR8jxaUqHNvhnr7bOAMqIU1oSTf273f/Br8aMQOFyQ6JDGUgkxyJBEN7nL3IGQnqqFbGpWEztnaPrS9tRgjjGVrDi2Qvl0uugKRQ7MRczqabfKWJZGIy9buwauDJNGbIPFZaifU5jujtZrD/PTeUF2gB0ezEXM6mm0ykghzyCy6oKXpinVFrZ6UnNXv1uoMcxL9btdgy9J1XA1IYhhVJNGJ4JsTiwdF6j1IIoCVDAhIS2Lp2q0MJDGM8ZkUS2LSSlqS6Op13Qz4iuOMnaOVgCSKafba3+YkEQ2gZfl055IIVGHtMrSIobvIaqxaEudPEMYeiUoCPZTBSCKXbUuis7uofUlot9ltwRm7AElUBEnkEgT3MVl1AyUxG5uXxPleCGOzMLlUESRRsnutoNla/F2jJA6KTtk3Lx+csXqG3isHOSCJkt1bDppjWLskoi8V5YkzVgmSmAIkkbtvy4GyFmlJyL+Z+05N+tAUjCeMfBDGCoj+dhCMB0nk7rsHSUTRMzlWsioFldUt/WrdY4cz2gRJTASSyN13t5LoYrcBRhMUZ16cSY4kepONAWG0A5KYCCSRu+/OJdEl+6F3nJHOvOyUv3cvLYmpjyPOWBAkMRHcTJe1b9mOmyHnfFxKIr/HDopBtcqXRFB/uctExzdn9ZtQVhEkMRGMJL6+mt43s5St4nugNyIPjfX6ZH9QrXr3CmSgJTHm7GEQCGNqkMREIImvr6b3zSxlq+iQqs/E25dEtP6zSSLg4gJnVEN/MTiSqAiS+PpqdEtB5NokVqiVr5aFXZm4oKvLnDSy0OogjJEEYwi+gaMue5dENMqMOb3dJDmSyHxV5zxSEoPSd+eeGHN8rROL8eCMoSCJSUES38KEFoP8u2cSATHasTNIovjQjJSErK31UkUQRg5IYlJmk0RQkHOAI2qC+SSh/448x9weM0uit9vHHBrrhGDo7vNIIgBnREESkzKPJNyFtr6gy8tLGf3fvXunZTC3JGSEQhKZpHspJ+IvJQmZTxVJzP9u6RXGfpzBdU2TMoMkXBGyoHYlEegBSaSpIokgt95dunoReagkgjOJroGrpDx7HmQ4SaCHiZhaEj7/piXRxTzRIYk+EkE26MNABkGa6C695Y6ufmT9KbNc3brFJRGwK2cgiUmRd1xLapmjaUlEg1SDH/g2SYfXhG4zJZE+BEtJItgxf98F0cJ4PWTMVa36gTDqMelIIhBD65Lo1IcfEvSGyDJJZB6CWpII6plOHJXE6t4tFxdIAgYwnSSCnJHE7rCGBZYkOhV8e7OtVcNBwsuvasu4S4A2sPrNL5VOzaSS0OdbfuqpCUlYyVb6sW8NLYkgECck0dkn+BUPDZJQG9cnjDfbcdnrVCxyn0S7kujs2ARDCUKq/ru4JIJyE5knJNEltdcmmdeMrsIZ6GFqkMTYxGChQ2eOJOTzxiUR/O3W884puLGgTWFwXdMM7P2Oa5iBg6KzHaD30tvnqWRUA0E11iUJPzMj21g2V9OCM1iNmIe9f3cTzEY0+ObsonOYroadrTQrcaLCrRFIwuth5IzNUqvfSGIekATMShB8cxLrfaes4DBJpCvcGnoM0U0wYzPPIIOv4pgNJAGzUiyJ2Y6glkR+0S2/zaxvwZt6Wn8iZ/hqs3A9NUgCZiVxbm6l7+YaQ/gSywzRtf02W0oS53WoJgwkMRvyboambIEkNkuZJPJ3GY90w6BCm32b6dUI+dJsklC1KncG1zXNBiMJmJuhkiiL12MYL4nW3mzydDs49W4k2g4VRiPV3gNIAuZmaBhdJPJuSRJBPG1TEgEZV0y1WO1NgiRgGYYG3+lqYpW4VUkMerUFNvAFU6sGScAKWJckWnuzta+BQbRwH9+uQBKwAtZy7JDEbIirm7DFtCAJgJqsVxKruJY0feVuIIzmW7MOkARAZVp7s+1HEjAFSAKgMq292XLi6VpiLpKYHyQBUJnW3mxIAsbAHdcAlWntzba96Sa+/3VOGEkAVKa1N9uWTrqRxPwgCYDKNPVm21g8jX7bOUwKkgCozCJvNmu4MFQSjU866V9MWrpG2wdJAFSmEUmUzcw0HnmRxPwgCYDKzP9mi4bOspmZxiPvxmbPVgGSAKjMzG+29K8JDYqnjS9x80NDi4AkACoz9ZvN+q7vYOhQEE+RBGiQxIDdYUGKj938TF3hQZIoyFzvezqdjsdjg3/rdCgkQRK5uxfvC+NZXf8XVDjz7FifTQdbgtmngsrrIk6nk4/LTT0vaB0MBUnk7l68L4xndf0/qMI+uOdLwjsg8bPVFSURbC/IsMocUeOzYVuFr+XI3b143/GlV89n/sxH0mzFLFqQRHEw1fNXI29yRhKrhpFE7u5WPjk5yzRjamKVrqmS+dSV9Cl7e3XzksiPv9bkkvplhfKIjCRAgiRyd7fyGZpzXUlUybZWDlY+OuLrguTGaA7jKzYn80hCuhZJwEQgidzdrXyi0c1/dK3t0bipt+uXBkkiP9tE5YeS7qJ0VRM5lFVmKXxP5iQuvko1ETTHS8JiaLbjF9KDrJDEzCCJ3N2tfHR004l7I6AVQ3PCa61srcoPZVBNdLLoq2OO3SIcZpHE0H0HFaEpGA3U/T4+JLEISCJ3dyufnJieDr5Do7lVw+JsB5UVBI6RNend12+Ppm+coNVWstYkES2xWBJy+WTkpBOSWAQkkbu7lU8tSUSD73hJ5GQ7tKw0xZLQ9ZQvFdRkWXSrrZQj4+YMkihzUuKWjuKaIIn5QRK5u1v51JJETrULJJGZeFBZacok0dtFBTVZljJJpKOwfnXmL6gYFKaRxDZAErm7W/lUl4SV+PCGVcOybGXOSKIimZLQC9GO6svRVcgP04kvpk1bMJEASSwCksjdPcgqJ7D6f62gbOWpax7Np7eBOdmmK9nbM4nKpIsetGXMsVuKzCbkS6KFEJlZB+uLabu+YVP6ei2rZ2BSkETu7sX7wnjW2P9Ionex2pJEtAcWH0XtFiSRu3vxvjCeNfa/fMsl3n76aqX2JdF7Rp++BCttAiTRGnx304DdYUGKj91SyGpbTdBxf8z1pjNQJon8TKLzVLVu2IYyGEkATEJUEsGbMF8SjYTIpSTRWyJMB5IAmISRkpBhsYWJJl298RcppdckNC30wA5BEgCTUCwJfe68E0mkDdFID+wQJAEwCb2SSM+iZH6R3/zkTP6U3e6gR1FMN7UAkgCYhOhbzm/JuW+uTUl0o++J68QSixxVRPXAkvXiIAmASdiJJKIRvFgSbd5nvnOmloR1ia1zgEfLAEnAuklIIro6rWl2smW8JHRKJNEsk0oiyFz+++7du7QAkASsm7QkcuZSkIRP007bdwiSAJgESxLRafdEPi1LIn2dUi1JwLLMuSbhy7q8vOyN/kgil/v7+0nTQxn6LRedYtqSJPRKQ0FW01cfhiHXDCRTmENKIr0g0a1FEvf39w8PD/f39+5Jb2KZPnhpTB1yqlelrPG775CDuBDWPRk0f9K+JPTYKL/CmcszsCAzjCS8EnxBwUgiOvW0AknocJmO14ktU0jC8hCSmBn9xsuXRObNa/MT+CBwxqoVCAGLTDcFrFISMua6s/Vgu5U++lL0fN8acwTbo7Lp1VVQ7XTmfpw0qKplbQxK7N5GYFbOjTPyjdfsJAyS2A9IooSCAJ0Oc+nZJytnH08TlYmWJWfG0lbT02gFE2XpagdpLD2s1BNblYQkOuk0dN/G27hnFrm6afXTTWU+SCxglElCbsyP3Zkpo9kOKiidJqeNFZdSlmL8G28VF4AWx3ok0T6LS8K6FnaDkkgkGykJvWZeJgmvMT8T1SsJuVdmielqIIk1UmwyJNE+LdxxjSSaGEnkTAoNyjm9HUlAhyTWAN/dVEKVNYnxkkisSQzNpDfzREOiL/W2DklAhyTWAJIoJFhozVlfTaxJ+Fflv9FpHDkjpEvsTRxNE01vSSKoaqKeOTVJVw9J7IFVLM7vGSRRzqCzbNgnSKIXJNE4SGIU6cEBAJLoBUk0DpIAmBDeeL0gicaxrj5aHCQBG4E3Xhok0TiMJACmhTdeL6u4YXC3IAmAaeGN1wuSaBkkATAtvPF6QRItgyQAanM48JjkgUiWAEkA1GbxYLrVB5JYAiQBAAAmSAIAAEyQBAAAmCAJAAAwQRIAAGCCJAAAwITvbgIAABNGEgAAYIIkAADABEkAAIAJkgAAABMkAQAAJkgCAABMkAQAAJggCQAAMEESAABggiQAAMAESQAAgAmSAAAAEyQBAAAmSAIAAEyQBMCE8MaDtcPvSQBMCG88WDuMJAAmhDcerB0kATAhvPFg7SAJgAnhjQdrB0kATAhvPFg7SAJgQnjjwdpBEgATwhsP1g6SAJgQ3niwdpAEwITwxoO1gyQAJoQ3Hqwd7rieit7imo0dzVZsjSAJWDuMJHLRu6czHPTq4Zxgu95X754oS5diFT00Q+gFScDaQRK5VJREb4j3WypKIpomkQ+hrQpIAtYOksglLQl9Pj5GEsFLOnant+RUvrcmhLYqIAlYO0hiAFYMjYbazLicSBnNqlgSOdNKZbNYkABJwNpBEgOYSBJdRhAP8oyOVwrGLkhiaoLBJV0Kq2OoJOTVUAdxQVT0Kinr0im53dJAi5LoDAGMl4SVBkmsHSQBa6dAEjp9sNH9G92oE7979y5qAiQRJrZGGNEhSLrQzUuinXCMJGDtIInB6HxGSiKxJS2JnKwSNUxsT+fWPu2EYyQBa2eQJKzEe5eEzz+ICPk5WAOCdNDPl0S0hr3brazap51wjCRg7QRrDB5LBtE0+5LEeNqpSYJVVNKincONJIq5+OPF4f4Qfby+vi5dux0xZiRhxX0k0U9TldE0Xr1e2jncSGIoCTdgi0UYcwkskhhFa/XxNFuxfNo53Egin0APCQHkp4TxIAnYIO0cbiSRgwz6gyJ+8Y6QD9NNsEGWPdyWGKK1Op1Ox+Nx1vo1xshAjyemplgS1vMOScDirEsSp9Np1vq1hA/xI+N7rXxAM+aOa+sm6i3fcQ3TUfEYtSYJN1yI1up4PO5WEnUjO56YCL67CVph25I4nU5MN0mmiOl4YgqQBLTChiXhhgtMN3mmi+Z4ojr8fCm0woYlkZhu2uFIYuo4jifqwkgCWmHbkmC6yaEj+BQ9gCcqgiSgFbYtCT+SCGLi3qabXPiWsXuiHtAFQRlIAlphP5KQMXGNVzddXFwcDuX3NAQ7TtcDeKIKSAJaYduS8NNNQUxc43RTXUnk98DQvkISVUAS0AoNSqIsHy0JeXWTnm7aiSSskJ0/3VQw5sAT40ES0AqLS0LvNSYfybqmm3odUF0S+SMJJDE/SAJaoRFJ6HFAWQ6BJBIjiT1IIhGsh043Mek0M0gCWmHbkkhc3TTRjPwgZNyfXxKDppvc3/zeQBIj4WY6aIX9SKJsumnSiakFJZHfrtMb3hMji4YcGElAK2xbEuOvbpp0YmpSSaTDdH4PlI0keisAaZDExllRwxeRhFbCFJKwrm7yIc+9lI5i651u6pVE/kgi8ESVCkAaJLFxVtRwXdXiyrcmCWu6yQe7RiQhaXAkIeeaBk2+IYkxIInNokNe4+RLojesNCiJKiOJ3rBYfpvbGiQhJ5r0Xol8kMQYdi2JFd3HVFDVfEmk08ymmUGSSIfL/FbPJong6qZgbj1HEjnnzg1KojdAF0w3RUcS6Xym88SKwkgZe5fEdCuBdSm4smXDkujtjcYloYNdTnTOCkYXF93h8O2RnZWUxKuVw8VFdzhc+ASVJDH0+i69JpEzARVUo2Jkby2M/OMf/6hbn11LYv6bXYsDbsEbcU5JjPzIvUWkuCT09irTTVZAL5OE1EBUEqfzq5vOIp0MyuMeF4FmAmcUZCJzeH29uLh49Qkyc/tDz1d2D1qTiI4k9ARUxE7RfPUAABdNSURBVIJKEmM++7L0OcOIu2UhHbJd2yuOmXYtifnHiWMkMX66ySp9qCSiUXvM56RAEnVHElUkEQwIJF/jiBFGK44kohNBWTE0b7rpbMAxaCRxUUGBp6cn7YmoNnTgDiQxMrKnO3M6MiVR1jQ3BNGHde+SWNFIomVJjPzIjRlJRHsmp5+tgJ7TYxo9a/R1X/FwRMNcOjrrCRarApYkdKFhDK0kid5T+JxdTNTASGvD1fDp6SktiZGRXXagP4gzLIxrSeiiiyvz888/R3fc9R3X6xpJjJ9ukkHKfcpyaqVflVv0WWp6X6OIUZI4nU6yOZnl6oAukbFbF6rRsV6LwT/XIVvuKG9W0LukKxCVhNZD5ES7niSC/EcuXOvxwdkKRHI+7fT09K3mk003nd4ozi2fqCSCoovXJBhJRKLG4pLIjKHd+YnqoLLkLjLilElC55mOX5kVlhFVHhRdnCzUPX/rme5w+HZArXKttmjGz41I3vr8cIitSSQWM/QuVh+6BOnppuhJt3aSQ5+cdhmS0FVNS+Li4uLHH3/slZ9so9Uc2QNPT0/H41Eq5OvSSHTWa/hJt6zVsiMJrYTiyvz8889IYsnppmiUj4a/aCCQoSSzxLOQJ7bIqKrTWPl0KqrKdlnV7s3/rV1nkvAHxdpdL1p6SbjtchdtHV+51Eno6JGERB79aGizdtS7WBWQ002O4KzZiqdpScjZmyBNYrpJVlVLIijXBfTEO/8UG0n4J8G/ssIyw9R0U9HyvvmYMp5mTjeVhTVGEpE4NfVlCbFYdlYNXSvrANcdSQRxOZ2tfzUzfukSrfz9vrIy5uS+2rHimX60XUGHRw3UheMzM7f86SarMvnTTQd/Kn3ez9F4miMJd7KfKYmgqi46uyui9Nd+OElEWyernW6IHh65CssMa003nU12ndfqa4rLyzHy0EFfMnK6KT0TlViT2K8kzAiSgX4HW2n8cx3lZQRxW6xAEHVMmnTEqSiJ4ENilRvk1omA8rXXhwb6s575OpLQ002ye2WHW/XUaeShsUyfzlMe/Whoy6mM9WaTWUlJnM5PwLWctBgkwUhCp0+PJILpprQkouMkHY6jDQn+lRXWkng6PcmsrPd8AllWUM+eGR5LHucW+ZpzenDjQrbOUG8/D+7pejpJaA/tWhI6fPjUq3zEmmxFHCkJS41yL/fvpPU/r16IPnDy43p4k8RJnOz7DAOByZDd10vfivbFBVVKV1u/GkTq/MroMOoCoszKx3E50R90lzaKgbsRony66WuV7nMloccNPh+5ZdB0ky8rkITMVuP2ikZGq6wy5Ti+nuBLMZzHaF+Zr8/PpfIt7l9edofD6aefgi39j19+6d7WJJDEGfJ4RxMYWX2NR4lpFp9/MFIO0lhRQ5+YR3eP16w0OuenjMavY2y1WaeUTRCd/y17K2haQeEt2+5w+HZ6KHfU8zn5MzxB0YEJggOUyDOQhG5FTmX0ya8LUtHBQTDdJEsMYpzNmST0SEIWEf1Mfa2SkESUp/PLWE9qNHBSI4ne6Sa/ryWJ4NWgFVIS8r0d1MEatXQDLzEKGhKc7EckUTrd5DJ3mfz000/fxg3JT/1lY1e+euZbk0jH3+At0glJ9EZz/f6Wabrz+KI/AEG2J9tk0e3WZ/IkoqrenpNDsNegSCerKjr/W2WsrKxekpoJOva8vaktmuB4yRKj+aR7QO5oSK6/MjKI6Oa4BOnppiASjZeEDkbRt7GccdL49YOgYnpBO/EGCHogkMThDwdniECcWhKyAr/I+Z/zBKmy3jrnaE/snM5NELQo6FV5m4JD2ivIyucWve1OvvTTTz8FyeR0k1PI6U0q+5VE9JN/OA+X/viJrL6dtOrPrQ4HsiyZxtfKet/Lmp+HhrOAaLXO+OSbaxL63WnlIBka6aL7BiOJaFZWL72lD82t2qt7IIWshnXWL/NJ94A+RQiakFOZaB0O5w5LL1yfziPRyOmm6KWruqzewYQcMchW6AVtPW4ICtL7BpI4nUf2qCSClgbN7C/rrVGnWKyPised+5/1mLBUQhJB22VugSRkSvfS3//+95OSxOlcIW6XvUsi8alzaWIyCKebZA46HMg8dZqDETWOqbVWMyAehOHin0j7Elj5PpNFp5F1zkkZ3XfQdFP0iTZ3b7m9tT0ZYd2n0aONnLZHm5BTGcvHOrgcktNNBSOJ6NVNPs7qIBsG/T5JBLsEVygdY6sU6Ub5ffVIQktCPtctDWbVZB3iZYm9rN4OxBPpsQxJBGo5ifgui9NG0dNNwbjh8KYQuUXm1gizjiSCT50eAZx/nsMYHYSAXjEEJVrve1lzmVUiIMrcDgZvr8anm2RHWTlEizvlRTqjqv0jiXR00OaOtitdhJUmKNFKk+7zk1KOdQStykTrcDh3WM50k39SZbopkES0rMyRRNAKPcLQf61GWdNNp/PT/+jzY3JMIEvvnW6yeltORl1eXlqa7B1JBEXoeaRDzCg6WTBuOAhtnN5GEroag5jCLstPN/nn6vN8Fo+CHHQ4sPIMitOHXFbpfIsZEA9nczhx3l6NTzfp2qaRlc9JGd03UxKJ6DDpdFNQdDSfdA9Ec7OOYKLt0feG3J6+uil4MnK6yRpJ6LJOycFEznRTkFvinRCZAvrD4XB/OFy8Pj2Fp//6uW5poA1Z297pJqu3pXguLy+DVZlT30jCISO7LCIYSchwrzVgjRv0dNOYSaeJJqyWn25yz2Of59R00ylDDHL7wYgayZPf/ummU1ISx76RhKxtmvOe6U9pVHXC6aY+45q1DY6Xzjm/x3TKRNC3KmO9N6KRSJ+e6ydVrm7yG50qomUdk4MJK55aTdC20I06O7sXkjjFRgzW82gzZW0TIwkr7uujE9wpcp7VL2+XF0WQc0Ru3+h0k3ZJYrrppEYSx7eF651KIicixz7PJdNNVpqDETVOqZPfcCijU2ac1aYkkRO5dOVzUhpVrXl1U1BQ+vhaBOLvzblXzCf7tCOzMon3ho5EMpZZnVZruulr6jdJRAtNSMKKpzp05jxJS+J4PtTIn26K2nfkdJNvrD3syJKE3zc63SRHCe5J8XTTHiWR/tT55+rzHLm66XQeUNzzINBYZ5124ItXKT3dFN09SHCqN900NNJF9+XqppzKJN4bJxWJZBiyOq3K1U3RErUnRLAOixk63ZR+Ek4BfZXT6+HQBZKwnp9iY4Ipppt8Y61VmV5JRItwFfaSsFwir27SC9dDp5uCV4MVkXVLIvGp88+D4zfb1U1BlbQkrMqnJSFPvWPbw9qmOe+Z/pRGVbm6qb8y6feGDBOH2tNN6aub/L+6lLOybEkEO+qrm/KfhFccnUvi1DfdZF3dlJhuyrm66RQTj29s2XST7p+K003BKkVaEsHltjLl+FFIglm+uwkAZqT3tyVWXdxWkYHeEoDertNUrxiSANgaSGKNROeO9PwSkgCACswWuDFELdJjBb0FSQBAOV+/x2ni8D1PKTsBSQDArEwdwTFEXYJAz3QTAEzOdHEcQ1Qnf4Fa7qKXMapXDEkAbJkpojmGmIJd30wHAAtSN6ZjiIkYH+KRBADAZtn170kAAEAaJAEAACZIAgAATJAEAACYIAkAADBBEgCwI/hOp6EgCQDYEUhiKPJHtmvZYlCe7969i5oASQBATfzddgWSuPzj5eH+8MtriyfUU1N9JJH43idNwgRIAgDGIscNSKKMBSXhxhCMJABgKpDEeJaShHfDkpIIfomXv/zl78b+fv2Na+PxdHoalE80feKlbfyV6weSWt/317QkAGDbyNGDfuSPJxIjic0PMhYZSVxeXvrojyQAoD5pPWhJpK968ibQSkASIzNM/85dhyQAYApyJCFVYa1YOAdEH04MSGJkhlFJ6NktLQMkAQDlrFQSDSpn2UtgO0YSADAF+ZJIT0NlSmJ8ZNcFNaKK6jfTIQkAWJ4xkih7VJdEI6qY4ms5LPFEy0ISADAKPVM0vyGQxPwgCQDIAklMyq4lsfhdKvzlL3/H/5V3zLmb2tL30E30eHoqvJ8urbTibGv9rX4zXS0YSQBAFouMGyqe8ifWxhlJJEASAJBFg5IYdCUrkigDSQBAD43oYeQ4Iy2JxVWBJAA2jpugf+029TM7K9KDjPLREQaSKANJANQBSbT20BNTjUui+mJ1Tp7OAdZ3cnRIAmA88iIfJNHOY3WSWPZbYDvjfjokATCYYNBgXQm6AWFsQBKZekAS3YKSWPz6bv7yt+7f4AdwLEms7hdy9A/7LHInxOKPn55+mr/zl/rRIQkjCYA6bHUk0cg91Ys/ZhtPyAX2xb8FtkMSALXYgyT2/JhZEl8fF5VvruZbYAEWILpGjSQ29kASwfbJJeG6IDMHgJZBEnt47FASliE6JAEwCCSxh0eVr4fKySSQRN37JPIlkTBEhyQABoEk9vCYQRKRC3MXGkmkDdGtURIoBxakQBIruhMbSVSXhPUVhDNIosv4ZTp93e0yVzchCdgMxfcNIIkVPap/G3nWvd8TSKIK80lCPkpqep5PWQ4AI0ESe3jkLydkfocgkhDp8iRRdlPi+Bz4y9/ivyPjTuN3X+/zzur0I33ftewxn9ISgMwqIYm6d1zXYq0jiTH5ABQwMow2PpJgDKEf1ul/9Cuh0t8TxUhCpKsnCZ2yLB+YiL0dgurn2k1pA0noB5JwrFsS+blBdfbW+Uhibw8k4ViHJHKOaGYNoRZ763YksbfHIEnkZ5izJtGULZAEFLK3bkcS+3zoyF4siZ7HjPdJSJr4ZTqrU3qyGtjFmTWEWuyn2ye68mdBSTgluC8Dl1t46Md6JbGmHx2yOqUnq4FdnFlDGM8au33Mbc9IYs+PqZSgH3uWxOl08tcXB8/T125be5Xlxt9af9fY5xWbXOt5Ux0yRQO39HyGgvj50nhwyT886fBUljPPy56vMbiMfHsMffvlb1/qebRitRq1pe2zddQiP1/aiiQSqVOPMtJ58qjySPR2y0fh9bW7uCjccTrKqjS+K3zRk7YOstn1SKJ3nzDKBJFoTG48pnhEezt9FFo4OgWSmCGALigJaAkkkdonHmjGsGww2vwj2tvp/m/huGRKYuYAiiSg6zokkbNnJPqMZNmQJFu0eDXqNifz2LXWD9HIKGP0IqETSUDXdXn3NAzNcFuSmI5lA1MLdajYkIKeb+eIIIml2ggZMJJYjjljaP72VTxk5Vd3RPQDSSzVRsiguiS6jF+m6xq543ph5o+nOdtX8Vj1EdGPNuMjkoCu66aRRBV2IIluSFQamr53x+IMW3gsfjjqPlqOj7OpouVO2De7lkTiPpR5/uZ/hNwuBZ89a8fiDJd9NHI4VtGcKn9nk8TpqekfyNvz3+o309WCkcT5Y2j6YEe5u1UN6/nij9lI99sUj/ZPnxlJ7J5djySWZ2hYHBRYrWBnZWs9X/wxG+lC9xkZ55FE+/2wY5BEA1gxOp0+Hc2jWaXDn/V88cdspAvdZ3BEErsHSTTA0FCYE8UqFjSbAxaXRJp9BkcksXuq30xXCyQxQW4jbTS/JNpkt8FxOmGsqx92xpz3SUQTWBrYkySaZUFJtIyvoa5w2nMbCIsTeWKlvbEP5r/jOtgSvd26QxJNMFQSOlnOjusFSSCJHbBrSSx+AXLjf90H2G+Jfrx1SutV69FCS2v1Urp1G2j1RJLgJomW/y7yo0MSRhLrIXMcMPT8eu2kRwzW9lWfO1dXxap7Y+ss8gV/EiSxKnJCfDo4bk8SmrQkNgCS2BPLSsIyRIckGqVMEnL7ZgJlAiSBJDYEkoAhIIkckASS2BAjJaGvds2XRMIQHZJolDFhbjMhspfN6xBJ7IlFfpmu6zNEhyQ2yIaDZpQNtxdJ7IkWfpkuCpLYHBsOmlE23F4ksSfm/2U6fdEtVzftgw0HzSgbbi+S2BO7/oK/rFul1kwLd+Ls9q8Lf4tXY8IG1lMFN9O1/JcfHQKYhg2PJBwVxxOMJBpm1yOJNimr51patyOQRI4YXCZIomGQxDDkaCudud+oh2np/DOL01nhibZAEoweNgGSGIAVlHslMTJ/+W9OGoA5KJYEelgVSCKXxO46fMstSAI2S5knkMSqmOKX6fLzXNPXckwtid5kOZLILw6gAmlJyFUHJLFaFvzuprQG1ieJTsXx6JpEQf46z8ReSALmRmpAL0cjiZWzlCTcGGJTI4nOlsSY/PWqdXovJAHLkL5OSYsEVsKyX8uxsCRybiSROSQyTzwfI4leB6QTtHAnDn/5ezq/845b59b1d5FfpmtFEkOxAvREksjRBiMJWAeMJFbLsr9xvTJJ+HzSU0DB9vxytQCi6xmJFQ4MAY2CJFbLzJII/l2fJCal+lgHoBW4s3q1zPyjQ9HZLb4F9htjKrmKBgLAuuDnS5ujrJ5raR0ArIulfpnOgSQAAJpm/h8dkimRBABA0/DdTQAAYIIkAADABEkAAIDJriWhr8YFAABJm4boFhxJWMnSuxe/ql8q21Jc3PhCq/dMU11dtj3n1YuLi1fj5rLES2WvVs8wZ8dEsmBLWQUmqrb1auKEuuylujv2bimuSbMgiWFbiosbXyiSKKhMhySQBJIYB5IYtqW4uPGFIomCynRIAkkgiXEgiWFbiosbXyiSKKhMhySQBJIYB5IYtqW4uPGFIomCynRIAkkgiXE0J4nZWKQCS7V62d5etvTMCLu6shopfc5CW4iwLdRhZpDE9gtdsNwWSkcSmym0hQDdQh1mpi1JzBlNqs/AlBU6T5NlKQfBDEV3Rqtnq4OPYgUTRGPKOiimDqa9001BxfxL0Y2J7bqIoe0t63YfoK1IPUMEz5mA2hhIYkAFqkvC/TtDq30R0QrMVnoXe4fkvGfG1DMI3L1hdAxzCilRuv9XB339r7VukbmeEc1kaFUzkZI4qLvPohurE12B2LYnkMSACqxdEkv1eSCJgjrUkkQiJlYhLYnqxSUyz2kskigASVjMLYlEMK01TVFcgYqFRrO1/pUNH1qTzL3kXEGw45g+t3o1mkZXQ9dqEPmSCGZXcmZv0mUlEujiEhuHttTaspQkdKOCSarMCBtMN8nQHN3iCw32GuOSHEnIguqWvggrk0QQSjJrVbECY0rsVCjsfR4tuiBc5kTb6fp8kCSq97yOevqMu4vFRB2mK0piULwe2lJryyKSsAqV3Zt5Jp4viUTUHhmgdaHR57Kg9erBsTJJ9OaQz3olUVATnV7bYro+HyOJMeU6iiURxL6ckF1XEsUttbbocYxu42HgsMZauLb6LdrS6pKI7lhlUihTEluakkIS5RUYU2g0aucXPV4S0XIDxperiyhLU1cS0Y3zS0JH1aklIcuVxVkba40keltaJokuYwDhC60uicRlTkgimQ5J5BWqI3ILkujdcTOS6FR0S8+6ZIbv4pFE8GoZQxdR0nWYaLopunEKSeSPMwYRLJ4HIIl+hkrCikGzSWJMBYoLjWY1gyQGeTFRmaHIvXpLQRIFbbR2b3BNIrqxuiSmC9OMJCyWlITPcylJWBWoVWji1WjR+Z2sc070oSWn3gieWbp/rgvKqUZBuY5EXJZT8Onp+8zYne8AFq4Poxeu9b5WgkPt6abexY9DbOEaSXRd0XSTHKzprGSMmEISYypQXGhaEtGirY2Dyg3y0Znol6QqipufU1BvNYorMChw+4LKgnViyeEQu1ZKv5SzVtxbenpLfqGDFq7T81pBPsFyd9klsMFG/dxnXn0kkbNCHr0EdmTpi7C8JJZikQrUKnRoPhXj+1KZFDNyDqfZshopfc5CW4izOXVooZ4VQRLrKPSgRjmLlLtgJsUgic0U2kLwRRIWSGL5QvUkzAzlIolmy2qkdCRRlmZFLCYJAABoHyQBAAAmSAIAAEyQBAAAmCAJAAAwmUQSAACwJZAEAACYVJMEAADsECQBAAAmSAIAAEyQBAAAmCAJAAAwQRIAAGCCJAAAwARJAACACZIAAAATJAEAACb/D78hW8oZ92z4AAAAAElFTkSuQmCC)
ثلاث قمم Triple top
وهو شبيه بالشكل السابق ولكن السعر يعود يلامس سعر القمة ثلاث مرات بدلاً من مرتين مكوناً ثلاث قمم ثم يعود وينخفض مغيراً اتجاهه .
كما ترى في هذا الشكل :
![](data:image/png;base64,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)
ثلاث قيعان Triple bottoms
وهو عكس الشكل السابق حيث يكون السعر في انخفاض ثم يكون ثلاث قيعان ليعكس اتجاهه نحو الارتفاع كما ترى في الشكل التالي:
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)
أشكال الاستمرار في الاتجاه Continuation patterns
وهي أشكال عندما تظهر فهي إشارة على أن ميل السعر قد يستمر في نفس اتجاهه . فإذا كان ميل سعر عملة ما في انخفاض وأثناء متابعتنا للرسم البياني لحركة السعر لاحظنا تشكل أحد هذه الأشكال فغالباً ما تكون هذه علامة على أن ميل العملة سيستمر في نفس الاتجاه وسيظل في انخفاض .
ومن الأشكال التي يعتبر ظهورها على الرسم البياني علامة لاستمرار حركة السعر :
المثلث Triangle
وهو شكل يتكون كالتالي : يكون السعر في ارتفاع إلى أن يصل لسعر معين ثم وفي الفترات الاحقة ينحصر السعر في نطاق يضيق شيئاً فشيئاً مشكلاً شكلاً شبيهاً بالمثلث ليعاود بعدها الارتفاع . فبعد أن يظهر هذا الشكل يستمر السعر في ارتفاع أو إذا ظهر بعد انخفاض يستمر في انخفاض بعد ظهور المثلث لذا يعتبر هذا الشكل من أشكال الاستمرار في الاتجاه . كما ترى في الشكل التالي:
والجدير بالذكر إن هذه الأشكال في الرسم البياني لحركة السعر تظهر كعلامة إما لتغير الاتجاه العام لحركة سعر العملة أو لاستمرار اتجاه حركة سعر العملة .
فهناك نوعين أساسيين من هذه الأشكال :
أشكال التغير في الاتجاه Reversal patterns
وهي أشكال عندما تظهر فهي إشارة لأن ميل سعر العملة قد يبدأ بالانعكاس . فإذا كان ميل سعر عملة ما في ارتفاع وأثناء متابعتنا للرسم البياني للسعر لاحظنا تشكل أحد هذه الأشكال فغالباً ما تكون هذه علامة على أن ميل العملة سينعكس من الارتفاع إلى الانخفاض .
ومن الأشكال التي يعتبر ظهورها على الرسم البياني علامة لانعكاس حركة السعر :
رأس وكتفان Head & shoulders
وهو شكل يتكون كالتالي : يكون السعر في ارتفاع مستمر إلى أن يصل لحد معين لنسميها نقطة "أ " ثم يبدأ السعر في الانخفاض إلى أن يصل لنقطة معينه لنسميها نقطة " ب " ثم يعود السعر للارتفاع إلى حد أعلى من نقطة " أ " ليصل عند نقطة نسميها " ج " ثم يعود للانخفاض إلى نفس مستوى الانخفاض السابق عند نقطة " ب " ليعود ويرتفع مرة أخرى ليصل السعر لحد مساوي – تقريباً – للنقطة " أ " عند نقطة " د" ثم يعود للانخفاض من جديد لنقطة تعادل مستوى سعر النقطة " ب " وبذلك يكون قد ارتفع السعر 3 مرات في المرة الثانية إرتفاع أعلى من المرتين الأخريين مشكلاً شكلاً شبيهاً بالرأس والكتفين على جانبيه . ويسمى الخط الذي كلما انخفض السعر إليه يعود ويرتفع "بخط العنق" nick line .
أنظر الشكل التالي
كما تلاحظ فإن السعر بعد أن شكل رأس وكتفين تغير ميله فبعد أن كان في ارتفاع قبل الكتف الأيسر left shoulder أصبح ميله نحو الانخفاض بعد الكتف الأيمن right shoulder ولذلك يقال أن هذا الشكل من أشكال التغير في الاتجاه Reversal pattern .
فعندما يراقب المتاجر سعر عملة ويلاحظ أن الرسم البياني لسعر العملة قد بدأ يكون شكلاً شبيهاً بالرأس والكتفين يمكنه أن يتوقع انخفاض السعر في المستقبل القريب وبالتالي قد يقرر أن يبيع العملة المباشرة أو يشتري العملة غير المباشرة .
رأس وكتفان معكوسان Invert head & shoulders
وهو نفس الشكل السابق ولكن بشكل معكوس حيث تكون العملة في الانخفاض ثم يتغير الاتجاه للارتفاع بعد تكون الشكل كما ترى في الشكل التالي :
قمتان Double top
وهو شكل يتكون كالتالي : يكون السعر في ارتفاع إلى أن يصل لسعر معين لنسميها نقطة " أ " ثم يعود وينخفض لسعر – نقطة – نسميها " ب " ثم يعود للارتفاع مرة أخرى حتى يصل لنفس السعر السابق عند نقطة " أ " ثم يعاود الإنخفاض من جديد مكوناً شكلاً شبيهاً بجبل له قمتان . كما ترى في الشكل وكما تلاحظ فإن السعر كان بميل نحو الارتفاع ثم بعد أن كون الشكل السابق تغير اتجاهة نحو الانخفاض لذا يعتبر ظهور هذا الشكل في الرسم البياني علامة على احتمال تغير اتجاه السعر .
كما ترى في الشكل التالي :
والشكل المعاكس للقمتين يسمى قاعين Double bottom حيث يكون السعر في انخفاض بدلاً من ارتفاع ثم يصل لنقطة ويعاود الارتفاع ثم يعود وينخفض مرة أخرى لنفس النقطة السابقة ثم يعود للارتفاع مشكلاً نفس الشكل السابق ولكن بشكل معكوس . فالسعر يكون في انخفاض ثم بعد أن يشكل قاعين يتحول للارتفاع لذا هو من أشكال تغير الاتجاه . كما ترى في الشكل الآتي :
ثلاث قمم Triple top
وهو شبيه بالشكل السابق ولكن السعر يعود يلامس سعر القمة ثلاث مرات بدلاً من مرتين مكوناً ثلاث قمم ثم يعود وينخفض مغيراً اتجاهه .
كما ترى في هذا الشكل :
ثلاث قيعان Triple bottoms
وهو عكس الشكل السابق حيث يكون السعر في انخفاض ثم يكون ثلاث قيعان ليعكس اتجاهه نحو الارتفاع كما ترى في الشكل التالي:
أشكال الاستمرار في الاتجاه Continuation patterns
وهي أشكال عندما تظهر فهي إشارة على أن ميل السعر قد يستمر في نفس اتجاهه . فإذا كان ميل سعر عملة ما في انخفاض وأثناء متابعتنا للرسم البياني لحركة السعر لاحظنا تشكل أحد هذه الأشكال فغالباً ما تكون هذه علامة على أن ميل العملة سيستمر في نفس الاتجاه وسيظل في انخفاض .
ومن الأشكال التي يعتبر ظهورها على الرسم البياني علامة لاستمرار حركة السعر :
المثلث Triangle
وهو شكل يتكون كالتالي : يكون السعر في ارتفاع إلى أن يصل لسعر معين ثم وفي الفترات الاحقة ينحصر السعر في نطاق يضيق شيئاً فشيئاً مشكلاً شكلاً شبيهاً بالمثلث ليعاود بعدها الارتفاع . فبعد أن يظهر هذا الشكل يستمر السعر في ارتفاع أو إذا ظهر بعد انخفاض يستمر في انخفاض بعد ظهور المثلث لذا يعتبر هذا الشكل من أشكال الاستمرار في الاتجاه . كما ترى في الشكل التالي:
وفي الحقيقة فإن للمثلث أنواع مختلفة منها المثلث المتماثل symmetrical triangle والمثلث الصاعد ascending triangle والمثلث الهابط descending triangle.
العلم Flag
وهو شكل شبيه بالمثلث ولكن بدلاً من تكون شكل شبيه بالمثلث يكون الشكل أقرب للعلم ثم يستمر السعر في اتجاهه السابق لذا فهو من أشكال الاستمرار في الاتجاه .
كما ترى في الشكل التالي :
هناك أشكال أخرى لكل منها خصائصها ولكن الأشكال التي ذكرناها هي الأكثر شهرة
كيف تتم الاستفادة من الأشكال في المتاجرة بالعملات ؟
كما تعلمت فإن المتاجر في تحليله لحركة سعر عملة ما يقوم بكثير من البحث في الرسم البياني باحثاً عن أي إشارة قد تمكنه من التوقع المستقبلي لحركة سعر العملة والذي على أساس هذا التوقع سيتخذ قرار البيع أو الشراء , ومن ضمن الأمور التي يبحث عنها هي الأشكال .
وملاحظة الأشكال في الرسم البياني لحركة السعر قد تتطلب بعض المران والممارسة وقد يكون من أهم فوائد الرسم البياني الخطي liner chart هو المساعدة في ملاحظة الأنماط بشكل أكثر وضوحاً .
يجدر بالذكر إن الأشكال في الرسم البياني لحركة السعر التي تمكنك من الاستنتاج السليم لحركة السعر هي الأشكال التي يتم اكتشافها في الاطار الزمني الطويل نسبياً . أي الأسبوعي واليومي بشكل خاص وفي بعض الأحيان إطار الساعة .
أما الأنماط التي يتم اكتشافها أتناء متابعة الرسم البياني ضمن اللأطار الزمني الأقل من الساعة مثل نصف الساعة والعشر دقائق .. الخ فهي في الأغلب لايعتمد عليها .
يهمنا أن تعلم بأن التحليل باستخدام الأشكال لا يمكن أن يكون منفصلاً عن طرق التحليل الأخرى فلا يكفي أن تلاحظ تكون شكلاً من هذه الأشكال في الرسم البياني لحركة السعر حتى تقرر البيع والشراء بل لا بد أن يكون القرار ناتج عن الجمع بين الإشارات التي تعطيك إياها الأشكال والإشارات التي تستنتجها من الطرق الأخرى في التحليل كالدعم والمقاومة وميل السعر والمؤشرات .
وهناك الكثير من المتاجرين المحترفين الذين لا يولون طريقة التحليل بالأشكال في الرسم البياني أي أهمية خصوصاً عند المتاجرين الذين يقومون بفتح وإغلاق الصفقات خلال فتره قصيرة لا تتجاوز الساعات فالتحليل باستخدام الأشكال يصلح أكثر للفترات الطويلة التي قد تمتد لأيام وأسابيع .
ننصحك في بداية تعلمك تحليل الرسم البياني أن تصرف النظر عن استخدام الأشكال في الرسم البياني في التحليل لأن الكشف عن الأشكال يتطلب بعض الخبرة لذا فإننا نرى أن تستخدم الأساليب الأخرى في التحليل كميل السعر ونقاط الدعم والمقاومة أولاً وبعد أن تكتسب شئ من الخبرة يمكنك أن تضيف على هذه الأساليب أسلوب التحليل باستخدام الأشكال في الرسم البياني لحركة السعر Patterns .
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