مقالات تداول الفوركس

<p>في عالم الأسواق المالية ، يتمتع الفوركس بمكانة خاصة. إنه السوق المالي الأكثر شعبية والأكبر في العالم ، ومنذ&nbsp;أبريل 2022 ، بلغ متوسط حجم التداول اليومي 7.5 تريليون دولار أمريكي. ولكن ماذا يعني الفوركس ، وكيف يمكنك التداول فيه ؟ في هذه المقالة ، سنرشدك إلى أساسيات سوق الفوركس والمصطلحات التي تحتاج إلى معرفتها لبدء تداول الفوركس.&nbsp;&nbsp;</p> <h2>ما هو الفوركس، وما هو تداول الفوركس؟&nbsp;</h2> <p paraeid="{93f134c7-cee5-4de3-81ee-2e125065900d}{218}" paraid="647064817">الفوركس ، الذي يشار إليه عادة باسم FX ، وهو اختصار يرمز إلى سوق الصرف الأجنبي. إنه سوق عالمي حيث يتم تحويل عشرات العملات إلى بعضها البعض لأغراض مختلفة ، مثل التجارة الدولية أو السياحة أو المكاسب الشخصية. نظرا لطبيعته ، يتضمن تداول العملات الأجنبية مجموعة واسعة من المشاركين في عملية التبادل هذه - الحكومات والبنوك والشركات متعددة الجنسيات والمستثمرين المؤسسيين وتجار التجزئة وحتى الأشخاص العاديين. في الواقع ، أي شخص سافر إلى الخارج واستبدل عملة بلده بعملة أخرى محلية خاصة بالوجهة التي ذهب إليها قد أجرى معاملة في سوق الصرف الأجنبي.&nbsp;</p> <h2 aria-level="2" paraeid="{06e1a6a0-15a5-422a-8624-495a3b0586fe}{9}" paraid="1096556678" role="heading">لماذا يحظى سوق الفوركس بشعبية كبيرة؟&nbsp;</h2> <p paraeid="{06e1a6a0-15a5-422a-8624-495a3b0586fe}{15}" paraid="1552477954">هناك العديد من الأسباب التي تجعل سوق العملات يحظى بشعبية كبيرة بين المتداولين عبر الإنترنت. فيما يلي بعض مزاياه الرئيسية:&nbsp;</p> <h3 aria-level="3" paraeid="{06e1a6a0-15a5-422a-8624-495a3b0586fe}{25}" paraid="1866255844" role="heading">أسهل في المتابعة&nbsp;</h3> <p paraeid="{06e1a6a0-15a5-422a-8624-495a3b0586fe}{31}" paraid="1402026146">لا يوجد سوى عدد قليل من العملات التي يتبعها معظم المتداولين - وتشمل هذه الدولار الأمريكي واليورو والجنيه الإسترليني. العملات الأخرى المفضلة، ولكن الأقل تداولا هي الدولار الكندي والدولار الأسترالي والدولار النيوزيلندي والين الياباني. نظرا لوجود عدد قليل فقط من العملات الشائعة للتركيز عليها، يمكن أن يساعد ذلك في تسهيل الأمر على المتداولين لتطوير فهم أعمق لسلوكهم والعوامل التي تؤثر على تحركاتهم.&nbsp;&nbsp;</p> <h3 aria-level="3" paraeid="{06e1a6a0-15a5-422a-8624-495a3b0586fe}{53}" paraid="1873877216" role="heading">السيوله&nbsp;</h3> <p paraeid="{06e1a6a0-15a5-422a-8624-495a3b0586fe}{59}" paraid="901813082">يجلب العدد الكبير من المشاركين والمعاملات سيولة عالية لتداول العملات الأجنبية، مما يؤدي إلى انخفاض كبير في تكاليف التداول. والعرض والطلب الموجودان دائما يجعل التداول على الرافعة المالية سهل الوصول للغاية. وتلك الرافعة المالية تسمح للمتداولين الجيدين حتى مع وجود مبلغ صغير من رأس المال باستخلاص ربح من أسواق الفوركس، وهو أمر يصعب القيام به عند تداول الأسهم.&nbsp;</p> <h3 aria-level="3" paraeid="{06e1a6a0-15a5-422a-8624-495a3b0586fe}{91}" paraid="923352377" role="heading">التقلبات&nbsp;</h3> <p paraeid="{06e1a6a0-15a5-422a-8624-495a3b0586fe}{97}" paraid="168727420">يمكن أن تتأثر أسعار الفوركس بعوامل مختلفة، والتي غالبا ما تسبب تقلبات عالية، وهذا يؤدي إلى العديد من فرص التداول. لنقارن ذلك مع أحد الأسهم، فقد لا يتحرك السهم في بعض الأيام، مما يجعل صعوبة في التداول اليومي. هذا ليس هو الحال مع تداول العملات الأجنبية، حيث يمكنك العثور على الفرص في أي وقت خلال اليوم، سواء كان ذلك بعد ساعات العمل أو قبلها أو أثناءها.&nbsp;&nbsp;</p> <h3 aria-level="3" paraeid="{06e1a6a0-15a5-422a-8624-495a3b0586fe}{131}" paraid="501479197" role="heading">إمكانية الوصول على مدار الساعة خمسة أيام في الأسبوع&nbsp;</h3> <p paraeid="{06e1a6a0-15a5-422a-8624-495a3b0586fe}{137}" paraid="730852113">نظرا للامركزية، يمكن إجراء معاملات الفوركس في أي وقت، باستثناء عطلة نهاية الأسبوع. لا يوجد تبادل مركزي، وبدلا من ذلك قامت البنوك المركزية والبنوك الكبيرة وصناديق التحوط ووسطاء التجزئة ببناء شبكات إلكترونية، والتعامل مباشرة مع بعضهم البعض لتسهيل التداول خارج ساعات التداول التقليدية.&nbsp;</p> <h3 aria-level="3" paraeid="{06e1a6a0-15a5-422a-8624-495a3b0586fe}{147}" paraid="456261201" role="heading">كيف يعمل سوق الفوركس؟&nbsp;</h3> <p paraeid="{06e1a6a0-15a5-422a-8624-495a3b0586fe}{153}" paraid="542536545">عندما يتبادل متداول فوركس عملة، فإنك تبيعها وتشتري عملة أخرى. نظرا لوجود عملتين دائما في هذه العملية، يتم تسعير أدوات الفوركس في أزواج - على سبيل المثال، EUR / USD أو GBP / USD. يشار إلى العملة الأولى باسم العملة الأساسية وتسمى العملة الثانية عملة التسعير.&nbsp;</p> <br /> <br /> <img alt="base currency EUR - USD Quote currency" src="/getmedia/6ce661c1-e988-483e-ad7a-39908fb6f085/what-is-forex-trading-image01.png" style="display: flex; margin: 20px auto;" title="base currency EUR - USD Quote currency" /> <h2 aria-level="2" paraeid="{06e1a6a0-15a5-422a-8624-495a3b0586fe}{196}" paraid="1729330311" role="heading">أنواع الأزواج في سوق الفوركس&nbsp;</h2> <p paraeid="{06e1a6a0-15a5-422a-8624-495a3b0586fe}{202}" paraid="1112767304">تنقسم أزواج العملات الأجنبية إلى ثلاث مجموعات كبيرة اعتمادا على العملات المدرجة فيها.&nbsp;</p> <h2 aria-level="3" paraeid="{06e1a6a0-15a5-422a-8624-495a3b0586fe}{208}" paraid="390702024" role="heading">أزواج العملات الرئيسية&nbsp;</h2> <p paraeid="{06e1a6a0-15a5-422a-8624-495a3b0586fe}{214}" paraid="662661346">تشمل الأزواج الرئيسية عملات الدول الأكثر تقدما المتداولة مقابل الدولار الأمريكي. الدولار الأمريكي موجود دائما في هذه الأزواج كعملة أساسية أو عملة تسعير لأنه عملة احتياطية رسمية في جميع أنحاء العالم، مما يعني أنه يستخدم على نطاق واسع في التجارة الدولية ويحتفظ به كاحتياطي من قبل البنوك المركزية في جميع أنحاء العالم. يجعل الدولار الأمريكي العملة المهيمنة في الفوركس والأسواق الأخرى مثل السلع التي يتم تداولها أيضا مقابله. بعض الأزواج الرئيسية الأكثر شيوعا هي EUR / USD و GBP / USD و USD / JPY.&nbsp;</p> <h3 aria-level="3" paraeid="{06e1a6a0-15a5-422a-8624-495a3b0586fe}{250}" paraid="1115035919" role="heading">أزواج العملات الثانوية&nbsp;</h3> <p paraeid="{10de4a7d-fd35-4c72-a0a5-7d09c5c74115}{1}" paraid="736480141">تشمل الأزواج الثانوية أيضا على عملات الاقتصادات الكبيرة ولكنها غير مرتبطة بالدولار الأمريكي، على سبيل المثال أزواج العملات - EUR / GBP أو EUR / CHF أو GBP / CAD .&nbsp;</p> <h3 aria-level="3" paraeid="{10de4a7d-fd35-4c72-a0a5-7d09c5c74115}{47}" paraid="1421837616" role="heading">أزواج العملات الغير شائعة</h3> <p paraeid="{10de4a7d-fd35-4c72-a0a5-7d09c5c74115}{57}" paraid="2096711341">تتكون أزواج العملات الغير شائعة عادة من عملة واحدة لاقتصاد رئيسي يتم تداولها مقابل عملة بلد نام. بعض الأمثلة هي AUD / MXN و USD / HKD و GBP / ZAR.&nbsp;</p> <h2 aria-level="2" paraeid="{10de4a7d-fd35-4c72-a0a5-7d09c5c74115}{105}" paraid="264704095" role="heading">كيف يعمل تداول العملات؟&nbsp;</h2> <p paraeid="{10de4a7d-fd35-4c72-a0a5-7d09c5c74115}{111}" paraid="820850582">تشير قيمة زوج الفوركس إلى قيمة العملة الأساسية مقابل عملة التسعير. بمعنى آخر، يوضح عدد وحدات عملة التسعير التي يمكنك الحصول عليها مقابل 1 وحدة من العملة الأساسية. وهذا ما يسمى أيضا سعر الصرف. على سبيل المثال، كان سعر صرف زوج العملات EUR / USD في وقت كتابة هذا التقرير 1.02839 ، مما يعني أنه مقابل 1 يورو، ستحصل على 1.02839 دولار أمريكي.&nbsp;</p> <br /> <img alt="base currency EUR - USD Quote currency" src="/getmedia/b7de8307-5d14-4929-8cd6-d1aa06f5dc55/what-is-forex-trading-image02.png" style="display: flex; margin: 20px auto;" title="base currency EUR - USD Quote currency" /> <p paraeid="{10de4a7d-fd35-4c72-a0a5-7d09c5c74115}{170}" paraid="654451908">من المهم ملاحظة أنه نظرا لأن سوق الفوركس لا مركزي، فقد يختلف سعر الصرف من وسيط أو من بنك إلى آخر.&nbsp;&nbsp;&nbsp;</p> <p paraeid="{10de4a7d-fd35-4c72-a0a5-7d09c5c74115}{180}" paraid="1172566438">عندما يتعلق الأمر بالتداول عبر الإنترنت، يقوم الوسطاء بالحصول على أسعار صرف العملات الخاصة بهم من مجموعة من المؤسسات تسمى مزودي السيولة - عادة البنوك والمؤسسات المالية الكبيرة الأخرى ويعرضونها كأسعار عرض وطلب.&nbsp;</p> <h2 aria-level="2" paraeid="{10de4a7d-fd35-4c72-a0a5-7d09c5c74115}{190}" paraid="716718546" role="heading">ما هي أسعار العرض والطلب في الفوركس؟&nbsp;</h2> <p paraeid="{10de4a7d-fd35-4c72-a0a5-7d09c5c74115}{196}" paraid="877908330">في تداول العملات الأجنبية، ربما تكون قد صادفت أسعار &quot;العرض&quot; و &quot;الطلب&quot;. فكر في &quot;العرض&quot; على أنه السعر الذي ستحصل عليه عندما تريد بيع عملة. أما &quot;الطلب&quot; فهو السعر الذي ستدفعه عندما تريد الشراء. على سبيل المثال، إذا كنت تنظر إلى EUR / USD ، فإن &quot;العرض&quot; يخبرك بعدد الدولارات الأمريكية التي ستتلقاها مقابل بيع 1 يورو، بينما يمثل &quot;الطلب&quot; عدد الدولارات الأمريكية التي تحتاج إلى إنفاقها لشراء 1 يورو.&nbsp; كما ترى في الصورة أدناه، ستتلقى 1.02839 دولارا أمريكيا لبيع يورو واحد، بينما إذا كنت ستشتري يورو واحدا، فستحتاج إلى دفع 1.02847. سعر الشراء هذا أعلى قليلا من سعر البيع بسبب السبريد ، وهو الفرق بين أسعار &quot;العرض&quot; و &quot;الطلب&quot;.&nbsp;</p> <br /> <img alt="table with instrument sell buy columns" src="/getmedia/0dc1949c-bd93-47ef-a868-7acf8d50ef8f/what-is-forex-trading-image03.png" style="display: flex; margin: 20px auto;" title="table with instrument sell buy columns" /> <h2 aria-level="2" paraeid="{10de4a7d-fd35-4c72-a0a5-7d09c5c74115}{251}" paraid="2119823061" role="heading">ما هو السبريد في تداول الفوركس؟&nbsp;</h2> <p paraeid="{2b6360f0-aab5-4897-99a6-07e2fffa0413}{6}" paraid="1513173463">السبريد في تداولات الفوركس يعني الفرق بين أسعار البيع والشراء ,وهى تمثل تكلفة الصفقة لكل زوج من العملات. سواء كنت تشتري أو تبيع عملة ، دائما يتم تحصيل هذا المبلغ منك عند فتح صفقة. السبريد هو ما يكسبه الوسيط الخاص بك لتمكينك من التداول. إنه هامش ربح، بنفس الطريقة التي يضيف بها تجار التجزئة هامش ربح على أي منتج آخر. وعلى أي حال، فإن المنافسة العالية في أسواق الفوركس تضمن أنها أرخص سوق مالي للتداول.&nbsp;&nbsp;&nbsp;&nbsp;</p> <p paraeid="{2b6360f0-aab5-4897-99a6-07e2fffa0413}{36}" paraid="232855737">في الصورة أدناه ، نرى أن تكلفة التداول هي 0.8 ، وبالنسبة لمعاملة بقيمة 100000 يورو ، ستكون التكلفة 8 دولارات أمريكية ، مما يجعلها رخيصة بشكل غير قابل للمنافسة.&nbsp;&nbsp;&nbsp;&nbsp;</p> <p paraeid="{2b6360f0-aab5-4897-99a6-07e2fffa0413}{58}" paraid="1647810264">عندما تفتح صفقة ، يتم خصم السبريد من البداية. في الصفقة الرابحة ، يتم خصم تكلفة السبريد من الربح ، وفي الصفقة الخاسرة ، تتم إضافتها إلى الخسارة.&nbsp;</p> <br /> <img alt="table with instrument sell buy columns" src="/getmedia/0d6ce7ac-c7be-40f0-82b6-4a292c3855ac/what-is-forex-trading-image04.png" style="display: flex; margin: 20px auto;" title="table with instrument sell buy columns" /> <p paraeid="{2b6360f0-aab5-4897-99a6-07e2fffa0413}{65}" paraid="479050008">من المهم ملاحظة أن السبريد يعتمد بشكل مباشر على سيولة زوج العملات. على سبيل المثال ، عادة ما يكون للأزواج الأكثر سيولة (العملات الرئيسية) فروق أسعار ضيقة للغاية ، مما يعني أنه يمكن للمتداولين فتح صفقات بتكلفة أقل وتحقيق ربح أسرع إذا تحرك السوق لصالحهم. يتم تداول الأزواج الثانوية في كثير من الأحيان ويكون لها فروق أسعار أكبر، مما يزيد قليلا من تكلفة التداول ، وأزواج العملات الغير شائعة لها أكبر فروق أسعار.&nbsp;</p> <p paraeid="{2b6360f0-aab5-4897-99a6-07e2fffa0413}{83}" paraid="1620139339">&nbsp;&nbsp;</p> <p paraeid="{2b6360f0-aab5-4897-99a6-07e2fffa0413}{89}" paraid="1367151287">تختلف قيمة السبريد أيضا من وسيط لآخر ويمكن أن يكون مختلفا اعتمادا على نوع الحساب داخل نفس الوسيط. على سبيل المثال ، إذا كنت تتداول الفوركس مع ThinkMarkets ، فإن الحساب التقليدي &quot;Standard&quot; سيمنحك الوصول إلى فروق أسعار صغيرة - بضع نقاط فقط ، ولكن إذا اخترت حساب تداول ThinkZero ، فسيكون لمعظم الأزواج 0 فروق أسعار.&nbsp;</p> <p aria-level="2" paraeid="{2b6360f0-aab5-4897-99a6-07e2fffa0413}{123}" paraid="1883698555" role="heading">ما هي النقاط في الفوركس؟&nbsp;</p> <p paraeid="{2b6360f0-aab5-4897-99a6-07e2fffa0413}{129}" paraid="99980683">في تداول العملات الأجنبية ، تشير النقطة إلى النسبة المئوية في هيئة نقاط أو الفائدة السعرية في هيئة نقاط. إنها أصغر حركة مكونة من رقم واحد لسعر العملة تقاس بالفاصلة العشرية الرابعة وتستخدم لحساب السبريد.&nbsp;</p> <p paraeid="{2b6360f0-aab5-4897-99a6-07e2fffa0413}{153}" paraid="1232180066">&nbsp;&nbsp;</p> <p paraeid="{2b6360f0-aab5-4897-99a6-07e2fffa0413}{159}" paraid="222084947">إليك رسم صغير لمساعدتك على فهم كيفية عمل سعر العملة:&nbsp;</p> <br /> <img alt="EUR/USD" src="/getmedia/5a1f9093-0c16-4fcd-b1c7-7e8274bec12c/what-is-forex-trading-image05.png" style="display: flex; margin: 20px auto;" title="EUR/USD" /> <p>يتم عرض أزواج العملات الأجنبية التي تحتوي على الين الياباني كعملة تسعير فقط حتى الفاصلة العشرية الثالثة ، لذلك يتم قياس النقطة بالرقم الثاني.&nbsp;<br /> &nbsp;</p> <img alt="USD/JPY" src="/getmedia/5ee3c9cb-3972-4b49-b098-7c761624aefb/what-is-forex-trading-image06.png" style="display: flex; margin: 20px auto;" title="USD/JPY" /> <p>لحساب السبريد ، تحتاج إلى طرح سعر البيع من سعر الشراء. في مثالنا السابق ، السبريد هو:&nbsp;</p> <br /> <img alt="1.02847 - 1.02839 = 0.8 pips" src="/getmedia/72f5e4d8-fc4b-4dbe-aa5f-b081b3ec9fbd/what-is-forex-trading-image07.png" style="display: flex; margin: 20px auto;" title="1.02847 - 1.02839 = 0.8 pips" /> <p>الآن ، قد يكون سؤالك التالي هو كيفية حساب ربحك أو خسارتك بالنقاط عند تداول الفوركس وكيفية تداول الفوركس في المقام الأول. توجه إلى <a href="/ar/trading-academy/forex/what-affects-forex-exchange-rates">مقالتنا التالية</a>&nbsp;، حيث نناقش ذلك بالتفصيل. يمكنك أيضا إنشاء حساب تداول تجريبي على ThinkTrader لتطبيق معرفتك المكتسبة حديثا في الممارسة العملية.&nbsp;</p>

<p><span style="font-size:11pt"><span style="background:white"><span style="line-height:18.0pt"><span style="vertical-align:baseline"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-size:12.0pt"><span style="font-family:Almarai"><span style="color:black">تعد نماذج شموع المطرقة والمطرقة المقلوبة من بين أكثر أشكال الشمعة المفردة شيوعا. لقد تم تسميتها على هذا النحو بسبب تشابهها في الشكل مع المطرقة - جسم قصير من أحد طرفيه وفتيل طويل من طرف آخر.<br /> <br /> قد يبدو وصف المطارق مشابها لـ </span></span></span><span style="font-family:Almarai"><span style="color:black"><a href="/trading-academy/forex/analysis/doji-candlestick-pattern"><b><span lang="AR-SA" style="border:none windowtext 1.0pt; font-size:12.0pt; padding:0in"><span style="color:#007c8c">شمعة دوجي</span></span></b></a></span></span><span lang="AR-SA" style="font-size:12.0pt"><span style="font-family:Almarai"><span style="color:black">. ومع ذلك ، في حين أن جسم شمعة دوجي قصير جدا بحيث يبدو وكأنه خط أفقي ، فإن كلا من المطرقة والمطرقة المقلوبة لهما أجسام مرئية أطول قليلا. دعونا نرى كيف تبدو.</span></span></span></span></span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="vertical-align:baseline"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-size:20.0pt"><span style="font-family:Almarai"><span style="color:black">نمط شمعة المطرقة</span></span></span></span></span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="vertical-align:baseline"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black">في شمعة المطرقة ، توجد أسعار ا</span></span></span><span lang="AR-EG" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black">لا</span></span></span><span lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black">فتتاح والإغلاق وأعلى سعر بالقرب من بعضهم البعض مما يخلق جسما في الأعلى ، بينما يمتد الفتيل الطويل إلى الأسفل. عادة ما يكون حجم الفتيل ضعف حجم الجسم.</span></span></span><br /> <br /> <span dir="LTR" lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black"><img alt="نمط شمعدان هامر الهابط والصعودي" src="data:image/png;base64,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" style="width:552px; height:367px" /></span></span></span><br /> <br /> <span lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black">بغض النظر عن لون الجسم ، فإن كلا المثالين في الصورة أعلاه عبارة عن مطارق. عادة ما تعتبر الشمعة الخضراء إشارة أقوى حيث يحدث الإغلاق في الجزء العلوي من الشمعة ، مما يشير إلى زخم قوي.</span></span></span></span></span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="vertical-align:baseline"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-size:20.0pt"><span style="font-family:Almarai"><span style="color:black">نمط شمعة المطرقة المقلوبة</span></span></span></span></span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="vertical-align:baseline"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black">المطرقة المقلوبة هي بالضبط ما يوحي به الاسم نفسه - مطرقة مقلوبة رأسا على عقب. يتم تسجيل الظل العلوي الطويل (الفتيل) ، مصحوبا بسعر الإغلاق والافتتاح وأدنى سعر بالقرب من نفس المستوى في الأسفل. مرة أخرى ، يجب أن يكون الفتيل العلوي ضعف حجم الجسم.</span></span></span><br /> <br /> <span dir="LTR" lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black"><img alt="نموذج شمعدان المطرقة المقلوبة الصاعد والهبوطي" 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" style="width:552px; height:368px" /></span></span></span><br /> <br /> <span lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black">كما هو الحال مع المطرقة ، فإن النسخة الخضراء من المطرقة المقلوبة أكثر صعودا بسبب إغلاقها العالي.</span></span></span></span></span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="vertical-align:baseline"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-size:20.0pt"><span style="font-family:Almarai"><span style="color:black">كيف تعمل شموع المطرقة والمطرقة المقلوبة؟</span></span></span></span></span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="vertical-align:baseline"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black">كما ذكرنا سابقا ، يعتبر كلا النموذجين من أنماط الانعكاس القوية.<br /> <br /> في مرحلة ما من الاتجاه الهبوطي ، يزيد المضاربون على الارتفاع من وجودهم ويدفعون السعر للأعلى ، مما يتسبب في إغلاق أعلى. هذا عندما يحدث نمط المطرقة ، مما يشير إلى اتجاه محتمل ، حيث لا يستطيع الدببة منع حدوث إغلاق أعلى.<br /> <br /> إنه بالضبط سعر الإغلاق في الجزء العلوي من الشمعة الذي يشير إلى أن المضاربين على الارتفاع تغلبوا على الدببة وسيطروا على السوق.<br /> <br /> يولد نمط المطرقة المقلوبة أيضا نفس الإشارة ولكن بطريقة مختلفة. أسعار افتتاح وإغلاق هذه الشمعة في القاع ، مما يشير إلى ضغط البيع وهيمنة الدببة. ومع ذلك ، فإن الفتيل الطويل في الجزء العلوي من الشمعة يعني أن المضاربين على الارتفاع كانوا أقوياء بما يكفي لدفع السعر للأعلى ويشير إلى انعكاس محتمل.<br /> <br /> تعتبر شمعة المطرقة ، مع سعر إغلاق في الأعلى ، توفر نمط انعكاس صعودي أقوى من المطرقة المقلوبة ، مع سعر الإغلاق في الأسفل.</span></span></span></span></span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="vertical-align:baseline"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-size:20.0pt"><span style="font-family:Almarai"><span style="color:black">كيفية التداول بنموذج المطرقة والمطرقة المقلوبة</span></span></span></span></span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="vertical-align:baseline"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black">تعتمد استراتيجية التداول بنماذج شموع المطرقة والمطرقة المقلوبة على رغبة المتداول في المخاطرة. نظرا لأن كلتا الشمعتين عبارة عن إشارات صعودية ، فقد يفتح المتداولون الذين لديهم شهية عالية للمخاطرة صفقة بمجرد أن يروا هذا النمط قد تشكل ، متوقعين انعكاس الاتجاه. في هذه الحالة ، غالبا ما يكون سعر إغلاق المطرقة بمثابة نقطة دخول ، ويمكن أن يشير أدنى سعر للنمط (نهاية الفتيل) إلى وقف الخسارة.<br /> <br /> قد ينتظر المتداولون الذين لا يحبون المخاطرة إغلاق شمعتين أو ثلاثة أخرين لتأكيد الاتجاه. في أي من السيناريوهين ، يقوم معظم المتداولين بالشراء بمجرد تأكيد المطرقة أو المطرقة المقلوبة.<br /> <br /> توضح الصورة أدناه مثالا على كيفية انعكاس الاتجاه الهبوطي وبدء التحرك صعودا مباشرة بعد ظهور المطرقة.</span></span></span><br /> <br /> <span dir="LTR" lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black"><img alt="شمعة المطرقة وانعكاس الاتجاه في مخطط الأسعار" src="data:image/png;base64,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" style="width:552px; height:399px" /></span></span></span><br /> <span lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black">من ناحية أخرى ، إذا كان لديك صفقة بيع مفتوحة في اتجاه هبوطي ، فيمكن اعتبار كل من شمعتي المطرقة إشارة خروج قبل انعكاس الاتجاه.<br /> <br /> من المهم ملاحظة أنه تماما مثل أي نمط شموع آخر ، لا المطرقة ولا المطرقة المقلوبة هي إشارة تداول مباشرة ولكنها اقتراح. هناك دائما احتمال أن يتحرك السوق في الاتجاه المعاكس لتوقعاتك.<br /> <br /> يستخدم العديد من المتداولين أدوات تحليل فني إضافية لتأكيد النتائج التي توصلوا إليها والحصول على المزيد من رؤى وتوقعات التداول. على سبيل المثال ، يمكن أن تؤكد خطوط الاتجاه اختراق السعر ، كما هو موضح في الصورة أدناه.</span></span></span><br /> <br /> <span dir="LTR" lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black"><img alt="مطرقة شمعة وخطوط الاتجاه في مخطط الأسعار" 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" style="width:552px; height:415px" /></span></span></span><br /> <br /> <span lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black">علاوة على ذلك ، قد يكون من المفيد تحديد مستويات الدعم والمقاومة الأفقية لوضع أوامر وقف الخسارة وجني الأرباح وتحديثها مع تحرك السوق. أدوات إدارة المخاطر ضرورية في كل استراتيجية تداول.</span></span></span><br /> <br /> <span dir="LTR" lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black"><img alt="شمعة المطرقة والدعم والمقاومة في مخطط الأسعار" src="data:image/png;base64,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" style="width:552px; height:369px" /></span></span></span></span></span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="vertical-align:baseline"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-size:20.0pt"><span style="font-family:Almarai"><span style="color:black">نماذج المطارق مقارنة بنموذج الشهاب مقارنة بنموذج الرجل المشنوق</span></span></span></span></span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="vertical-align:baseline"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black">قد يلاحظ المتداولون الأكثر دراية بالشموع أن كلا من نماذج المطرقة والمطرقة المقلوبة تبدو تماما مثل أنماط الرجل المشنوق والشهاب. إنهما ، في الواقع ، متشابهان جدا. الفرق الرئيسي هو أن كلا من الرجل المشنوق ونجم الشهاب يحدثان في اتجاه صعودي ، بينما تحدث كلتا المطارق في اتجاه هبوطي.</span></span></span><br /> <br /> <span dir="LTR" lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black"><img alt="المطرقة مقابل المطرقة المقلوبة مقابل الرجل المعلق مقابل الشهاب" 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" style="width:552px; height:368px" /></span></span></span><br /> <span lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black">في مقالتنا التالية ، سنشرح كيف</span></span></span><span style="font-family:Almarai"><span style="color:black"><a href="/trading-academy/forex/analysis/hanging-man-pattern"><b><span lang="AR-SA" style="border:none windowtext 1.0pt; font-size:13.5pt; padding:0in"><span style="color:#007c8c"> تعمل أنماط شموع الرجل المشنوق والشهاب</span></span></b></a></span></span><b><u> </u></b><span lang="AR-SA" style="font-size:13.5pt"><span style="font-family:Almarai"><span style="color:black">وكيف يمكنك تحديد فرص التداول بمساعدتهم.<br /> <br /> وفي الوقت نفسه ، قم بإنشاء حساب تجريبي خال من المخاطر وتدرب على العثور على شموع المطرقة والمطرقة المقلوبة في الرسم البياني.</span></span></span></span></span></span></span></span></span></span></p> <div paraeid="{a93e94ed-6fea-4c9f-a350-f7bc6677a4d1}{52}" paraid="1878194966">&nbsp;</div>

<p aria-level="1" paraeid="{31874289-8d31-4d9a-9a0f-aa9d9b67eb43}{164}" paraid="244553932" role="heading">يتم العثور على نموذج شهاب في قمة الاتجاه الصعودي ، عندما يفقد الاتجاه زخمه.&nbsp;<br /> &nbsp;<br /> الشهاب هو في الواقع شمعة المطرقة مقلوبة رأسا على عقب ، تشبه إلى حد كبير نمط المطرقة المقلوبة. يمتد الفتيل لأعلى ، بدلا من أن ينخفض ، في حين أن سعر الافتتاح وأدنى سعر وسعر الإغلاق جميعهم قريبين من نفس المستوى في الجزء السفلي من الشمعة.&nbsp;<br /> &nbsp;<br /> الفرق هو أن الشهاب يحدث في قمة الاتجاه الصعودي. إنه نمط مخطط بياني هبوطي لأنه يساعد في إنهاء الاتجاه الصعودي. من ناحية أخرى ، المطرقة المقلوبة ، هي نمط مخطط بياني صعودي يمكن العثور عليه في الجزء السفلي من الاتجاه الهبوطي ويشير إلى أن السعر من المرجح أن يتجه صعودا.&nbsp;<br /> &nbsp;<br /> <img alt="الشهاب نجمة نمط الشمعدان" 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WigBKMD0paKACiiigD//2Q==" unselectable="on" />&nbsp;</p> <p paraeid="{31874289-8d31-4d9a-9a0f-aa9d9b67eb43}{228}" paraid="169686293">تعتبر كل من النسختين الخضراء والحمراء من الشهب على الرغم من أن الشمعة الهابطة (الحمراء) مؤثرة وفعالة بشكل أكبر نظرا لأن إغلاقها يقع في أسفل الشمعة. مرة أخرى على غرار المطرقة ، يجب أن يكون الظل أو الفتيل ضعف طول الجسم نفسه.&nbsp;&nbsp;</p> <p paraeid="{31874289-8d31-4d9a-9a0f-aa9d9b67eb43}{246}" paraid="1913974053">&nbsp;&nbsp;</p> <p paraeid="{31874289-8d31-4d9a-9a0f-aa9d9b67eb43}{252}" paraid="1369929617">بشكل عام، كلما كان الفتيل أطول كلما كان الانعكاس أقوى ، لأن الفتيل الطويل يشير إلى عدم قدرة الثيران على تأمين إغلاق مرتفع.&nbsp;&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{11}" paraid="1885418057">&nbsp;&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{17}" paraid="280987817">يفضل بعض المتداولين الانتظار ومعرفة ما إذا كانت الشمعة التالية هبوطية ، مما سيؤكد حدوث الانعكاس. &nbsp;<br /> &nbsp;<br /> في كلتا الحالتين ، فإن حدوث الشهاب في الجزء العلوي من الاتجاه الصعودي يولد فقط إشارة إلى انعكاس وشيك ولا ينبغي اعتباره إشارة تداول مباشرة.&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{25}" paraid="577983217">&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{29}" paraid="1170070043">ما الذي سيظهره نمط الشهاب لنا&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{49}" paraid="918473837">كما هو موضح سابقا ، فإن الشهاب هو&nbsp; نمط انعكاس هبوطي يشير إلى التغيير المحتمل في اتجاه السعر. يقترب الاتجاه الصعودي من نهايته حيث يضعف الزخم ، ويشعر البائعون بمزيد من الثقة في قدرتهم على فرض انعكاس في حركة السعر.&nbsp;&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{59}" paraid="653157078">&nbsp;&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{65}" paraid="1915908645">لهذا السبب ، فإن نموذج شمعة الشهاب هو نمط فعال للغاية. يعطي شكل النموذج الكثير من الاهتمام حيث يبرز الفتيل دائما عن بقية حركة السعر.&nbsp;&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{87}" paraid="2071255572">&nbsp;&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{93}" paraid="342001774">هذا هو الحال بشكل خاص عندما يكون فتيل الشهاب هو أيضا القمة الجديدة على المدى القصير.&nbsp;&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{107}" paraid="1406970332">&nbsp;&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{113}" paraid="1816707539">وبالتالي ، على الرغم من نجاح المشترين في الضغط نحو قمة جديدة ، إلا أنهم فشلوا في فرض إغلاق بالقرب من أعلى مستوى لجلسة التداول. عدم قدرتهم الآن هو فرصة للبائعين لعكس حركة السعر ومحو المكاسب السابقة. &nbsp;<br /> &nbsp;&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{125}" paraid="1375457385">لذلك ، فإن القوة الرئيسية لشمعة الشهاب هي قدرتها على توليد إشارة انعكاس. بالطبع ، قد لا يكون ذلك صحيحا دائما ، لكنه يعتبر فعالا وموثوقا به. ومع ذلك ، يرجى ملاحظة أن هذه لا تزال إشارة واحدة تم إنشاؤها بواسطة واحد من مئات المؤشرات الفنية.&nbsp;&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{139}" paraid="1098722103">&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{143}" paraid="514881626">لهذا السبب ، من المهم دائما التحقق من الإشارة التي يولدها نمط الشهاب عن طريق مؤشرات أخرى أو أنماط شموع&nbsp;أخرى. على سبيل المثال ، بالقرب من شمعة الشهاب قد تكون هناك أنماط أخرى تشير إلى الانعكاس أو التردد.&nbsp;<br /> &nbsp;<br /> يمكنك التجربة والتدرب على اكتشاف نمط الشهاب جنبا إلى جنب مع المؤشرات الفنية الأخرى باستخدام <a href="/ar/metatrader5" rel="noreferrer noopener">منصة التداول Metatrader 5.</a>&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{179}" paraid="565720295">&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{183}" paraid="775291675">كيفية التداول على نمط الشهاب&nbsp;&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{195}" paraid="1569693916">يشبه التداول على نمط الشهاب التداول على نمط المطرقة. ينصب التركيز على الشمعة نفسها بالطبع ، خاصة الفتيل الذي يمتد إلى أعلى. في المثال أدناه ، نرى مخطط بياني لزوج عملات الدولار الاسترالي مقابل الدولار الأمريكي AUD / USD يتحرك في اتجاه صعودي.&nbsp;<br /> &nbsp;<br /> في منتصف الرسم البياني ، تصحح حركة السعر هبوطيا فقط للعودة إلى الأعلى مرة أخرى وبسرعة. والذي يلي هذا هو القمة الجديدة في سياق شمعة صعودية طويلة. إذا نظرت إلى هذه الشمعة فقط ، فإن الوضع يبدو إيجابيا للغاية بالنسبة للمضاربين على الارتفاع ، حيث يوجد اتجاه صعودي قيد التشكل وقد تم رسم القمة الجديدة للتو.&nbsp;<br /> &nbsp;<br /> <img alt="يتداول الدولار الأسترالي مقابل الدولار الأمريكي على نموذج الشهاب" 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" unselectable="on" />&nbsp;<br /> &nbsp;&nbsp;</p> <p paraeid="{0a0f63c6-6a97-4ee6-9653-83f0d7227cca}{254}" paraid="135756002">ومع ذلك، فإن الوضع تغير بسرعة. يتحرك السعر صعودا مرة أخرى خلال جلسة التداول، ويفشل في إنشاء قمة جديدة ، وينعكس ليغلق عند قاع الجلسة. وهذا نتيجة تشكل شمعة الشهاب.&nbsp;&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{35}" paraid="770113779">&nbsp;&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{41}" paraid="2030635932">الشمعة التالية هي شمعة هبوطية طويلة تؤكد حدوث انعكاس. في النهاية، تتراجع حركة السعر بمقدار 250 نقطة. &nbsp;<br /> &nbsp;<br /> عندما تقرر التداول على الانعكاس الذي بدأه نمط شمعة شهاب،&nbsp; يجب دائما وضع وقف الخسارة فوق قمة الشمعة. يمكن القول إن هذه هي أعظم قوة لهذا النمط ، وكما هو الحال مع نمط المطرقة ، فإنها تمنحك مستوى واضحا للعب ضده.&nbsp;<br /> &nbsp;&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{80}" paraid="115557494">أي حركة مستمرة، مع إغلاق مرتفع ، فوق قمة الشمعة ، تبطل النمط. يعتمد أمر جني الأرباح على أسلوب التداول الخاص بك وإدارة المخاطر. نصيحتنا هي الاطلاع على ومراجعة المؤشرات الأخرى ، مثل <a href="/ar/trading-academy/forex/analysis-fibonacci-ratios" rel="noreferrer noopener">فيبوناتشي </a>أو خطوط الاتجاه أو المتوسطات المتحركة ، وأن تقرر ما إذا كنت تريد الخروج من صفقة إيجابية أم لا.&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{105}" paraid="639833592">&nbsp;&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{111}" paraid="2112509089">لتوضيح ذلك، دعنا ننقل انتباهك إلى الرسم البياني أدناه. لدينا تداول جانبي للدولار النيوزيلندي / الدولار الأمريكي للجزء الأكبر من الرسم البياني. في الجزء الأوسط من الرسم البياني ، تبدأ حركة السعر في الارتفاع تدريجيا.&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{125}" paraid="494580409">&nbsp;&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{131}" paraid="1966382635"><img alt="الدولار النيوزيلندي مقابل الدولار الأمريكي يتداول على نمط الشهاب" 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" unselectable="on" />&nbsp;<br /> &nbsp;&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{138}" paraid="786591672">في نقطة ما، تتشكل قمة جديدة ، فوق المقاومة الأفقية. ومع ذلك ، يفقد المشترون السيطرة على حركة السعر ، مما يؤدي إلى التراجع. الفشل في مستويات المقاومة / الدعم المهمة ليس فشلا اعتياديا ، بل عادة ما يكون أكثر أهمية. لهذا السبب ، تدور حركة السعر مرة أخرى لأسفل بعد الفشل في كسر المقاومة ومن ثم العودة إلى الدعم.&nbsp;&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{168}" paraid="929249478">&nbsp;&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{174}" paraid="823731040">يظهر الخط الأحمر العلوي وقف الخسارة الخاص بنا، والذي يزيد بحوالي 20 نقطة عن أعلى مستوى للجلسة. أي تحرك إلى هذه المستويات حيث يكون وقف الخسارة يعني أن الزوج في منطقة اختراق ولا يوجد انعكاس.&nbsp;&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{188}" paraid="440804978">&nbsp;&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{194}" paraid="1874951842">أمر جني الأرباح الخاص بنا (الخط الأسود الأفقي السفلي) هو خط اتجاه بسيط يوضح المكان الذي وصل فيه الزوج إلى القاع خلال المحاولة السابقة للتحرك هبوطيا. وبالتالي، فإننا نبحث عن تراجع إلى الدعم القديم.&nbsp;&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{208}" paraid="318967549">&nbsp;&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{214}" paraid="2129086807">في هذه الحالة، نخاطر ب 20 نقطة لكسب ما يقرب من 90 نقطة. تظهر عملية حسابية بسيطة أنها نسبة مخاطرة 1: 4.5 ، وهي صفقة مربحة للغاية. الفرص المربحة مثل هذه نادرة جدا في الأسواق ، ولكن هذا يوضح مدى فعالية وتأثير نموذج شمعة الشهاب.&nbsp;</p> <p paraeid="{6f159349-8d31-4254-b0f9-32f5439e1fa1}{252}" paraid="725605916">&nbsp;</p> <p paraeid="{3822e974-07d8-4c1a-b384-b92e22afeb37}{1}" paraid="1985322525">قبل أن تبدأ في المخاطرة برأس مالك ، قد ترغب في التفكير في<a href="https://portal.thinkmarkets.com/account/individual/demo" rel="noreferrer noopener" target="_blank"> فتح حساب تداول تجريبي</a>. بهذه الطريقة ، سوف تتدرب على الأموال الافتراضية وتجهز نفسك بمجموعة من أنماط وأشكال التداول لتطبيقها عند بدء التداول الحقيقي.&nbsp;</p> <p paraeid="{3822e974-07d8-4c1a-b384-b92e22afeb37}{24}" paraid="1046409399">&nbsp;</p> <p paraeid="{3822e974-07d8-4c1a-b384-b92e22afeb37}{28}" paraid="655167107">الملخص&nbsp;</p> <p paraeid="{3822e974-07d8-4c1a-b384-b92e22afeb37}{34}" paraid="421169008">الشهاب هو نمط هبوطي أحادي الشمعة يولد إشارة إلى انعكاس وشيك. على غرار نمط المطرقة ، فإن الشهاب له ظل طويل يتجه لأعلى ، بينما يكون سعر الافتتاح وأدني سعر وسعر الإغلاق متواجدين بالقرب من قاع الشمعة.&nbsp;&nbsp;</p> <p paraeid="{3822e974-07d8-4c1a-b384-b92e22afeb37}{64}" paraid="523628551">&nbsp;&nbsp;</p> <p paraeid="{3822e974-07d8-4c1a-b384-b92e22afeb37}{70}" paraid="1193643567">يعتبر أحد أكثر أنماط الشموع فائدة نظرا لفعاليته وموثوقيته.&nbsp;</p> <p paraeid="{3822e974-07d8-4c1a-b384-b92e22afeb37}{76}" paraid="1514460723">&nbsp;&nbsp;</p> <p paraeid="{3822e974-07d8-4c1a-b384-b92e22afeb37}{82}" paraid="400363241">يشير الفتيل الطويل الممتد صعودا إلى عدم قدرة المشترين على متابعة الحركة السابقة للأعلى ، مما يوفر للبائعين فرصة لبدء تغيير في اتجاه السعر.&nbsp;</p> <p paraeid="{3822e974-07d8-4c1a-b384-b92e22afeb37}{88}" paraid="303993990">&nbsp;</p>

<p>إلى جانب الطريقة الواضحة لتداول الفوركس في شكل معاملة الصرف الأجنبي بشكل مادي ، يتم تنفيذ جزء كبير من معاملات الفوركس من قبل التجار الأفراد الذين يتداولون أزواج العملات الأجنبية عبر الإنترنت لتحقيق مكاسب شخصية. نظرا لعدم وجود تبادل مادي للعملات في التداول عبر الإنترنت ، يتم تداول أزواج العملات الأجنبية عبر المشتقات.<br /> <br /> واحدة من أكثر الطرق شيوعا لتداول أزواج العملات عبر الإنترنت هي عبر عقود الفروقات. إذا لم تكن على دراية بمفهوم المشتقات أو تداول عقود الفروقات ، قم بمراجعة <a href="/ar/trading-academy/cfds/what-are-cfds">تداول عقود الفروقات: دليل المبتدئين</a> ، حيث نوضحه بالتفصيل.</p> <h3><b>كيفية تداول الفوركس </b><b>بنظام عقود</b><b> الفروقات</b></h3> <p>عندما تتداول الفوركس بعقود الفروقات ، فإنك تتوقع اتجاه حركة السعر المستقبلية لزوج العملات. إذا تحرك السعر وفقا لتوقعاتك ، فإنك تكسب ربحا ، وإذا تحرك السوق عكس توقعاتك ، فإنك تتكبد خسارة. دعونا نرى كيف يعمل باتباع أمثلة تداول العملات الأجنبية البسيطة من المقالة السابقة ما هو تداول الفوركس.<br /> <br /> تخيل أن سعر الشراء الحالي لزوج يورو / دولار EUR / USD هو 1.02839. تشير دراساتك إلى أن اليورو سيبدأ قريبا في زيادة قوته مقابل الدولار الأمريكي ، وسيرتفع سعر الزوج.<br /> <br /> يمكنك فتح صفقة عقود فروقات من نوع شراء (صفقة طويلة) على الزوج. إذا كان توقعك صحيحا وارتفع السعر إلى 1.03039 ، فإن فرق السعر - 0.0020 أو 20 نقطة ، هو ربحك. إذا تحرك السعر في الاتجاه المعاكس وانخفض إلى 1.02639 بدلا من ذلك ، يصبح فرق السعر خسارتك.<br /> <img alt="" src="/getmedia/32be74e5-7189-44de-add9-f61a6f466526/article-how-to-trade-forex-long-cfd.webp" /><br /> <br /> في السيناريو المعاكس ، حيث تعتقد أن سعر الزوج سينخفض ، فإنك تفتح صفقة قصيرة (صفقة بيع). إذا كان توقعك صحيحا وانخفض السعر إلى 1.02639 ، فإنك تحقق ربحا قدره 0.0020 أو 20 نقطة. إذا تحرك السوق عكس توقعاتك ووصل إلى 1.03039 بدلا من ذلك ، فإنك تخسر.<br /> <br /> <img alt="" src="/getmedia/2a0c3c54-37cf-462d-a39a-ac653e6bad4b/article-how-to-trade-forex-short-cfd.webp" /><br /> <br /> يبدو أن 0.0020 دولار أمريكي مبلغ صغير للفوز أو الخسارة. ومع ذلك ، ينطبق هذا الرقم فقط على وحدة واحدة من العملة - 1 يورو في هذا المثال ، بينما في تداول العقود مقابل الفروقات ، يتم تداول العملات في لوتات.</p> <h3><b>ما هو اللوت في تداول الفوركس؟</b></h3> <p>اللوت في تداول العقود مقابل الفروقات (سواء كان الفوركس أو أي سوق مالي آخر) هو قياس لحجم العقد. وعادة ما يختلف تبعا للسوق والأداة المالية. في الفوركس ، اللوت القياسي الواحد أو اللوت التقليدي لجميع أزواج العملات هو 100,000 وحدة من العملة. لذا ، فإن عقد واحد من EUR / USD يعني 100,000 يورو. يسمح معظم الوسطاء للمتداولين بفتح صفقات أصغر بكثير ، وتسمى أيضا العقود الصغيرة والمتناهية الصغر. مع ThinkMarkets ، على سبيل المثال ، يمكنك تداول أقل من 1000 وحدة من EUR / USD أو EUR 1000 ، وهو 0.01 لوت.<br /> <br /> <img alt="" src="/getmedia/2b6dc4f9-9a54-4222-8318-0d87eaba69b2/article-how-to-trade-forex-lot.webp" /><br /> <br /> إذا كنت تتداول لوت واحد في مثالنا ، ضرب مبلغ الربح أو الخسارة - 0.0020 - في 100,000 ، مما ينتج عنه رقم أكبر بكثير:<br /> <br /> <img alt="" src="/getmedia/4c1103c3-3d42-40cc-9ee0-93b72af0becd/article-how-to-trade-forex-lot-formula-1.webp" /><br /> <br /> باستخدام هذه المعادلة ، يمكنك دائما حساب ربحك أو خسارتك المحتملة:<br /> <br /> <img alt="" src="/getmedia/1ff7f27d-5dbb-408a-987f-1b7b65007ced/article-how-to-trade-forex-lot-formula-2.webp" /><br /> <br /> الآن ، إذا كنت تتداول لوت واحد من EUR / USD ، مما يعني تداول 100,000 يورو ، فقد يبدو الأمر وكأنه مبلغ كبير جدا لفتح صفقة به. ومع ذلك ، عندما تتداول العقود مقابل الفروقات ، لا تحتاج إلى دفع المبلغ بالكامل لفتح صفقة بهذا الحجم لأنك تتداول برافعة مالية.</p> <h3><b>ما هي الرافعة المالية في الفوركس؟</b></h3> <p>الرافعة المالية هي مصطلح يستخدم لوصف عملية اقتراض الأموال من وسيط لفتح صفقات أكبر من رأس المال الخاص بك. هذا المصطلح ليس خاصا بالفوركس وينطبق على أي أداة مالية وسوق يتم تداوله باستخدام العقود مقابل الفروقات أو أنواع أخرى من عقود التداول التي تتمتع بهذه الميزة. نوضح كيف يعمل في <a href="/ar/trading-academy/cfds/what-are-cfds">تداول عقود الفروقات: دليل المبتدئين</a> أيضا. لإعطاء مثال موجز بناء على زوج العملات EUR / USD الخاص بنا ، لنفترض أنك تتداول 1 لوت برافعة مالية 200: 1. هذا يعني أنك تحتاج فقط إلى دفع جزء 1/200 ، أو 500 دولار أمريكي ، لفتح هذه الصفقة. كلما زادت الرافعة المالية ، قل المبلغ الذي تحتاج إلى إيداعه لفتح صفقة.<br /> <br /> <img alt="" src="/getmedia/15264210-73a6-4725-a562-a37415119a09/article-how-to-trade-forex-leverage-200-to-one.webp" /><br /> يرجى أن تضع في اعتبارك أن استخدام أدوات إدارة المخاطر عند التداول بالرافعة المالية أمر بالغ الأهمية لكل متداول فوركس لأنه في حين أن الرافعة المالية تزيد من القوة الشرائية ، إلا أنها يمكن أن تزيد أيضا من الخسائر إذا كانت الصفقة خاسرة.<br /> يعتمد الحد الأقصى لمستوى الرافعة المالية على عوامل متعددة ، مثل عرض الوسيط أو نوع الحساب أو السوق أو الأداة &nbsp;المالية أو بلد إقامة المتداول. على سبيل المثال ، الحد الأقصى للرافعة المالية المسموح بها في المملكة المتحدة وأستراليا والاتحاد الأوروبي هو 30: 1 بسبب الهيئات التنظيمية والرقابية داخل تلك المناطق ، بينما في أماكن أخرى من العالم ، يمكن أن تصل الرافعة المالية إلى 500: 1.<br /> ومع ذلك ، هناك فرق بين الرافعة المالية القصوى والمثلى ، وعدد قليل جدا من الأشخاص يتداولون بفعالية عند المستوى الأقصى ، بنفس الطريقة التي لا تقود بها سيارة رياضية بأقصى سرعة في منطقة مبنية.<br /> بدلا من ذلك ، يميل الناس إلى التداول بما لا يزيد عن عشرة أضعاف الرافعة المالية. لذلك ، إذا قام المتداول بإيداع 10,000 دولار للتداول ، فنادرا ما يفتح صفقات أكبر من 100,000 دولار.</p> <h3><b>كيف تبدأ التداول في سوق الصرف الأجنبي</b></h3> <p>فيما يلي قائمة بالخطوات الثلاث الأولى المهمة التي عليك القيام بها لبدء تداول الفوركس عبر الإنترنت:</p> <h3><b>اختر وسيط فوركس</b></h3> <p>يقدم معظم وسطاء التداول عبر الإنترنت مجموعة متنوعة من الأسواق المالية ، وليس فقط تداول العملات ، لذلك لا تحتاج إلى التركيز على العثور على وسيط خاص بالفوركس. ومع ذلك ، من الجدير بالذكر البحث عن شريك تجاري جيد التنظيم ومرخص من قبل الجهات الرقابية والتنظيمية ذات السمعة الطيبة. ThinkMarkets ، على سبيل المثال ، لديها تراخيص عديدة وتخفض للتنظيم والرقابة من قبل هيئة السلوك المالي في المملكة المتحدة (FCA) ، ولجنة الأوراق المالية والاستثمارات الأسترالية (ASIC) ولجنة الأوراق المالية والبورصات القبرصية (CySEC) ، وجهات رقابية وتنظيمية أخرى.</p> <h3><b>اختر منصة التداول</b></h3> <p>عادة ما يقدم معظم وسطاء الفوركس العديد من منصات التداول. استكشف خياراتك وقارن أنواع حسابات التداول المرتبطة بها للعثور على النوع الذي يناسبك. انتبه إلى سهولة الاستخدام وفروق الأسعار المعروضة والرافعة المالية.<br /> قد تكون منصة التداول ThinkTrader الخاصة بشركة ThinkMarkets ، ، خيارا جيدا إذا كنت متداولا يدويا. حيث أنها توفر واجهة سهل الاستخدام ومجموعة متنوعة من أزواج العملات وفروق أسعار تنافسية ضئيلة وتنفيذ سريع للغاية لأوامر الصفقات. متوفرة كتطبيق للجوال وأجهزة الكمبيوتر، وكذلك متوفرة على متصفح الويب ، تم تجهيز منصة ThinkTrader أيضا بمجموعة قوية من الأدوات المتطورة لمساعدتك على النمو كمتداول. علاوة على ذلك ، يمكنك إنشاء حساب تجريبي مجاني أولا وممارسة التداول بأموال افتراضية خالية من المخاطر.<br /> تقدم ThinkMarkets أيضا منصات التداول MetaTrader 4 و 5 للمتداولين الذين قد يفضلون هذه المنصات ، ولقدرتهم على استخدام برمجيات التداول الآلي EA أو المؤشرات الفنية المخصصة.<br /> &nbsp;</p> <p><br /> <br /> <img alt="" src="/getmedia/e77ab2f8-dd0c-4075-8a02-481d68a8d02f/article-how-to-trade-forex-platform.webp" /></p> <h3><b>اختر زوج عملات للتداول</b></h3> <p>يميل معظم المتداولين الجدد إلى بدء رحلة تداول العملات الأجنبية الخاصة بهم مع أزواج العملات الرئيسية الأكثر تداولا نظرا لوجود الكثير من المعلومات عنها ، كما أنها تقدم فرص تداول متنوعة. فيما يلي بعض أزواج العملات الأجنبية الأكثر شيوعا بين متداولي الفوركس المبتدئين وذوي الخبرة:</p> <p><br /> <br /> <img alt="" src="/getmedia/57fd89e8-5fff-4c02-a731-17275c6196e3/article-how-to-trade-forex-pairs.webp" /><br /> &nbsp;ضع في اعتبارك أن هناك عددا قليلا من العوامل التي قد تسبب تقلبات الأسعار ، لذلك من الضروري البحث قبل اختيار زوج ووضع صفقة فوركس. في <a href="/ar/trading-academy/forex/what-affects-forex-exchange-rates">مقالتنا التالية</a> ، سنكتشف ما يحرك أسعار سوق الفوركس لمساعدتك في تحديد فرص التداول المحتملة. بمجرد حصولك على هذه المعرفة ، يمكنك الانتقال إلى التعرف على استراتيجيات التداول وبناء استراتيجية تداول العملات الأجنبية الخاصة بك.</p>

<p><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">من الصعب التنبؤ بحركة الأسواق المالية. ومع ذلك ، فإن فرصك في النجاح تكون أعلى بكثير عندما تفهم كيفية عمل الأسواق وما يؤثر بالضبط على أسعار الأدوات المالية. يمكن أن يساعدك فهم هذه التفاصيل في تخطيط تداولاتك بشكل استراتيجي بدلا من تخمين خطوتك التالية بشكل عشوائي والأمل في حظ سعيد.</span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">عندما يتعلق الأمر بالتنبؤ بأسعار صرف العملات ، من المهم أن نفهم أن الفوركس ، مثل جميع الأسواق المالية ، يتأثر بشدة بالعرض والطلب. عادة ما يؤدي انخفاض العرض المقترن بزيادة الطلب إلى ارتفاع الأسعار. وبالمثل ، فإن زيادة العرض مع انخفاض الطلب يؤدي إلى انخفاض الأسعار.</span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">يمكن أن تختلف العوامل التي تؤثر على العرض والطلب ، وبالتالي ، فإن تحركات أسعار الصرف لكل زوج من العملات يمكن أن تختلف اعتمادا على الركائز الرئيسية لاقتصاد كل بلد. على سبيل المثال ، تعتمد الاقتصادات الأسترالية والكندية على تصدير الموارد الطبيعية ، مما يؤثر على سعر صرف الدولار الأسترالي والكندي (AUD و CAD) مقابل العملات الأخرى. من ناحية أخرى ، فإن المملكة المتحدة والجنيه (GBP) أكثر حساسية للتطورات السياسية وتحركات أسعار الفائدة.</span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">على الرغم من هذه الاختلافات ، حدد خبراء التداول العوامل المشتركة التي تؤثر على العرض والطلب على الفوركس.</span></span></span></span></span></span><br /> <br /> <br /> <img alt="" src="/getmedia/9b79aba6-7973-48b2-a852-862fc8688032/whataffectsforexrates-ar.png" /></p> <h2><strong><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">العوامل الرئيسية التي تؤثر على أسعار صرف العملات الأجنبية</span></span></span></span></span></span></strong></h2> <p><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">التجارة الدولية</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">تؤثر أنشطة التداول بين مختلف البلدان بشكل مباشر على قيمة عملاتها. عندما تصدر دولة ما بعض السلع ، في كثير من الحالات ، يدفع المشتري ثمن المنتجات بالعملة المحلية للمصدر. إذا كانت صادرات بلد ما أعلى من وارداته ، فإنه يخلق طلبا مرتفعا على عملته ، ونتيجة لذلك ، يزيد من قيمته.</span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">تعتمد كمية الصادرات والواردات لكل بلد ، بدورها ، على احتياجات البلد وهيكل الإنتاج. على سبيل المثال، تعد الولايات المتحدة والبرازيل شريكين تجاريين على المدى الطويل. لنفترض أن الولايات المتحدة كانت تستورد القهوة من البرازيل مقابل 2 دولار أمريكي للكيلو جرام ، ولكن فجأة عرضت كولومبيا سعرا قدره 1 دولار أمريكي للكيلوجرام الواحد. إذا كانت الولايات المتحدة ، واحدة من أكبر مستوردي البن ، ستذهب إلى البن الكولومبي بدلا من البرازيلي بسبب أسعار الواردات الأكثر جاذبية ، فإنها ستقلل الصادرات البرازيلية بشكل كبير. نتيجة لذلك ، فإن الطلب على الريال البرازيلي (BRL) وسعر صرفه مقابل العملة الأجنبية ، الدولار الأمريكي في هذه الحالة ، سينخفض أيضا. وفي الوقت نفسه، فإن أسعار التصدير المواتية ستزيد الطلب على البيزو الكولومبي (COP)، مما يعززه مقابل الدولار الأمريكي.</span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">تعتمد بعض البلدان المعينة ، مثل أستراليا ونيوزيلندا ، بشدة على الصادرات ، وهناك ارتباط كبير بين سعر ما تصدره وعملتها. ومع ذلك ، بالنسبة لمعظم الاقتصادات الكبيرة الأخرى ، فإن حالة ميزانها التجاري لها تأثير ضئيل على سعر صرف العملة. لم يكن هذا هو الحال قبل 30 أو 40 عاما عندما حدت قيود رأس المال من تدفق رأس المال.</span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">التضخم</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">التضخم يعني ارتفاع أسعار السلع بمرور الوقت مما يؤدي إلى انخفاض القوة الشرائية لعملة البلد. على سبيل المثال. &nbsp;إذا ارتفع التضخم في المملكة المتحدة بنسبة 10٪ على مدار عام ، فهذا يعني أن قيمة الجنيه البريطاني قد انخفضت بنسبة 10٪ مقارنة بالعام السابق. من حيث أسعار الصرف ، إذا كان التضخم عند 2٪ في الولايات المتحدة الأمريكية ، فيجب أن ينخفض سعر صرف GBP / USD بنسبة 8٪ لصالح الدولار الأمريكي للتعويض عن الفرق في التضخم بين البلدين.</span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">لتتبع تغيرات معدل التضخم ، عادة ما يراقب المتداولون تقارير مؤشر أسعار المستهلك (CPI). تصدر معظم البلدان هذه التقارير شهريا ، باستثناء أستراليا ونيوزيلندا ، اللتين تنشرانها كل ثلاثة أشهر. يعتبر مؤشر أسعار المستهلكين مقياسا للتضخم على نطاق واسع لأنه يتتبع النسبة المئوية للتغير في سعر سلة من السلع التي يشتريها المستهلكون عادة.</span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">أسعار الفائدة</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">تجذب أسعار الفائدة المرتفعة رأس المال الأجنبي إلى بلد ما ، مما يعد المستثمرين الأجانب بعوائد أعلى على رؤوس أموالهم. مع دخول المزيد من المستثمرين إلى السوق المحلية للبلاد ، يزداد الطلب على عملتها ، مما يؤدي إلى ارتفاع قيمتها. على الجانب الآخر ، تجعل أسعار الفائدة المنخفضة البلد أقل جاذبية للاستثمار الأجنبي.</span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">ترتبط أسعار الفائدة والتضخم ارتباطا مباشرا - عادة ما يتبع التضخم المتزايد زيادة أسعار الفائدة حيث تحاول الحكومات محاربة انخفاض قيمة العملة. وهذا بدوره يقوي العملة ويؤثر على أسعار الصرف.</span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">في عام 2022 ، شهد عالم التداول مثالا واضحا على هذه العملية عندما أعلن الاحتياطي الفيدرالي الأمريكي عن أكبر رفع لأسعار الفائدة منذ ثمانينيات القرن العشرين ، مما أدى إلى تعزيز الدولار الأمريكي الفوري تقريبا بينما انهارت العملات الأخرى المتداولة ضده.</span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">عادة ما يراقب المتداولون المتمرسون قرارات سعر الفائدة للبنوك المركزية للعثور على فرص التداول.</span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">المؤشرات الاقتصادية والاستقرار السياسي</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">إلى جانب التضخم وأسعار الفائدة ، يجدر مشاهدة الناتج المحلي الإجمالي (GDP) ، والذي يوفر لمحة عن الظروف الاقتصادية للبلد ، وميزان المدفوعات ، والدين الحكومي ، ومعدل البطالة وعوامل أخرى. كلهم يؤثرون على قيمة عملة البلاد بطريقة أو بأخرى. يمكن للمتداولين رؤية جدول زمني لهذه الإصدارات في التقويم الاقتصادي ، وهو أداة شائعة جدا لتحديد فرص التداول المحتملة.</span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">يمكن أن يكون عدد التقارير المختلفة التي يجب التحقق منها مربكا بعض الشيء بالنسبة للمتداول الجديد ، ولكن الخبر السار هو أنك لست مضطرا للتحقق منها جميعا مرة واحدة. يميل المبتدئين إلى التمسك بأهمها والتي لا تحتاج إلى شرح. على سبيل المثال ، الناتج المحلي الإجمالي هو المؤشر النهائي للصحة الاقتصادية لأي بلد. عادة ما يعني نمو الناتج المحلي الإجمالي السريع اقتصادا قويا وطلبا مرتفعا على عملتها ، مما يؤدي بدوره إلى ارتفاع سعرها.</span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">البيئة السياسية لبلد ما لها أيضا تأثير كبير على سعر صرف العملة. على غرار أسعار الفائدة المنخفضة ، فإن الاضطرابات السياسية تجعل البلد أقل جاذبية لرأس المال الأجنبي ، مما يؤدي إلى انخفاض سعر صرف عملته.</span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">عادة ما يتم تغطية كل من البيانات الاقتصادية والتحديثات السياسية بشكل كبير في الأخبار ، مما يجعل تداول الأخبار استراتيجية التداول الأكثر جاذبية للمبتدئين.</span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">بمجرد أن تشعر براحة أكبر مع البيانات الأساسية التي ناقشناها أعلاه ، يمكنك الانتقال إلى تحليل متعمق لبيانات متعددة تشير إلى تغييرات في أسعار الصرف. ضع في اعتبارك أن أيا من العوامل المذكورة أعلاه نادرا ما يؤثر على تحركات الأسعار بمفرده. يتطلب النهج الشامل مقارنة بعض البيانات واستخلاص استنتاج عام بناء على النتائج التي توصلت إليها.</span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">معنويات السوق</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">تحسبا لارتفاع العملة أو انخفاضها ، يبدأ العديد من المتداولين في شراء أو بيع العملة قبل أن تغير قيمتها. وهذا بدوره يزيد من الطلب أو العرض ، مما يؤدي إلى تقلبات الأسعار الناجمة فقط عن نشاط المتداولين. عادة ما يكون من الصعب التنبؤ بهذا العامل لأنه يعتمد فقط على العامل البشري وتصور المتداولين للأحداث القادمة.</span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">هذا هو المكان الذي يلعب فيه التحليل الفني مع أنماط الرسم البياني والمؤشرات دورا ، والذي سنناقشه بالتفصيل في&nbsp; مدونة </span><a href="/ar/trading-academy/forex/how-to-trade-forex/" style="color: rgb(70, 120, 134); text-decoration: underline;"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">التحليل الفني في التداول</span></a><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">.<br /> <br /> قبل الغوص بشكل أعمق في تحليل الفوركس ، قد يكون من الجيد ممارسة معرفتك المكتسبة حديثا على </span><a href="/ar/demo-account" style="color: rgb(70, 120, 134); text-decoration: underline;"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">حساب تجريبي خال من المخاطر</span></a><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">. على سبيل المثال ، تقدم منصة التداول الخاصة بنا والحائزة على جوائز ThinkTrader العشرات من أزواج العملات الأجنبية و 10000 دولار أمريكي من الأموال الافتراضية.</span></span></span></span></span></span><br /> &nbsp;</p>

<p><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">الجزء الأكثر أهمية في أي استراتيجية تداول هو معرفة وقت الدخول والخروج من السوق. في إرشادات ومقالات التداول السابقة ، قمنا بتغطية العوامل المختلفة التي تؤثر على تحركات الأسعار في الأسواق المالية ، مثل المؤشرات الاقتصادية والمناخ السياسي.<br /> <br /> يسمى تحليل هذه العوامل بالتحليل الأساسي ، وهي طريقة شائعة جدا لتقييم تحركات الأسعار المستقبلية بين المتداولين.<br /> <br /> ومع ذلك ، يعتبر بعض المتداولين أن الرؤى والمعلومات التي تم العثور عليها بمساعدة التحليل الأساسي غير كافية لتوفير مستويات بيع وشراء دقيقة. هذا هو المكان الذي يمكن أن يكون فيه التحليل الفني مفيدا.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">في هذه المقالة ، سنشرح ماهو التحليل الفني ، وكيف يعمل ، وأنواعه الرئيسية.</span></span></span></span></span></span></p> <h3><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">ما هو التحليل الفني؟</span></b></span></span></span></span></span></h3> <p><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">التحليل الفني هو عملية تقييم تحركات الأسعار السابقة للأداة المالية لتحديد تحركاتها المستقبلية. السبب في تسميته فنياً هو أنه يعتمد فقط على الإحصائيات ولا يتأثر بالأخبار أو العوامل الاقتصادية أو السياسية.<br /> <br /> بينما يتم استخدام هذه الطريقة على نطاق واسع من قبل المتداولين في جميع أنحاء العالم ، من المهم أن نفهم أن الأسعار السابقة لا تتنبأ أو تملي الأسعار المستقبلية ، وجميع الأفكار التي تم جمعها بمساعدة التحليل الفني هي إرشادية فقط.<br /> <br /> يتضمن التحليل الفني أدوات متعددة. عادة ما يستخدم المحلل الفني المتمرس مجموعات مختلفة منها لمقارنة النتائج واتخاذ قرار تداول مستنير. يمكن تقسيم هذه الأدوات إلى ثلاث فئات: خطوط الاتجاه وأنماط الرسم البياني والمؤشرات الفنية.<br /> <br /> يحلل الثلاثة الرسوم البيانية للأسعار. لذلك أيا كان النوع الذي تختاره ، فإن الشيء الوحيد الأكثر أهمية هو تعلم كيفية قراءة الرسوم البيانية للأسعار.</span></span></span></span></span></span></p> <h3><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">ما هو مخطط الأسعار أو الرسم البياني للأسعار؟</span></b></span></span></span></span></span></h3> <p><span dir="RTL" lang="AR-SA" style="font-size:11.0pt"><span style="line-height:107%"><span style="font-family:Almarai">مخطط الأسعار في التداول هو تسلسل رسومي للأسعار التاريخية للأداة المالية. تقع الرسوم البيانية في قلب التداول لأنها تساعد المتداولين على مراقبة قيمة صفقاتهم الحالية وتحليل تحركات الأسعار السابقة والحصول على إشارات حول المكان الذي قد يتحرك فيه السعر بعد ذلك. يعد فهم كيفية قراءة الرسم البياني للسعر خطوة أساسية في تعلم التحليل الفني.<br /> <br /> تقدم كل منصة تداول مجموعة مختلفة من أنواع الرسوم البيانية المختلفة ، ويعتمد الاختيار فقط على التفضيل الشخصي للمتداول. على سبيل المثال ، تحتوي منصة ThinkTrader الخاصة بشركة ThinkMarkets على أكثر من 15 رسم بياني مختلف لتلبية احتياجات المتداولين.</span></span></span><br /> <br /> <img alt="" src="/getmedia/6aae82dc-4ad4-43ba-9b7b-fdbf2373e549/article-what-is-technical-analysis-price-chart-1.webp" /><br /> <br /> <span dir="RTL" lang="AR-SA" style="font-size:11.0pt"><span style="line-height:107%"><span style="font-family:Almarai">بعض الرسوم البيانية الشائعة هي الرسوم البيانية من نوع الشموع اليابانية والشريطية والخطية:</span></span></span><br /> <br /> <img alt="" src="/getmedia/ffc042b3-bc5a-4a9e-81e8-da5cb1ba5b5c/article-what-is-technical-analysis-chart-types.webp" /><br /> <br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">نظرا لأن مخطط الشموع اليابانية هو الأكثر استخداما من قبل المتداولين ، فلنرى كيف يعمل بالتفصيل.</span></span></span></span></span></span></p> <h3><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">مخطط الشموع اليابانية</span></b></span></span></span></span></span></h3> <p><span dir="RTL" lang="AR-SA" style="font-size:11.0pt"><span style="line-height:107%"><span style="font-family:Almarai">يسمى مخطط الشموع اليابانية بذلك لأن كل وحدة منه تشبه الشمعة. يمكن تعديل الإطار الزمني للشموع من دقيقة واحدة إلى شهر واحد ، اعتمادا على الاستراتيجية:</span></span></span><br /> <br /> <img alt="" src="/getmedia/0f95f823-f6c9-42e1-a8f7-dcfb6ace79e7/article-what-is-technical-analysis-candlestick-chart.webp" /><br /> <br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">بغض النظر عن الإطار الزمني المختار ، تتكون كل شمعة من عنصرين رئيسيين: الفتيل والجسم الذي يمثل أربعة أسعار للأداة المالية:</span></span></span></span></span></span></p> <ul> <li dir="RTL" style="margin-right:48px; text-align:right; margin-bottom:11px"><span style="font-size:11pt"><span style="tab-stops:list .5in"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">سعر الافتتاح</span></span></span></span></span></span></span></li> <li dir="RTL" style="margin-right:48px; text-align:right; margin-bottom:11px"><span style="font-size:11pt"><span style="tab-stops:list .5in"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">أعلى سعر تم الوصول إليه خلال جلسة التداول أو الفترة المختارة</span></span></span></span></span></span></span></li> <li dir="RTL" style="margin-right:48px; text-align:right; margin-bottom:11px"><span style="font-size:11pt"><span style="tab-stops:list .5in"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">أقل سعر تم الوصول إليه خلال جلسة التداول أو الفترة المختارة</span></span></span></span></span></span></span></li> <li dir="RTL" style="margin-right:48px; text-align:right; margin-bottom:11px"><span style="font-size:11pt"><span style="tab-stops:list .5in"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">سعر الإغلاق</span></span></span></span></span></span></span></li> </ul> <p><br /> <span dir="RTL" lang="AR-SA" style="font-size:11.0pt"><span style="line-height:107%"><span style="font-family:Almarai">يتم تلوين الشموع اعتمادا على ما إذا كان السوق قد ارتفع أو انخفض خلال الإطار الزمني المحدد. تشير الشموع الخضراء (البيضاء في بعض المنصات) إلى ارتفاع الأسعار أو صعودها ، ويمثل اللون الأحمر (الأسود) انخفاض الأسعار ، وتسمى أيضا شموع هبوطية.</span></span></span><br /> <br /> <br /> <br /> <img alt="" src="/getmedia/38272a03-b39f-4a17-85b3-e0377aacfc0a/article-what-is-technical-analysis-candlestick-wicks.webp" /><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">في التحليل الفني ، فإن العلاقة بين الشموع الفردية هي بالضبط التي تساعد المتداولين على التنبؤ بحركة السعر المستقبلية.</span></span></span></span></span></span></p> <h3><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">أنواع التحليل الفني</span></b></span></span></span></span></span></h3> <p><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">كما ذكرنا أعلاه ، يمكن فصل أدوات التحليل الفني إلى ثلاث فئات: خطوط الاتجاه وأنماط الرسم البياني والمؤشرات الفنية.</span></span></span></span></span></span></p> <h3><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">خطوط الاتجاه</span></b></span></span></span></span></span></h3> <p><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">الأسعار لا تتحرك أبدا في خطوط مستقيمة. تتأثر بالعديد من العوامل ، فإنها تتحرك صعودا وهبوطا ، وتشكل ارتفاعات وانخفاضات. الاتجاه يعني الاتجاه العام لتحركات الأسعار. خطوط الاتجاه هي مجرد خطوط مستقيمة يستخدمها المتداولون لربط الارتفاعات والانخفاضات على الرسم البياني للسعر لتحديد الاتجاه. تستخدم بعض خطوط الاتجاه ، مثل الدعم والمقاومة ، لتحديد مستوى الدخول والخروج قبل فتح الصفقة.<br /> <br /> في إحدى مقالاتنا التالية ، سنشرح كيفية عمل تحليل الاتجاه وكيفية تحديد الاتجاه بالتفصيل.</span></span></span></span></span></span></p> <h3><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">أنماط الرسم البياني</span></b></span></span></span></span></span></h3> <p><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">نمط الرسم البياني هو تسلسل رسومي للخطوط التي يمكن تحديدها على مخطط الأسعار. تحظى أنماط الرسوم البيانية بشعبية كبيرة بين المتداولين حيث يمكنها في كثير من الأحيان الإشارة إلى بداية الاتجاه أو نهايته أو زيادة قوته أو ضعفه.<br /> <br /> سنستعرض الأنماط الأكثر شيوعا في إحدى مقالاتنا التالية أيضا ونوضح كيفية عملها.</span></span></span></span></span></span></p> <h3><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">المؤشرات الفنية</span></b></span></span></span></span></span></h3> <p><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">مؤشرات التحليل الفني هي حسابات رياضية تستند إلى البيانات التاريخية وتستخدم لتحديد حركة السعر. بقدر ما يبدو الأمر معقدا ، لا يحتاج المتداولون إلى إجراء العمليات الحسابية الفعلية. تقدم كل منصة تداول مؤشرات فنية يمكن تطبيقها ببساطة على مخطط الأسعار. الهدف الرئيسي للمتداول هو تعلم كيفية قراءتها.<br /> <br /> اعتمادا على أنواعها ، يمكن للمؤشرات الفنية تحليل الاتجاه وقوته وتحديد نقاط الدخول والخروج المحتملة. سنغطي هذا الموضوع بالتفصيل في مقالاتنا التالية أيضا.<br /> <br /> في الوقت الحالي ، لبدء التعرف على التحليل الفني ، نقترح فتح </span><a href="/ae/demo-account" style="color:#467886; text-decoration:underline"><span lang="AR-SA" style="font-family:Almarai">حساب تجريبي خال من المخاطر</span></a><span lang="AR-SA" style="font-family:Almarai"> على منصة ThinkTrader ودراسة مخططات الأسعار المختلفة. ستتمكن من استخدام نفس المنصة لمواصلة رحلتك مع التحليل الفني ، حيث تقدم مجموعة واسعة من الأدوات التحليلية.</span></span></span></span></span></span><br /> <br /> &nbsp;</p>

<p><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">تحظى إشارات الفوركس أو تعرف أيضاً بتوصيات الفوركس بشعبية لدى المتداولين المبتدئين لتحسين </span><span lang="AR-EG" style="font-family:Almarai">نسبة</span><span lang="AR-SA" style="font-family:Almarai"> نجاحهم وإثراء تجربة التداول الخاصة بهم. يتم إنشاء إشارات التداول إما بواسطة محلل </span><span lang="AR-EG" style="font-family:Almarai">تقليدي</span><span lang="AR-SA" style="font-family:Almarai"> أو متداول أو منصة آلية تقدم خدمة إشارات الفوركس.</span></span></span></span></span></span></p> <h2><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">ما هي إشارات الفوركس؟</span></b></span></span></span></span></span></h2> <p><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">تعمل إشارات الفوركس على <b>تحديد فرص تداول العملات الأجنبية المناسبة في الوقت المناسب.</b> بحكم طبيعتها ، تشير إشارة الفوركس إلى فكرة تداول تتمحور حول زوج عملات معين </span><span style="font-family:Almarai">، والتي يجب تنفيذها بسعر ووقت محددين مسبقا. </span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">&nbsp;</span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">بغض النظر عن خبرتك في التداول ، فإن استخدام إشارات الفوركس يمكن أن يحسن بشكل كبير من أداء التداول الخاص بك. علاوة على ذلك ، يمكن للمتداولين الخبراء استخدام إشارات الفوركس لتوسيع نطاق ربحيتهم وخبرتهم.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">&nbsp;</span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">بالنسبة للمتداولين المبتدئين ، تقدم إشارات الفوركس مزايا لأنها تسمح لهم بتحقيق ربح مع الاستمرار في اكتساب المعرفة حول عالم التداول بالعملات. باستخدام الإشارات ، يمكن للمتداولين أيضا تسريع عملية التعلم لأنها تساعدهم على اكتساب رؤية كاملة حول خيارات التداول التي بنيت عليها الإشارة.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">&nbsp;</span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">من المهم جدا معرفة أن إشارة التداول مفيدة فقط عند استخدامها في الوقت المناسب ، خاصة في سوق متقلب مثل الفوركس. من ناحية أخرى ، يمكن أن تصبح الإشارة عديمة الفائدة بسهولة إذا حصل عليها المتداول بعد فوات الأوان.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">&nbsp;</span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">للتأكد من أن المتداولين يتلقون إشارات التداول في الوقت المناسب ، يرسل مقدمو الخدمة الإشارات من خلال قنوات اتصال متعددة مثل الرسائل القصيرة والبريد الإلكتروني والإشعارات. خيار آخر هو </span><span style="font-family:Almarai"><a href="/ar/platformoverview" style="color:#467886; text-decoration:underline">تنزيل الوظائف الإضافية للمنصة</a> التي تسمح للمتداولين بتلقي إشاراتهم مباشرة على منصة التداول الخاصة بهم. يستخدم بعض المتداولين التداول الاجتماعي لتلقي إشارات الفوركس ذات الصلة.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">&nbsp;</span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">ببساطة ، تمثل إشارات تداول العملات الأجنبية معلومات أساسية تحتاج إلى معرفتها تتعلق بالسوق. من نواح كثيرة ، تمثل إشارة الفوركس تحديثا فوريا يمكن للمتداولين دمجه في قرارات التداول التي ينفذونها.</span></span></span></span></span></span></p> <h2><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">أنواع إشارات الفوركس</span></b></span></span></span></span></span></h2> <p><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">على الرغم من أن الكثير من خدمات الإشارة تشترك في بعض الميزات والخصائص، إلا أنه لا توجد خدمة إشارة عالمية موحدة. في هذه المقالة ، نغطي خدمات إشارات الفوركس الأربعة الأكثر شيوعا.</span></span></span></span></span></span></p> <h3><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">إشارات الفوركس اليدوية مقابل إشارات الفوركس الآلية</span></b></span></span></span></span></span></h3> <p><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">يتم تصنيف هذه الخدمة بناء على طريقة إنشاء الإشارات. يتم إنشاء إشارة فوركس يدوية من قبل فرد عادة ما يكون محللا أو متداولا متمرسا. هذا لأنه مع تداول الإشارات اليدوية ، يتعين على المتداول اتخاذ القرار النهائي ويلعب عامل الذكاء البشري دورا رئيسيا.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">&nbsp;</span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">في المقابل ، يتم إنشاء إشارات التداول الآلي بواسطة جهاز كمبيوتر أو برنامج يراقب ويحلل حركة السعر بناء على خوارزميات تمت برمجتها مسبقاً.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">&nbsp;</span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">الفائدة الرئيسية التي تأتي مع مسار تداول الإشارات التلقائي هي أنه يستبعد العاطفة ويوفر سرعة تنفيذ تداول متزايدة. ومع ذلك ، فإن لها أيضا عيبا لأنك تعتمد كثيرا على جهاز كمبيوتر أو نظام أو فرد ويستبعد عملية صنع القرار.</span></span></span></span></span></span></p> <h3><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">إشارات الفوركس المدفوعة مقابل المجانية</span></b></span></span></span></span></span></h3> <p><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">تعتمد هذه الفئة على سعر مقدم خدمة الإشارة. تماما كما ينص اسمهم ، يقدم مزودو إشارات الفوركس المجانية إشارات دون طلب دفع أموال ، بينما يقدم مزودو إشارات الفوركس المدفوعون إشارات ولكنهم يطلبون المال مقابل هذه الخدمة. عادة ما تطلب الفئة الأخيرة مدفوعات لمرة واحدة أو اشتراكات شهرية.</span></span></span></span></span></span></p> <h3><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">الدخول و الخروج من إشارات الفوركس</span></b></span></span></span></span></span></h3> <p><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">هذه فئة تعتمد على مقدار تفاصيل اقتراح الصفقة. هناك خدمات إشارات توفر إشارات دخول فقط ، والتي تخبر المتداول بموعد دخول السوق ، وهناك مزودون آخرون يقدمون إشارات خروج فقط تخبر المتداولين بإغلاق صفقتهم المفتوحة.</span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">في معظم الأحيان يتعلق هذا بإشارات تداول العملات الأجنبية طويلة الأجل على المنتجات المالية التي تتجه لفترات طويلة من الزمن. <b>عندما يتعلق الأمر بإشارات التداول قصيرة الأجل</b> ، عادة ما تأخذ فكرة التداول في الاعتبار إشارات الدخول والخروج.</span></span></span></span></span></span></p> <h2><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">ما هو التداول بنسخ الصفقات؟</span></b></span></span></span></span></span></h2> <p><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">نسخ التداول أو نسخ الصفقات هو نوع من التداول أصبح شائعا بشكل لا يصدق خلال السنوات الأخيرة لأنه يتيح للمتداولين الجدد تحقيق ربح. في الواقع ، هناك المزيد والمزيد من المتداولين الذين يطورون&nbsp; المحافظ <b>&quot;القائمة على الأشخاص&quot; </b>حيث تتمثل الفكرة في الاستثمار في مستثمرين آخرين يجرون الصفقات نيابة عنك ، بدلا من تداول العملات بنفسك. </span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">&nbsp;</span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">هناك عدد من الطرق التي يمكن من خلالها إجراء نسخ التداول </span><span style="font-family:Almarai"><a href="/ar/platformoverview" style="color:#467886; text-decoration:underline">بناء على المنصة التي تختارها</a>. مهما كانت المنصة ، فإن الفكرة الرئيسية هي نفسها - استثمر جزءا من محفظتك في متداول معين وانسخ صفقاته بطريقة تستند إلى النسبة المئوية.&nbsp;</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">&nbsp;</span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">ضع في اعتبارك أن معظم المنصات <b>لا تسمح باستثمار أكثر من 20٪ من محفظتك</b> في متداول واحد ، من أجل تشجيع تنويع المحفظة. هذه في الواقع سياسة فعالة حيث يبدو المستثمرون في بعض الأحيان أكثر مهارة مما هم عليه في الواقع أو يمرون بسلسلة صعبة. لهذا السبب من الحكمة عدم استثمار الكثير من محفظتك في متداول واحد.&nbsp;</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">&nbsp;</span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">عندما يتعلق الأمر بمراقبة الرسوم البيانية والإحصائيات ، فإن نسخ التداول يشبه تماما التداول العادي. ومع ذلك ، فإن الاختلاف الرئيسي هو أنه في نسخ التداول ، فإنك تراقب الأشخاص الفعليين بدلا من تحركات السوق. لهذا السبب من المهم للغاية التحقق من محفظة المتداول قبل نسخها. تعرف على استراتيجيتهم وسجلهم وإحصائياتهم بالإضافة إلى استراتيجيات إدارة المخاطر التي يستخدمونها.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">&nbsp;</span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">هناك شيء واحد مؤكد ، وهو أن نسخ التداول أمر رائع للمتداولين المبتدئين. إنها طريقة أسهل للدخول إلى عالم التداول وستتيح لك كسب بعض المال من خلال الحصول على فرص تداول من المستثمرين الناجحين. حتى لو بدأت في الخسارة ، لا يمكنك أن تخسر كل شيء بفضل سياسة تنويع المحفظة.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">&nbsp;</span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">تذكر أنه لا يوجد نوع من التداول يضمن النجاح ، ولكنه على الأقل طريقة رائعة لاكتساب خبرة التداول. إنها طريقة رائعة للتعرف على التداول لأنك تتعلم من متداولين أكثر خبرة ونجاحا.</span></span></span></span></span></span></p> <h2><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">من يقدم إشارات الفوركس؟</span></b></span></span></span></span></span></h2> <p><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">كما ذكرنا سابقا ، هناك مقدمو إشارات يدوية وآلية. عادة ما يكون مقدمو الخدمات اليدوية من المتداولين الأكثر خبرة ومحللي السوق والاستراتيجيين. يوفر مقدمو الخدمات اليدوية فرص تداول مستمدة من خبرتهم في التداول وخبرتهم في التحليل الأساسي والفني بالإضافة إلى استراتيجيات التداول الخاصة بهم.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">&nbsp;</span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">على الجانب الآخر ، يشير مقدمو الإشارات الآلية إلى برامج الكمبيوتر التي تم تطويرها لإنشاء تعليمات تداول عند ظهور معايير أو شروط محددة في السوق. يعد الخبير الآلي أو تدعى أيضاً ببرمجيات التداول الآلي&nbsp; Expert Advisors (EA)</span><span style="font-family:Almarai"><a href="/en/trading-academy/forex/sma-indicator" style="color:#467886; text-decoration:underline"> </a><a href="/ar/trading-academy/forex/sma-indicator" style="color:#467886; text-decoration:underline">&nbsp;مثالا على مزودي الإشارات الآلية لأنه يستخدم تقنيات التحليل الفني التي تستند إلى مؤشرات التنبؤ ،</a> مثل المتوسطات المتحركة<a href="/en/trading-academy/forex/analysis-fibonacci-ratios" style="color:#467886; text-decoration:underline"> ومستويات </a><a href="/ar/trading-academy/forex/analysis-fibonacci-ratios" style="color:#467886; text-decoration:underline">فيبوناتشي</a> ومؤشر ستوكاستيك. </span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">&nbsp;</span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">بدلا من ذلك ، هناك أيضا </span><span lang="AR-EG" style="font-family:Almarai">مقدمو</span><span lang="AR-SA" style="font-family:Almarai"> إشارات آليون آخرون يستخدمون&nbsp; طرق </span><span style="font-family:Almarai"><a href="/ar/trading-academy/forex/fundamental-analysis" style="color:#467886; text-decoration:underline">التحليل الأساسية</a> ، مثل مراقبة النشرات الإخبارية الاقتصادية ومعنويات السوق. قد تفضل مزودي الإشارات الآلية على مزودي الإشارات اليدوية ، أو العكس ، اعتمادا على ما تبحث عنه.&nbsp;</span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">يمكنك أيضا العثور على منصات تتعاون مع مزودي إشارات الطرف الثالث مجانا على أساس يومي وأسبوعي من خلال مراجعة السوق وتحليله.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">&nbsp;</span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">واحدة من أكبر مجتمعات التداول الآلي في العالم الجديرة بالذكر هي لغة برمجة ميتاكوتس 5 (<b>MQL5).</b> يمكن لأي شخص أن يصبح مقدم إشارات في هذا المجتمع ، ومع ذلك ، هناك عدد من الشروط التي يجب استيفاءها للتأكد من أنه يمكنك الاشتراك مع مزود إشارة يناسب متطلباتك. تقوم MQL5 بتقييم نتائج التداول المؤكدة لجميع مقدمي الخدمة وإعطائهم تقييم.&nbsp;</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">&nbsp;</span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">بالإضافة إلى ذلك ، يمكنك استخدام خيارات تصفية مختلفة تتيح لك اختيار مزودي الإشارات المفضلين لديك بناء على النسبة المئوية للتطوير والتراجع والتداول اليدوي أو الخوارزمي.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">&nbsp;</span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">أيضا ، سيحذرك هذا المجتمع من أي مزود لم يقدم بعد إشارات فوركس كافية أو عن مزودي الإشارات الجدد الذين يمكن أن تحدث نتائجهم الناجحة عن طريق الصدفة. بمجرد اشتراكك في مزود إشارة MQL5 ، ستتمكن من نسخ صفقات المتداول الذي حددته.</span></span></span></span></span></span><br /> &nbsp;</p> <h2><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">كيفية استخدام إشارات الفوركس</span></b></span></span></span></span></span></h2> <p><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">أول الأشياء أولا ، تأكد من اختيار وسيط جيد. يستخدم الوسطاء الموثوق بهم منصات جديرة بالثقة تعتبر مهمة جدا لتوفير إشارات بطريقة موثوق بها.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">&nbsp;</span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">بعد ذلك ، اختر مقدم إشارات مناسب. هذه في الواقع مهمة أكثر صعوبة مما تبدو عليه ، على الرغم من وجود عدد كبير من الخيارات للمتداولين الذين يرغبون في استخدام مقدم إشارات الفوركس. هذه واحدة من أهم الخطوات لأن تنفيذ الصفقات بناء على إشارات غير موثوقة يمكن أن يؤدي إلى خسائر فادحة. أنت تضع الكثير من الثقة في مقدم الإشارات الذي تختاره ، لذا تأكد من اختيارك بدقة.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">&nbsp;</span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">لهذا السبب يجب عليك إجراء بحث مفصل حول مزودي الإشارات المتاحين واختيار مزود يتمتع بسمعة وموثوقية عالية.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">&nbsp;</span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">قبل أن تستقر وتختار مزودا ، تعرف على أداء واستراتيجيات التداول الخاصة بهم. هناك مزودو إشارات يقدمون فترة تجريبية مجانية يمكنك الاشتراك فيها في مرحلة لاحقة في حال كنت راضيا عن النتائج.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">&nbsp;</span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">عندما يتعلق الأمر بالاستراتيجيات الآلية ، يمكنك عادة إجراء اختبار مسبق لمعرفة كيفية عمل الكمبيوتر في ظروف السوق المختلفة. أيضا ، سيكون اختبار مزودي الإشارات </span><span style="font-family:Almarai"><a href="https://portal.thinkmarkets.com/account/individual/demo" style="color:#467886; text-decoration:underline" target="_blank">على حساب تجريبي</a> قبل المخاطرة برأس مال حقيقي أمرا حكيما. </span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">&nbsp;</span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">من المهم أيضا معرفة أن هناك</span><span style="font-family:Almarai"><a href="/en/platformoverview" style="color:#467886; text-decoration:underline"> </a><a href="/ar/platformoverview" style="color:#467886; text-decoration:underline">منصات تداول</a><a href="/en/platformoverview" style="color:#467886; text-decoration:underline"> </a>تقدم ميزات تخصيص عالية يمكن أن تحدث فرقا حقا نظرا لأن جميع مزودي الإشارات لن يثروا تجربة التداول الخاصة بك. ستضمن المنصة القابلة للتخصيص أنه يمكنك ضبط إشارة موثوقة لأهدافك وتطلعاتك الاستثمارية.&nbsp;</span></span></span></span></span></span><br /> <br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">لا تنس أن التداول بأزواج العملات يمكن أن يكون قصير الأجل أو طويل الأجل. تستخدم الإشارات قصيرة الأجل في التداول </span><span lang="AR-EG" style="font-family:Almarai">اليومي آي ليوم واحد</span><span lang="AR-SA" style="font-family:Almarai">، بينما تستخدم الإشارات طويلة الأجل لعدة أيام. ضع في اعتبارك أن هذه الإشارات تعتمد على وقت صدورها ، لذا تأكد من استخدام الإشارة بمجرد الحصول عليها.</span></span></span></span></span></span></p> <h2><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">النقاط المهمة</span></b></span></span></span></span></span></h2> <p dir="rtl" style="margin-right: 48px; margin-bottom: 11px;"><span style="font-size:11pt"><span style="tab-stops:list .5in"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">يتم إنشاء إشارات التداول إما بواسطة محلل تقليدي أو متداول أو منصة آلية يتم توفيرها للمشترك في خدمة إشارات الفوركس.</span></span></span></span></span></span></span></p> <p dir="rtl" style="margin-right: 48px; margin-bottom: 11px;"><span style="font-size:11pt"><span style="tab-stops:list .5in"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">تقدم إشارات الفوركس مزايا لأنها تسمح للمتداولين بتحقيق ربح مع الاستمرار في اكتساب المعرفة حول عالم تداول العملات.</span></span></span></span></span></span></span></p> <p dir="rtl" style="margin-right: 48px; margin-bottom: 11px;"><span style="font-size:11pt"><span style="tab-stops:list .5in"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">يسمح نسخ التداول بالاستثمار في مستثمرين آخرين يجرون الصفقات نيابة عنك ، بدلا من تداول العملات بنفسك.</span></span></span></span></span></span></span></p> <p dir="rtl" style="margin-right: 48px; margin-bottom: 11px;"><span style="font-size:11pt"><span style="tab-stops:list .5in"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">هناك مزودو إشارات يقدمون فترة تجريبية مجانية يمكنك الاشتراك فيها لاحقا إذا كنت راضيا عن النتائج.</span></span></span></span></span></span></span></p> <p dir="rtl" style="margin-right: 48px; margin-bottom: 11px;"><span style="font-size:11pt"><span style="tab-stops:list .5in"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">قم دائما بإجراء اختبار مسبق للتحقق من أداء الكمبيوتر في ظروف السوق المختلفة.</span></span></span></span></span></span></span></p>

<h2><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">ما هو تقرير الوظائف الغير زراعية NFP؟</span></b></span></span></span></span></span></h2> <p><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">كشوف الوظائف غير الزراعية (NFP) هو تقرير شهري عن أرقام الوظائف غير الزراعية في قطاعات التصنيع والبناء والسلع ، والتي يبلغ مجموعها حوالي 80٪ من الوظائف في الولايات المتحدة. يحتوي على معلومات تتعلق بمعدل البطالة ونمو الوظائف وإحصاءات التوظيف الرئيسية الأخرى.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">لا يشمل التقرير الوظائف في المنازل الخاصة ، والحكومة الفيدرالية ، والمنظمات غير الربحية ، وكما يشار إليه في الاسم ، عمال المزارع. يتم قياس البيانات الواردة في تقرير الوظائف غير الزراعية من قبل </span><span style="font-family:Almarai"><a href="https://www.bls.gov" style="color:#467886; text-decoration:underline" target="_blank">المكتب الفيدرالي لإحصاءات العمل</a> من خلال تقرير حالة التوظيف ويتم إصدارها عادة في أول جمعة من كل شهر.</span></span></span></span></span></span></p> <h2><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">لماذا تعتبر كشوف الوظائف غير الزراعية مهمة؟</span></b></span></span></span></span></span></h2> <p><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">يعد التقرير مؤشرا اقتصاديا مهما لكيفية أداء الاقتصاد الأمريكي ، حيث يقدم تقارير عن عدد الأشخاص العاملين أو العاطلين عن العمل في الولايات المتحدة. يعتبر أحد أكثر البيانات الإخبارية المتواصلة والتي يمكن أن تسبب تحركات أسعار كبيرة تؤدي إلى تقلبات في الأسواق ، مما يؤثر بشكل خاص على أزواج العملات الرئيسية في الفوركس. وبوصفه تقريرا قائما بذاته، فهو مهم في حد ذاته، كمؤشر على ما إذا كان الاقتصاد سينمو أم سينخفض؛ على سبيل المثال ، إذا كان معدل البطالة مرتفعا ، فقد يشير ذلك إلى تراجع الاقتصاد.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">ومع ذلك ، فهو أيضا جزء مهم من اللغز عند النظر إلى العوامل الرئيسية الأخرى التي تؤثر على الاقتصاد الأمريكي ، مثل صنع السياسة الاقتصادية. على سبيل المثال ، يتم تحديد أسعار الفائدة من قبل </span><span style="font-family:Almarai"><a href="https://www.federalreserve.gov/monetarypolicy/fomc.htm" style="color:#467886; text-decoration:underline" target="_blank">اللجنة الفيدرالية للسوق المفتوحة (FOMC)</a> في الاجتماع الشهري لمجلس الاحتياطي الفيدرالي ، وسينظر المجلس في أرقام تقرير الوظائف الغير زراعية لمكتب إحصاءات العمل عند تحديد ما إذا كانوا سيخفضون أو يرفعون أسعار الفائدة في سياستهم النقدية. سيكون لتغيير أسعار الفائدة تأثير كبير على أسواق مثل الفوركس والسلع والأسهم ، ويمكن أن يسبب تقلبات كبيرة.</span></span></span></span></span></span></p> <h2><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">أجندة صدور تقرير الوظائف غير الزراعية</span></b></span></span></span></span></span></h2> <p><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">يتم إصدار تقرير الوظائف الغير زراعية عادة كل أول جمعة من الشهر في الساعة 13.30 مساء (بتوقيت جرينتش) ، أدناه يمكنك رؤية تواريخ عام 2024.</span></span></span></span></span></span><br /> &nbsp;</p> <p><img alt="NFP-calendar" src="/getmedia/7ade571b-7f2e-4ac4-acb2-32f69f83074d/NFP-calendar.png" style="width: 552px; height: 760px;" title="NFP-calendar" /></p> <p>&nbsp;</p> <h2><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">كيف يؤثر تقرير الوظائف الغير زراعية على الأسواق؟</span></b></span></span></span></span></span></h2> <p><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">يعد تقرير الوظائف الغير زراعية مهما للمتداولين لأنه يمكن أن يكون إشارة لتحليل كيفية تكيف العوامل الأخرى ، مثل الاحتياطي الفيدرالي والوكالات الحكومية الأخرى ، لمحاولة تحريك الاقتصاد في اتجاه معين. إنه مجرد عامل واحد من بين العديد من العوامل التي يمكن أن تكون بمثابة محفز للتقلبات وتغيرات أسعار السوق.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">ستقوم الحكومة بتكييف السياسات لمكافحة القضايا داخل الاقتصاد مثل التضخم أو الركود. إذا أشار تقرير الوظائف الغير زراعية إلى انخفاض التوظيف ، فقد يشير ذلك إلى أن الاقتصاد آخذ في الانخفاض والتراجع. وهذا بدوره سيدفع الاحتياطي الفيدرالي إلى تعديل أسعار الفائدة لاستعادة التوازن. إذا تم تعديل أسعار الفائدة ، فسوف ينتقل هذا إلى الأسواق.</span></span></span></span></span></span></p> <h3><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">التداول وفقاً لتقرير الوظائف غير الزراعية</span></b></span></span></span></span></span></h3> <p><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">أولا ، راقب التقرير. ينصب التركيز الأساسي لتقرير الوظائف الغير زراعية على أرقام التوظيف ، خاصة على الوظائف المضافة أو المخفضة. ومع ذلك ، هناك مكونات أصغر يمكنك أيضا الانتباه إليها عند التداول.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">الإحاطة علما بالبيانات الخاصة بكل قطاع</span></b></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">إذا أظهر تقرير الوظائف الغير زراعية انخفاضا في التوظيف ، فسيقوم المتداولون بمراقبة الصناعات أو القطاعات التي يأتي منها هذا الانخفاض. يمكن أن يشير إلى أن القطاع نفسه يكافح ، مما قد يكون له تأثير غير مباشر على الأسهم والسندات.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">لا تركز فقط على الأرقام ، بل ركز أيضا على الأرباح</span></b></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">إذا انخفض متوسط الدخل في الساعة ، لكن أرقام التوظيف راكدة ، فقد يشير ذلك أيضا إلى انخفاض. قد يشير أيضا إلى مشكلة حيث يمكن أن نرى انخفاض إنتاج القوى العاملة حيث يمكن للموظفين مغادرة مكان العمل بسبب انخفاض الأرباح. من ناحية أخرى ، يمكن أن يشير ارتفاع الأرباح إلى تضخم الأجور.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">مراقبة التقارير السابقة</span></b></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">نظرا لأن نطاق ومقياس تقرير الوظائف الغير زراعية كبير جدا ، فإنه غالبا ما يخضع لمراجعات كبيرة للأرقام الرئيسية السابقة. إذا حدث هذا ، فقد يتسبب ذلك في حدوث هزة مفاجئة في الأسواق.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">عند التداول على تقرير الرواتب غير الزراعية ، سيحاول الاقتصاديون التنبؤ بما ستكون عليه الأرقام الرئيسية (أو رقم التقرير) على أساس شهري ، مع مراقبة التقارير والمعدلات والأحداث المالية الأخرى. سيتم بعد ذلك وضع الصفقات على ما إذا كانوا يعتقدون أن هذه النتيجة ستجعل الأسواق ترتفع أو تنخفض. الأسواق الأكثر تأثرا بتقرير الوظائف الغير زراعية هي الفوركس والمؤشرات والسلع.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">قد لا يكون التقرير التنازلي خبرا سيئا للمتداولين لأنه من الممكن الاستفادة من هذه النتيجة مع </span><span style="font-family:Almarai"><a href="/ar/trading-academy/cfds/what-are-cfds" style="color:#467886; text-decoration:underline">عقود الفروقات (CFDs).</a> تسمح لك </span><span lang="AR-EG" style="font-family:Almarai">عقود</span><span lang="AR-SA" style="font-family:Almarai"> الفروقات بالتداول في الأسواق المتقلبة سواء ارتفعت أو انخفضت. تحتاج فقط إلى التنبؤ بشكل صحيح بالطريقة التي سيسلكها السوق من خلال الشراء أو البيع. يمكنك استخدام </span><span style="font-family:Almarai"><a href="/ar/trading-academy/cfds/risk-management-tools-in-cfd-trading" style="color:#467886; text-decoration:underline">أداوات إدارة المخاطر</a> مثل وقف الخسارة وجني الأرباح لتقليل المخاطر الخاصة بك ، ولكن كما هو الحال دائما مع التداول ، تصرف بحرص شديد وحذر. خطط لاستراتيجيتك ، وراقب التقارير مثل تقرير الوظائف الغير زراعية واستفد من الأجندة الاقتصادية المدمجة لدينا لمراقبة الأحداث والبيانات الاقتصادية الكبرى الأخرى على تطبيقنا الحائز على جوائز ThinkTrader.</span></span></span></span></span></span></p>

<h2><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">ما هي النقطة؟</span></b></span></span></span></span></span></h2> <p dir="rtl" style="margin-right:48px; text-align:right; margin-bottom:11px;"><span style="font-size:11pt"><span style="tab-stops:list .5in"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">&quot;النقطة&quot; هي </span><span lang="AR-EG" style="font-family:Almarai">أقل أو أصغر</span><span lang="AR-SA" style="font-family:Almarai"> زيادة كاملة في أي زوج فوركس.</span></span></span></span></span></span></span></p> <p dir="rtl" style="margin-right:48px; text-align:right; margin-bottom:11px;"><span style="font-size:11pt"><span style="tab-stops:list .5in"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">بالنسبة للأزواج المدرج بها 3 نقاط عشرية ، تعتمد زيادة النقطة على العلامة العشرية الثانية.</span></span></span></span></span></span></span></p> <p dir="rtl" style="margin-right:48px; text-align:right; margin-bottom:11px;"><span style="font-size:11pt"><span style="tab-stops:list .5in"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">بالنسبة للأزواج المدرج بها 5 نقاط عشرية ، تعتمد زيادة النقطة على العلامة العشرية الرابعة ، مثل زوج EUR / USD الموضح أدناه.</span></span></span></span></span></span></span></p> <p><img alt="pips" src="/TMXWebsite/media/TMXWebsite/pips_1.png" /><br /> &nbsp;</p> <h2><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">مثال</span></b></span></span></span></span></span></h2> <p dir="rtl" style="margin-right:48px; text-align:right; margin-bottom:11px;"><span style="font-size:11pt"><span style="tab-stops:list .5in"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">في زوج EUR / USD: الحركة من </span><span dir="LTR" style="font-family:Almarai">1.362(9)8 </span><span lang="AR-SA" style="font-family:Almarai">&nbsp;إلى </span><span dir="LTR" style="font-family:Almarai">1.363(0)8</span><span style="font-family:Almarai"> &nbsp;هي حركة نقطة واحدة</span></span></span></span></span></span></span></p> <p dir="rtl" style="margin-right:48px; text-align:right; margin-bottom:11px;"><span style="font-size:11pt"><span style="tab-stops:list .5in"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">في زوج USD/JPY، الحركة من </span>104.4(7)1 <span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">&nbsp;إلى </span>104.4(8)1<span style="font-family:Almarai"> &nbsp;هي نقطة واحدة</span></span></span></span></span></span></span></p> <p><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">إذن ما هي القيمة المالية للنقطة؟ يتم تحديد ذلك من خلال عملة حسابك والزوج الذي تتداوله وحجم صفقتك.</span></span></span></span></span></span></p>

<p dir="ltr" style="text-align: right;"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">يعد تحديد استراتيجية تداول فوركس ناجحة </span></b><span lang="AR-SA" style="font-family:Almarai">أحد أهم جوانب </span><span style="font-family:Almarai"><a href="/ar/forex-trading/" style="color:#467886; text-decoration:underline">تداول العملات</a>. بشكل عام ، هناك العديد من استراتيجيات التداول التي صممها أنواع مختلفة من المتداولين لمساعدتك على تحقيق الربح في السوق.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">ومع ذلك ، يحتاج المتداول إلى العثور على أفضل استراتيجية لتداول العملات الأجنبية تناسب أسلوب تداوله ، فضلا عن تحمله للمخاطر. في النهاية ، لا يوجد مقاس واحد يناسب الجميع.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">من أجل تحقيق الربح ، يجب على المتداولين التركيز على القضاء على الصفقات الخاسرة وتحقيق المزيد من الصفقات الرابحة. أي استراتيجية تداول تقودك نحو هذا الهدف يمكن أن تكون الفائزة.</span></span></span></span></span></span></p> <h2 dir="ltr" style="text-align: right;"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">كيفية اختيار أفضل استراتيجية تداول العملات الأجنبية</span></b></span></span></span></span></span></h2> <p dir="ltr" style="text-align: right;"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">قبل أن ننتقل إلى مناقشة استراتيجيات تداول العملات الأجنبية الأكثر شيوعا ، من المهم أن نفهم أفضل الطرق لاختيار استراتيجية التداول. هناك ثلاثة عناصر رئيسية يجب أخذها في الاعتبار في عند الاختيار.</span></span></span></span></span></span></p> <h3 dir="ltr" style="text-align: right;"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">الإطار الزمني</span></b></span></span></span></span></span></h3> <p dir="ltr" style="text-align: right;"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">يعد اختيار إطار زمني يناسب أسلوب التداول الخاص بك أمرا مهما للغاية. بالنسبة للمتداول ، هناك فرق كبير بين التداول على إطار زمني مدته 15 دقيقة وإطار زمني أسبوعي. إذا كنت تميل أكثر نحو أن تصبح متداول بطريقة الاسكالبينج ، متداولا يهدف إلى الاستفادة من تحركات السوق الأصغر ، فعليك التركيز على الأطر الزمنية المنخفضة ، على سبيل المثال الإطارات الزمنية من 1 دقيقة إلى 15 دقيقة.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">من ناحية أخرى ، من المرجح أن يستخدم المتداولون الذين يفضلون التداول الموجي أو التأرجح الرسم البياني لمدة 4 ساعات ، بالإضافة إلى الرسم البياني اليومي ، لتوليد فرص تداول مربحة. وبالتالي ، قبل أن تختار استراتيجية التداول المفضلة لديك ، تأكد من الإجابة على السؤال: كم من الوقت أريد البقاء في الصفقة؟</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">تتوافق الفترات الزمنية المختلفة (<b>الطويلة والمتوسطة والقصيرة الأجل</b>) مع استراتيجيات التداول المختلفة. </span></span></span></span></span></span></p> <h3 dir="ltr" style="text-align: right;"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">عدد فرص التداول</span></b></span></span></span></span></span></h3> <p dir="ltr" style="text-align: right;"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">عند اختيار استراتيجيتك ، يجب عليك الإجابة على السؤال: كم مرة أريد فتح صفقات؟ إذا كنت تتطلع إلى فتح عدد أكبر من الصفقات ، فعليك التركيز على استراتيجية تداول سكالبينج (فتح الصفقة لفترة قصيرة جداً من الوقت).</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">من ناحية أخرى ، من المرجح أن يقضي المتداولون الذين يميلون إلى قضاء المزيد من الوقت والموارد في تحليل تقارير الاقتصاد الكلي وعوامل التحليل الأساسي وقتا أقل أمام الرسوم البيانية. لذلك ، تعتمد استراتيجية التداول المفضلة لديهم على أطر زمنية أعلى وصفقات أكبر.</span></span></span></span></span></span></p> <h3 dir="ltr" style="text-align: right;"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">حجم الصفقة</span></b></span></span></span></span></span></h3> <p dir="ltr" style="text-align: right;"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">العثور على حجم الصفقة المناسب له أهمية قصوى.<b> تتطلب استراتيجيات التداول الناجحة</b> معرفة معنويات المخاطرة لديك. المخاطرة بأكثر مما تستطيع يمثل مشكلة كبيرة لأنه يمكن أن يؤدي إلى خسائر أكبر.&nbsp;</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">نصيحة شائعة في هذا الصدد هي وضع حد للمخاطرة في كل صفقة. على سبيل المثال ، يميل المتداولون إلى وضع حد 1٪ على صفقاتهم ، مما يعني أنهم لن يخاطروا بأكثر من 1٪ من رأس مال حسابهم في صفقة واحدة.</span></span></span></span></span></span><br /> &nbsp;</p> <p dir="ltr" style="text-align: right;">&nbsp;</p> <p dir="ltr" style="text-align: right;"><img alt="Forex trading - ThinkMarkets" src="/TMXWebsite/media/TMXWebsite/3-strategies-image-1.jpg" /></p> <p dir="ltr" style="text-align: right;"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">على سبيل المثال ، إذا كانت قيمة حسابك 30,000 دولار ، فيجب أن تخاطر بما يصل إلى 300 دولار في صفقة واحدة إذا تم ضبط وتحديد حد المخاطرة عند 1٪. اعتمادا على معنويات المخاطرة الخاصة بك ، يمكنك تحريك هذا الحد إلى 0.5٪ أو 2٪.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">بشكل عام ، كلما انخفض عدد الصفقات التي تتطلع إلى فتحها ، يجب أن يكون حجم الصفقة أكبر ، والعكس صحيح.</span></span></span></span></span></span></p> <h2 dir="ltr" style="text-align: right;"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">ثلاث استراتيجيات ناجحة</span></b></span></span></span></span></span></h2> <p dir="ltr" style="text-align: right;"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">الآن ، تكون قد حددت إطارا زمنيا ، والحجم المطلوب في صفقة واحدة ، والعدد التقريبي للصفقات التي تتطلع إلى فتحها خلال فترة زمنية معينة. أدناه ، نشارك ثلاث استراتيجيات تداول فوركس شائعة أثبتت نجاحها.</span></span></span></span></span></span></p> <h3 dir="ltr" style="text-align: right;"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">الاسكالبينج</span></b></span></span></span></span></span></h3> <p dir="ltr" style="text-align: right;"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">الاسكالبينج في الفوركس</span></b><span lang="AR-SA" style="font-family:Almarai"> هي استراتيجية تداول شائعة تركز على تحركات السوق الأصغر. تتضمن هذه الإستراتيجية فتح عدد كبير من الصفقات في محاولة لتحقيق أرباح صغيرة لكل منها.&nbsp;</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">نتيجة لذلك ، يعمل المضاربون على تحقيق أرباح أكبر من خلال تحقيق عدد كبير من المكاسب الأصغر. هذا النهج هو عكس تماما الاحتفاظ بصفقة لساعات أو أيام أو حتى أسابيع.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">تحظى استراتيجية الاسكالبينج بشعبية كبيرة في الفوركس بسبب سيولتها وتقلباتها. يبحث المستثمرون عن الأسواق التي تتحرك فيها حركة السعر باستمرار للاستفادة من التقلبات في الزيادات الصغيرة.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">يميل هذا النوع من المتداولين إلى التركيز على الأرباح التي تبلغ حوالي 5 نقاط لكل صفقة. ومع ذلك ، فإنهم يأملون في نجاح عدد كبير من الصفقات لأن الأرباح ثابتة ومستقرة وسهلة التحقيق.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">الجانب السلبي الواضح للمضاربة هو أنه لا يمكنك البقاء في الصفقة لفترة طويلة. بالإضافة إلى ذلك ، تتطلب استراتيجية الاسكالبينج إلى الكثير من الوقت والتركيز ، حيث يتعين عليك تحليل الرسوم البيانية باستمرار للعثور على فرص تداول جديدة.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">دعونا الآن نوضح كيف يعمل الاسكالبينج في الممارسة العملية. أدناه ترى الرسم البياني لزوج EUR / USD لمدة 15 دقيقة. تعتمد استراتيجية تداول الاسكالبينج الخاصة بنا على فكرة أننا نتطلع إلى بيع أي محاولة لحركة السعر للتحرك فوق المتوسط المتحرك لفترة 200 (MA).</span></span></span></span></span></span><br /> &nbsp;</p> <p dir="ltr" style="text-align: right;">&nbsp;</p> <p dir="ltr" style="text-align: right;"><img alt="EUR/USD 15-Minute Chart" src="/TMXWebsite/media/TMXWebsite/EUR-USD-chart.jpg" /></p> <p dir="ltr" style="text-align: right;">&nbsp;</p> <p dir="ltr" style="text-align: right;"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">في حوالي 3 ساعات ، أنشأنا أربع فرص تداول. في كل مرة ، تحرك السعر أعلى قليلا من المتوسط المتحرك لفترة 200 قبل أن يدور هبوطيا. يقع وقف الخسارة على ارتفاع 5 نقاط فوق المتوسط المتحرك ، في حين أن حركة السعر لم تتجاوز أبدا المتوسط المتحرك بأكثر من 3.5 نقطة.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">جني الأرباح هو أيضا 5 نقاط حيث نركز على تحقيق عدد كبير من الصفقات الناجحة بأرباح أقل. لذلك ، في المجموع تم جمع 20 نقطة مع استراتيجية تداول الاسكالبينج.</span></span></span></span></span></span></p> <h3 dir="ltr" style="text-align: right;"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">التداول اليومي</span></b></span></span></span></span></span></h3> <p dir="ltr" style="text-align: right;"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">يشير التداول</span></b><span lang="AR-SA" style="font-family:Almarai"> اليومي إلى عملية تداول العملات في يوم تداول واحد. على الرغم من أنها قابلة للتطبيق في جميع الأسواق ، إلا أن استراتيجية التداول اليومي تستخدم في الغالب في الفوركس. ينصحك نهج التداول هذا بفتح وإغلاق جميع الصفقات في غضون يوم واحد.&nbsp;</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">يجب ألا تظل الصفقة مفتوحة طوال الليل لتقليل المخاطر. على عكس المضاربين ، الذين يتطلعون إلى البقاء في الأسواق لبضع دقائق ، عادة ما يظل المتداولون اليوميون نشطين على مدار اليوم لمراقبة وإدارة الصفقات المفتوحة. يستخدم المتداولون اليوميون في الغالب أطر زمنية مدتها 30 دقيقة و 1 ساعة لتوليد أفكار تداول.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">يميل العديد من المتداولين اليوميين إلى بناء استراتيجيات التداول الخاصة بهم على الأخبار. تميل الأحداث المجدولة مثل الإحصاءات الاقتصادية وأسعار الفائدة والناتج المحلي الإجمالي والانتخابات وما إلى ذلك إلى أن يكون لها تأثير قوي على السوق.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">بالإضافة إلى الحد المحدد لكل صفقة ، يميل المتداولون اليوميون إلى تعيين حد يومي للمخاطرة. القرار الشائع بين المتداولين هو وضع حد للمخاطر اليومية بنسبة 3٪. هذا سيحمي حسابك ورأس المال.</span></span></span></span></span></span><br /> &nbsp;</p> <p dir="ltr" style="text-align: right;">&nbsp;</p> <p dir="ltr" style="text-align: right;"><img alt="GBP/USD 1-Hour Chart" src="/TMXWebsite/media/TMXWebsite/GBP-USD-chart.jpg" /></p> <p dir="ltr" style="text-align: right;">&nbsp;</p> <p dir="ltr" style="text-align: right;"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">في الرسم البياني أعلاه ، نرى زوج GBP / USD يتحرك على الرسم البياني لفترة الساعة. تعتمد استراتيجية التداول هذه على إيجاد خطوط الدعم والمقاومة الأفقية على الرسم البياني. في هذه الحالة بالذات ، نركز على المقاومة حيث يتحرك السعر صعودا.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">تشير حركة السعر إلى المقاومة الأفقية وتدور على الفور للأسفل. يقع وقف الخسارة الخاص بنا فوق قمة التأرجح السابقة للسماح باختراق بسيط لخط المقاومة. وبالتالي ، يتم وضع أمر وقف الخسارة 25 نقطة فوق نقطة الدخول.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">على الجانب الهابط ، نستخدم الدعم الأفقي لوضع أمر جني الأرباح. في النهاية ، تدور حركة السعر لأسفل لتجلب لنا حوالي 65 نقطة في الأرباح.</span></span></span></span></span></span></p> <h3 dir="ltr" style="text-align: right;"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">تداول المركز</span></b></span></span></span></span></span></h3> <p dir="ltr" style="text-align: right;"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">تداول المركز</span></b><span lang="AR-SA" style="font-family:Almarai"> هو استراتيجية طويلة الأجل. على عكس المضاربة والتداول اليومي ، تركز استراتيجية التداول هذه بشكل أساسي على عوامل التحليل الأساسي.&nbsp;</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">لا يتم أخذ تقلبات السوق الطفيفة في الاعتبار في هذه الاستراتيجية لأنها لا تؤثر على صورة السوق الأوسع.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">من المرجح أن يراقب متداولو المراكز السياسات النقدية للبنك المركزي والتطورات السياسية والعوامل الاقتصادية أو الأساسية الأخرى لتحديد الاتجاهات الدورية. قد يفتح متداولو المراكز الناجحة عددا قليلا من الصفقات على مدار العام بأكمله. ومع ذلك ، من المرجح أن تكون أهداف الربح في هذه الصفقات على الأقل بضع مئات من النقاط لكل صفقة.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">استراتيجية التداول هذه مخصصة للمتداولين الأكثر صبرا حيث قد تستغرق صفقاتهم أسابيع أو شهورا أو حتى سنوات حتى تثمر وتعطي نتائج. يمكنك ملاحظة مؤشر <b>الدولار (DXY)</b> وهو يعكس خط سير اتجاهه على الرسم البياني الأسبوعي أدناه.</span></span></span></span></span></span><br /> &nbsp;</p> <p dir="ltr" style="text-align: right;">&nbsp;</p> <p dir="ltr" style="text-align: right;"><img alt="DXY - the dollar index weekly chart" src="/TMXWebsite/media/TMXWebsite/USDX-US-Dollar-Index.jpg" /></p> <p dir="ltr" style="text-align: right;"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">الانعكاس هو نتيجة للتحفيز النقدي الضخم الذي قدمه الاحتياطي الفيدرالي الأمريكي وإدارة ترامب لمساعدة الاقتصاد المضطرب. نتيجة لذلك ، تزداد كمية الدولارات النشطة ، مما يقلل من قيمة الدولار. من المرجح أن يبدأ متداولو المراكز في بيع الدولار على حزم تحفيز بقيمة تريليون دولار.&nbsp;<br /> <br /> <br /> قد يعتمد هدفهم على عوامل مختلفة: المؤشرات الفنية طويلة الأجل وبيئة الاقتصاد الكلي. بمجرد أن يعتقدوا أن الاتجاه الهبوطي الحالي يقترب من نهايته من منظور فني ، سيسعون إلى الخروج من الصفقة. في هذا المثال، نرى مؤشر الدولار يدور عند أعلى مستوياته في عدة سنوات ليتداول بأكثر من 600 نقطة بعد 4 أشهر (مارس - يوليو).</span></span></span></span></span></span></p> <h2 dir="ltr" style="text-align: right;"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:Almarai">الملخص</span></b></span></span></span></span></span></h2> <p dir="ltr" style="text-align: right;"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">يحتاج كل متداول إلى العثور على أفضل استراتيجية لتداول العملات الأجنبية تناسب أسلوب تداوله ؛</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">اختر استراتيجية التداول الخاصة بك من خلال إيجاد إطار زمني مفضل وحجم الصفقة المطلوب وعدد الصفقات التي تتطلع إلى فتحها ؛</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">الاسكالبينج هي استراتيجية تداول شائعة تتضمن فتح العديد من الصفقات خلال فترة زمنية قصيرة للاستفادة من تحركات السوق الصغيرة.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">يميل المتداولون اليوميون إلى فتح وإغلاق جميع الصفقات خلال يوم واحد.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:Almarai">تداول المراكز يكون للمتداولين الأكثر صبرا الذين لديهم خلفية في الأمور المالية والاقتصاد حيث يتطلعون إلى الربح من اتجاهات السوق طويلة الأجل.</span></span></span></span></span></span><br /> &nbsp;</p> <p dir="ltr" style="text-align: right;">&nbsp;</p>

ThinkTrader Web enters a new era with the integration of TradingView charts. TradingView&rsquo;s intuitive and powerful charts are designed to aid you in making more informed trading decisions. These charts cater to all levels of experience, whether you&rsquo;re a seasoned trader or just starting out.&nbsp;<br /> <br /> Discover ThinkTrader Web&rsquo;s new charting interface, powered by TradingView, for a seamless and efficient way to monitor and analyse the markets.&nbsp;<br /> &nbsp; <h3>What is TradingView?&nbsp;</h3> <br /> TradingView is a cutting-edge trading chart provider that has revolutionised the way traders access market data. Globally known for its user-friendly interface combined with powerful analytical features, TradingView offers a comprehensive range of charting tools for better decision making.&nbsp;<br /> &nbsp; <h3>How to access TradingView charts on ThinkTrader Web?&nbsp;</h3> <br /> TradingView charts are fully integrated into ThinkTrader Web&rsquo;s interface. To access the charts, all you need to do is log in on ThinkTrader Web.&nbsp;<br /> <br /> Don&rsquo;t have an account yet? No problem. Simply head to ThinkPortal and open a new account. &nbsp;<br /> &nbsp; <h3>TradingView features&nbsp;</h3> <br /> As you log in to ThinkTrader Web, you will immediately get access to TradingView&rsquo;s charting interface. Here are the key components and features that TradingView offers.&nbsp;<br /> &nbsp; <h3>Chart types&nbsp;</h3> <br /> <br /> <img alt="" src="https://k13-dev.thinkmarkets.com/TMXWebsite/media/TMXWebsite/Picture1_1.png" /><br /> <br /> TradingView&rsquo;s sleek chart windows are where you&rsquo;ll spend most of your time analysing the markets. The chart window displays price movements in your chosen chart type.&nbsp;<br /> <br /> Choose from TradingView&rsquo;s 13 chart types to complement your trading strategy:&nbsp;<br /> &nbsp; <ul> <li>Bars&nbsp;</li> <li>Candles&nbsp;</li> <li>Hollow candles&nbsp;</li> <li>Columns&nbsp;</li> <li>Line&nbsp;</li> <li>Line with markers&nbsp;</li> <li>Step line&nbsp;</li> <li>Area&nbsp;</li> <li>HLC area&nbsp;</li> <li>Baseline&nbsp;</li> <li>High-low&nbsp;</li> <li>Heikin Ashi&nbsp;</li> <li>Renko&nbsp;</li> <li>Line break&nbsp;</li> <li>Kagi&nbsp;</li> <li>Point &amp; figure&nbsp;</li> </ul> <h3>Time frames&nbsp;</h3> <br /> <img alt="" src="https://k13-dev.thinkmarkets.com/TMXWebsite/media/TMXWebsite/Picture2_1.png" /> <p lang="EN-US" paraeid="{718c8ab3-2f86-41d5-820e-7a267a8e494f}{242}" paraid="708463589" xml:lang="EN-US">TradingView offers a versatile range of time frames, allowing traders to analyse market trends and patterns over various periods. Understanding these time frames effectively is crucial for both short- and long-term trading strategies.&nbsp;<br /> &nbsp;</p> <p lang="EN-US" paraeid="{cf50c9b3-2300-4900-9796-20ebcc563090}{12}" paraid="1680187893" xml:lang="EN-US">Located at the top of the TradingView chart window,&nbsp;click the button to open a dropdown menu for different time frames. This feature allows for quick and easy switching between various periods. TradingView offers a variety of options that you can maximise for better decision making.&nbsp;<br /> &nbsp;</p> <ul> <li lang="EN-US" paraeid="{e1e67508-3f48-4237-bbf4-e81fe81035b7}{122}" paraid="1900490906" xml:lang="EN-US">1 minute&nbsp;</li> <li lang="EN-US" paraeid="{e1e67508-3f48-4237-bbf4-e81fe81035b7}{126}" paraid="665826024" xml:lang="EN-US">5 minutes&nbsp;</li> <li lang="EN-US" paraeid="{e1e67508-3f48-4237-bbf4-e81fe81035b7}{130}" paraid="1545845398" xml:lang="EN-US">10 minutes&nbsp;</li> <li lang="EN-US" paraeid="{e1e67508-3f48-4237-bbf4-e81fe81035b7}{134}" paraid="428893242" xml:lang="EN-US">15 minutes&nbsp;</li> <li lang="EN-US" paraeid="{e1e67508-3f48-4237-bbf4-e81fe81035b7}{138}" paraid="1923105792" xml:lang="EN-US">30 minutes&nbsp;</li> <li lang="EN-US" paraeid="{e1e67508-3f48-4237-bbf4-e81fe81035b7}{142}" paraid="1102247723" xml:lang="EN-US">1 hour&nbsp;</li> <li lang="EN-US" paraeid="{e1e67508-3f48-4237-bbf4-e81fe81035b7}{146}" paraid="61749682" xml:lang="EN-US">4 hours&nbsp;</li> <li lang="EN-US" paraeid="{e1e67508-3f48-4237-bbf4-e81fe81035b7}{150}" paraid="200973453" xml:lang="EN-US">1 day &nbsp;</li> <li lang="EN-US" paraeid="{e1e67508-3f48-4237-bbf4-e81fe81035b7}{154}" paraid="129446316" xml:lang="EN-US">1 week&nbsp;</li> <li lang="EN-US" paraeid="{e1e67508-3f48-4237-bbf4-e81fe81035b7}{158}" paraid="1655478611" xml:lang="EN-US">1 month&nbsp;</li> </ul> &nbsp; <p lang="EN-US" paraeid="{cf50c9b3-2300-4900-9796-20ebcc563090}{84}" paraid="1855050964" xml:lang="EN-US">The choice of time frame should align with your trading style and strategy. Short-term traders might prefer minute or hourly charts for quick trades, while long-term traders may opt for daily or weekly charts to understand longer-term trends.&nbsp;</p> <p aria-level="3" lang="EN-US" paraeid="{95f4d214-13f1-493f-999c-c0f1711e3328}{189}" paraid="1551297004" role="heading" xml:lang="EN-US">&nbsp;</p> <h3>Drawing tools&nbsp;</h3> <br /> <br /> <img alt="" src="https://k13-dev.thinkmarkets.com/TMXWebsite/media/TMXWebsite/Picture3_1.png" /><br /> &nbsp; <p>&nbsp;</p> <p lang="EN-US" paraeid="{c9d6b04d-93c1-4191-bfb6-bbd2c09dc594}{245}" paraid="949779766" xml:lang="EN-US">Situated at the side of the chart window, this toolbar contains an extensive set of drawing tools. These tools are crucial for chart mark-ups, trend analysis, and pattern identification. Here&#39;s an overview of what you can expect and how to use them:&nbsp;</p> <p lang="EN-US" paraeid="{cba26489-6615-4d0f-ae16-b5f65ce0b2b9}{26}" paraid="892481004" xml:lang="EN-US">Located on the left side of the chart window, the side toolbar features various icons. Each icon represents a different drawing tool or function.&nbsp;</p> <p lang="EN-US" paraeid="{cba26489-6615-4d0f-ae16-b5f65ce0b2b9}{59}" paraid="724538946" xml:lang="EN-US">Types of drawing tools available on ThinkTrader Web:&nbsp;<br /> &nbsp;</p> <ul> <li lang="EN-US" paraeid="{cba26489-6615-4d0f-ae16-b5f65ce0b2b9}{68}" paraid="519850178" xml:lang="EN-US">Trend lines and arrows - essential for identifying and marking trend directions&nbsp;</li> <li lang="EN-US" paraeid="{39836a35-0514-4a22-ad62-c2a20153ac60}{121}" paraid="227503749" xml:lang="EN-US">Geometric shapes - useful for highlighting key chart areas or patterns like triangles, rectangles, and circles&nbsp;</li> <li lang="EN-US" paraeid="{657fe92a-fa54-41a8-b95d-ec5727fc040e}{12}" paraid="218871322" xml:lang="EN-US">Fibonacci tools - these include retracement, extension tools, and circles for understanding potential support and resistance levels&nbsp;</li> <li lang="EN-US" paraeid="{657fe92a-fa54-41a8-b95d-ec5727fc040e}{192}" paraid="1147681384" xml:lang="EN-US">Drawing&nbsp;tools - text and emoticons for adding notes directly on your chart&nbsp;</li> <li lang="EN-US" paraeid="{832c159a-f00e-4113-81a4-417dabdc699a}{97}" paraid="1476881051" xml:lang="EN-US">Customisation - Each tool comes with customisation options. Right-click on a drawn object to&nbsp;change the colour, thickness, and style&nbsp;</li> </ul> &nbsp; <p lang="EN-US" paraeid="{cba26489-6615-4d0f-ae16-b5f65ce0b2b9}{122}" paraid="371495218" xml:lang="EN-US">All your drawn elements can be easily edited, moved, or deleted. You can also clone or lock them in place for more detailed analysis. Traders often practice drawing trend lines to connect significant highs and lows and use geometric shapes to identify chart patterns.&nbsp;</p> <p aria-level="3" lang="EN-US" paraeid="{bb7f673e-e845-4e2b-b67f-2f9a6cf4e91d}{6}" paraid="1730647718" role="heading" xml:lang="EN-US">&nbsp;</p> <h3>Indicators and Strategies&nbsp;</h3> <br /> <br /> <img alt="" src="https://k13-dev.thinkmarkets.com/TMXWebsite/media/TMXWebsite/Picture4-(1).png" /><br /> &nbsp; <p>&nbsp;</p> <p lang="EN-US" paraeid="{bb7f673e-e845-4e2b-b67f-2f9a6cf4e91d}{14}" paraid="55051457" xml:lang="EN-US">TradingView boasts a comprehensive range of powerful technical indicators and strategies. Traders consider indicators as vital tools that offer deep insights into market trends and potential trading opportunities. &nbsp;</p> <p lang="EN-US" paraeid="{68a07262-9361-4e05-a1dc-85ba2331ace0}{199}" paraid="1524655134" xml:lang="EN-US">To access the list of indicators, click on the &lsquo;Indicators&rsquo; button located at the top toolbar. This will open a window showcasing a wide range of available indicators.&nbsp;</p> <p lang="EN-US" paraeid="{17cc8b44-01ec-4ab6-8dde-7befa4932def}{238}" paraid="1158372656" xml:lang="EN-US"><strong>Types of indicators available:&nbsp;</strong><br /> &nbsp;</p> <ul> <li lang="EN-US" paraeid="{ef91d53e-af02-45bb-ada7-31b5e7bd31e2}{1}" paraid="201540585" xml:lang="EN-US">Trend indicators - such as Moving Averages, Bollinger Bands, and MACD help identify the market trend&nbsp;</li> <li lang="EN-US" paraeid="{255c9261-bc76-4423-810b-c108bf45a7f8}{155}" paraid="622257580" xml:lang="EN-US">Momentum indicators &ndash; such as the RSI and Stochastic Oscillator indicate overbought or oversold conditions&nbsp;</li> <li lang="EN-US" paraeid="{2c1eae90-835f-4670-9106-b0618e63b58b}{44}" paraid="1992357696" xml:lang="EN-US">Volume indicators &ndash; such as Volume Oscillator and On-Balance Volume provide insights into trading volume and market strength&nbsp;</li> <li lang="EN-US" paraeid="{4685afcb-e3c3-480c-8dbb-6935a5e69294}{171}" paraid="1496369134" xml:lang="EN-US">Volatility indicators &ndash; such as ATR and Bollinger Bands give an idea about market volatility&nbsp;</li> </ul> &nbsp; <p lang="EN-US" paraeid="{7c58c32e-ad72-4904-942c-9748ed6d60f6}{72}" paraid="666409873" xml:lang="EN-US">To apply an indicator, simply select your desired indicator from the list. You can customise its parameters and appearance according to your trading style.&nbsp;</p> <p lang="EN-US" paraeid="{50db5711-d709-4538-b92f-df4c05ad377f}{82}" paraid="1420725562" xml:lang="EN-US">TradingView also allows multiple indicators to be applied on the same chart. This offers a more comprehensive analysis to validate trading signals.&nbsp;Once you&#39;ve set up an indicator, you can save these settings for future use, ensuring consistency in your analysis.&nbsp;</p> <h3 aria-level="3" lang="EN-US" paraeid="{dbdf2e4c-38d3-45e0-a1b5-bdb919d85850}{173}" paraid="1235315722" role="heading" xml:lang="EN-US">Bottom toolbar&nbsp;<br /> &nbsp;</h3> <p lang="EN-US" paraeid="{5253e938-9b7e-451a-ba5a-dec57eb029f3}{218}" paraid="269356383" xml:lang="EN-US">The bottom toolbar on TradingView offers multiple features essential for market analysis.&nbsp;<br /> <br /> <img alt="" src="https://k13-dev.thinkmarkets.com/TMXWebsite/media/TMXWebsite/Picture5-(1).png" /><br /> <br /> Time scale adjustments &ndash; this feature lets you modify the time scale of the chart, which is useful for viewing market movements over different periods. This can range from minute-by-minute changes to broader historical trends.<br /> <br /> <img alt="" src="https://k13-dev.thinkmarkets.com/TMXWebsite/media/TMXWebsite/Picture6-(1).png" /><br /> <br /> Date range selection: Easily select and view a specific date range on your chart. This is useful for focusing on a particular period of interest, like post-announcement effects or during significant economic events.</p> <h3 lang="EN-US" paraeid="{5253e938-9b7e-451a-ba5a-dec57eb029f3}{218}" paraid="269356383" xml:lang="EN-US">Multi-chart display</h3> &nbsp; <p lang="EN-US" paraeid="{5253e938-9b7e-451a-ba5a-dec57eb029f3}{218}" paraid="269356383" xml:lang="EN-US"><img alt="" src="https://k13-dev.thinkmarkets.com/TMXWebsite/media/TMXWebsite/Picture7-(1).png" /><br /> <br /> TradingView on ThinkTrader Web offers a multi-chart display feature that allows traders to simultaneously monitor up to 8 different instruments.<br /> <br /> Click the layout button located on the top toolbar to open a dropdown menu with options of different chart layouts. These range from a single chart view to multiple chart layouts, allowing you to view up to 8 charts simultaneously.<br /> <br /> To set up a multi-chart display, choose your preferred layout, depending on how many markets you wish to track at once. You can display different instruments or timeframes on each chart so you can compare multiple markets or strategies in real-time.<br /> <br /> Within the multi-chart layout, each chart can be customised independently. Apply different indicators, drawing tools, and timeframes to each chart based on your trading strategy. This flexibility is perfect for traders who monitor correlations between different instruments or need to keep an eye on various segments of the market simultaneously.<br /> <br /> However, TradingView also offers the convenience of synchronisation. You can sync tools, drawings, and indicators across all charts in your layout. This ensures consistency in your analysis and saves time, especially when comparing similar markets.<br /> &nbsp;</p> <h3>TradingView on ThinkTrader Web</h3> <p lang="EN-US" paraeid="{5253e938-9b7e-451a-ba5a-dec57eb029f3}{218}" paraid="269356383" xml:lang="EN-US">ThinkTrader provides traders access to thousands of instruments across global financial markets, such as forex, stocks, indices, cryptocurrencies, commodities, ETFs, and futures. Level up your trading by maximising TradingView&rsquo;s powerful features and ThinkMarkets&rsquo; excellent trading conditions today.<br /> If you have any questions regarding TradingView and ThinkTrader Web, our 24/7 client support team is available via live chat, email, or phone, and can support in 20+ languages.</p>

<p paraeid="{0188ab9a-1a10-4ca0-a0cd-0e583ff40dfe}{250}" paraid="278386506"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">أطلقت ThinkMarkets للتو مجموعتها الجديدة من أنواع الحسابات. مع ذلك تأتي أداة فعالة ومتطورة يمكن أن تساعد في تحسين تجربة التداول الخاصة بك - الرافعة المالية المتحركة.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">يهدف هذا الدليل الشامل إلى مساعدتك على فهم آليات الرافعة المالية المتحركة ، وما هي ، وكيف تعمل ، والأهم من ذلك ، كيف يمكنك استخدام الرافعة المالية المتحركة لزيادة الربح المحتمل مع تقليل التعرض للمخاطر.</span></span></span></span></span></span></p> <h2 paraeid="{0188ab9a-1a10-4ca0-a0cd-0e583ff40dfe}{250}" paraid="278386506"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">فهم الرافعة المالية المتحركة: ما هي</span></b></span></span></span></span></span></h2> <p paraeid="{0188ab9a-1a10-4ca0-a0cd-0e583ff40dfe}{250}" paraid="278386506"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">الرافعة المالية المتحركة هي آلية تقوم بتعديل الرافعة المالية للمتداول بناء على معيار محدد يحدده الوسيط. على سبيل المثال ، تعتمد خاصية الرافعة المالية المتحركة لشركة ThinkMarkets على حجم صفقة المتداول.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">على عكس الرافعة المالية الثابتة ، حيث تظل نسبة الرافعة المالية للمتداول ثابتة ، تتغير الرافعة المالية المتحركة تلقائيا.</span></span></span></span></span></span></p> <h2 paraeid="{0188ab9a-1a10-4ca0-a0cd-0e583ff40dfe}{250}" paraid="278386506"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">آليات الرافعة المالية المتحركة: كيف تعمل</span></b></span></span></span></span></span></h2> <p paraeid="{0188ab9a-1a10-4ca0-a0cd-0e583ff40dfe}{250}" paraid="278386506"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">إذا كنت تتداول مع ThinkMarkets على حساب برافعة مالية متحركة ، فإن الرافعة المالية الخاصة بك تتغير تلقائيا اعتمادا على حجم صفقات التداول الخاصة بك. الرافعة المالية وحجم الصفقة ، في هذه الحالة ، يشتركان في علاقة عكسية. مع زيادة حجم صفقتك ، تنخفض الرافعة المالية المطبقة على جزء من صفقتك.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">العملية تلقائية ويعاد حسابها بشكل حي ولحظي لضمان تقليل تعرضك للمخاطر أثناء تنفيذ صفقات أكبر. هذه خاصية وميزة رائعة بشكل خاص لتخفيف المخاطر ومساعدتك على تجنب الخسائر الكبيرة خلال الأوقات المتقلبة.</span></span></span></span></span></span></p> <h2 paraeid="{0188ab9a-1a10-4ca0-a0cd-0e583ff40dfe}{250}" paraid="278386506"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">مثال على الرافعة المالية المتحركة: سيناريو XAUUSD</span></b></span></span></span></span></span></h2> <p paraeid="{0188ab9a-1a10-4ca0-a0cd-0e583ff40dfe}{250}" paraid="278386506"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">لنلق نظرة على مثال لتصور كيفية عمل الرافعة المالية المتحركة بشكل صحيح.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">قررت فتح صفقة شراء بقيمة 25 عقدا على XAUUSD بسعر 1,800. فيما يلي جدول مستويات الرافعة المالية المستخدمة من قبل ThinkMarkets.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">وفقا لمستويات الرافعة المالية المتحركة المذكورة أعلاه:</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">بالنسبة لأول 10 عقود ، يمكنك الوصول إلى رافعة مالية بنسبة 500: 1 مع متطلبات هامش بنسبة 0.2٪.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">تندرج العقود العشرة التالية ضمن المستوى برافعة مالية 200: 1 ومتطلبات هامش 0.5٪.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">العقود الـ 5 المتبقية برافعة مالية 100: 1 مع متطلبات هامش 1٪.</span></span></span></span></span></span></p> <h2 paraeid="{0188ab9a-1a10-4ca0-a0cd-0e583ff40dfe}{250}" paraid="278386506"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">حساب متطلبات الهامش</span></b></span></span></span></span></span><br /> &nbsp;</h2> &nbsp; <table aria-rowcount="5" border="1" cellpadding="5" cellspacing="0" data-tablelook="1696" data-tablestyle="MsoTableGrid" style="width:550px;"> <thead style="background-color: #3e4a5a"> <tr aria-rowindex="1" role="row"> <td data-celllook="0" role="rowheader"> <p paraeid="{53584117-4d11-4bc6-a2de-46df2c0cc4e6}{197}" paraid="1477560330" style="text-align: center"><span style="color:#ffffff;">&nbsp;حجم الصفقة&nbsp;<br /> (عدد العقود)</span>&nbsp;</p> </td> <td data-celllook="0" role="columnheader"> <p paraeid="{53584117-4d11-4bc6-a2de-46df2c0cc4e6}{204}" paraid="1364141596" style="text-align: center"><span style="color:#ffffff;">&nbsp;الرافعة المالية</span>&nbsp;</p> </td> <td data-celllook="0" role="columnheader"> <p paraeid="{53584117-4d11-4bc6-a2de-46df2c0cc4e6}{213}" paraid="91376119" style="text-align: center"><font color="#ffffff">متطلبات الهامش</font>&nbsp;</p> </td> <td data-celllook="0" role="columnheader"> <p paraeid="{53584117-4d11-4bc6-a2de-46df2c0cc4e6}{220}" paraid="246922951" style="text-align: center"><span style="color:#ffffff;">حساب الهامش لـ&nbsp;XAUUSD عند سعر 1800$&nbsp;</span></p> </td> <td data-celllook="0" role="columnheader"> <p paraeid="{53584117-4d11-4bc6-a2de-46df2c0cc4e6}{231}" paraid="969306125" style="text-align: center"><span style="color:#ffffff;">الهامش المطلوب&nbsp;</span></p> </td> </tr> </thead> <tbody> <tr aria-rowindex="2" role="row"> <td data-celllook="0" role="rowheader"> <p paraeid="{53584117-4d11-4bc6-a2de-46df2c0cc4e6}{243}" paraid="1594320989" style="text-align: center">10&nbsp;</p> </td> <td data-celllook="0"> <p paraeid="{53584117-4d11-4bc6-a2de-46df2c0cc4e6}{250}" paraid="357531691" style="text-align: center">500:1&nbsp;</p> </td> <td data-celllook="0"> <p paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{2}" paraid="153041093" style="text-align: center">0.2%&nbsp;</p> </td> <td data-celllook="0"> <p paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{9}" paraid="1663063140" style="text-align: center">10 lots x 100 oz x 1800&nbsp;</p> <p paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{19}" paraid="166789265" style="text-align: center">500&nbsp;</p> </td> <td data-celllook="0"> <p paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{26}" paraid="347818917" style="text-align: center">$3,600&nbsp;</p> </td> </tr> <tr aria-rowindex="3" role="row"> <td data-celllook="0" role="rowheader"> <p paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{34}" paraid="658483082" style="text-align: center">10&nbsp;</p> </td> <td data-celllook="0"> <p paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{41}" paraid="458902278" style="text-align: center">200:1&nbsp;</p> </td> <td data-celllook="0"> <p paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{48}" paraid="389634407" style="text-align: center">0.5%&nbsp;</p> </td> <td data-celllook="0"> <p paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{55}" paraid="1145375416" style="text-align: center">10 lots x 100 oz x 1800&nbsp;</p> <p paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{61}" paraid="583617992" style="text-align: center">200&nbsp;</p> </td> <td data-celllook="0"> <p paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{68}" paraid="378543494" style="text-align: center">$9,000&nbsp;</p> </td> </tr> <tr aria-rowindex="4" role="row"> <td data-celllook="0" role="rowheader"> <p paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{76}" paraid="1192086914" style="text-align: center">5&nbsp;</p> </td> <td data-celllook="0"> <p paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{83}" paraid="498187169" style="text-align: center">100:1&nbsp;</p> </td> <td data-celllook="0"> <p paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{90}" paraid="505165159" style="text-align: center">1%&nbsp;</p> </td> <td data-celllook="0"> <p paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{97}" paraid="304540604" style="text-align: center">10 lots x 100 oz x 1800&nbsp;</p> <p paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{103}" paraid="1766904942" style="text-align: center">100&nbsp;</p> </td> <td data-celllook="0"> <p paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{110}" paraid="664003524" style="text-align: center">$9,000&nbsp;</p> </td> </tr> <tr aria-rowindex="5" role="row"> <td data-celllook="0" role="rowheader"> <p paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{118}" paraid="2065218661" style="text-align: center">الحجم الإجمالي&nbsp;</p> </td> <td data-celllook="0"> <p paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{127}" paraid="1523390084" style="text-align: center">25 لوت</p> </td> <td data-celllook="0"> <p paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{134}" paraid="420359243" style="text-align: center">&nbsp;</p> </td> <td data-celllook="0"> <p paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{139}" paraid="1809839187" style="text-align: center">&nbsp;</p> </td> <td data-celllook="0"> <p paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{144}" paraid="581316709" style="text-align: center">$21,600.00&nbsp;</p> </td> </tr> </tbody> </table> &nbsp; <p paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{154}" paraid="1627421560"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">هذا يعني أنه بالنسبة لصفقتك المكونة من 25 عقدا على XAUUSD ، سيكون إجمالي الهامش المطلوب هو 21,600 دولار ، نظرا لأن السعر كان 1,800.</span></span></span></span></span></span></p> <h2 paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{154}" paraid="1627421560"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">مزايا الرافعة المالية </span></b><b><span lang="AR-EG" style="font-family:&quot;Arial&quot;,sans-serif">المتحركة</span></b><b><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">: لماذا هي جيدة للمتداولين</span></b></span></span></span></span></span></h2> <p paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{154}" paraid="1627421560"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">في حين أن فكرة الرافعة المالية المتحركة قد تبدو مخيفة ، إلا أنها تقدم العديد من المميزات والفوائد التي يمكن أن تحسن من مستواك في التداول:</span></span></span></span></span></span></p> <h3 paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{154}" paraid="1627421560"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">إدارة المخاطر</span></b></span></span></span></span></span></h3> <p paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{154}" paraid="1627421560"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">تتكيف الرافعة المالية المتحركة تلقائيا مع حجم صفقاتك المفتوحة ، مما يساعد على إدارة المخاطر بشكل أكثر فعالية. كلما قمت بزيادة حجم صفقتك ، تقل الرافعة المالية الخاصة بك ، مما يقلل من احتمالية حدوث خسائر كبيرة بالنسبة لرصيد حسابك. تعتبر آلية التحكم في المخاطر المدمجة هذه ذات قيمة خاصة في أوقات زيادة تقلبات السوق ، حيث يمكن أن تكون تقلبات الأسعار أكثر وضوحا.</span></span></span></span></span></span></p> <h3 paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{154}" paraid="1627421560"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">المرونه</span></b></span></span></span></span></span></h3> <p paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{154}" paraid="1627421560"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">تتيح لك القدرة على فتح صفقات برافعة مالية أعلى زيادة إمكانات التداول الخاصة بك إلى أقصى حد حتى مع رأس المال المحدود. الرافعة المالية الأعلى تعني أن هناك حاجة إلى رأس مال أقل لفتح صفقة ، مما يتيح لك الفرصة لتحقيق أرباح كبيرة من تحركات الأسعار الصغيرة نسبيا. تقدم ThinkMarkets رافعة مالية تصل إلى 2000: 1 مع حساب Mini في أسواق مختارة. يرجى ملاحظة أن الرافعة المالية الأعلى يمكن أن تزيد الأرباح ولكنها تزيد أيضا من مخاطر الخسائر.</span></span></span></span></span></span></p> <h3 paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{154}" paraid="1627421560"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">الحفاظ على رأس المال</span></b></span></span></span></span></span></h3> <p paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{154}" paraid="1627421560"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">أحد الأهداف الأساسية للتداول هو الحفاظ على رأس المال الخاص بك مع تحقيق عوائد. من خلال تقليص الرافعة المالية في الصفقات الكبيرة ، تمنعك الرافعة المالية الديناميكية من الإفراط في تعريض نفسك للسوق. هذا أمر بالغ الأهمية لاستدامة التداول على المدى الطويل ، لأنه يساعد على ضمان عدم استنفاد رأس مال التداول الخاص بك بسرعة ، مما يسمح لك بمواصلة التداول حتى بعد سلسلة من الخسائر.</span></span></span></span></span></span></p> <h2 paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{154}" paraid="1627421560"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">كيفية دمج الرافعة المالية المتحركة في استراتيجية التداول الخاصة بك</span></b></span></span></span></span></span></h2> <p paraeid="{45a7d192-07e9-41a6-8c56-d613f7c443b4}{154}" paraid="1627421560"><span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">تعرف على الرافعة المالية المتحركة من خلال البدء على نطاق صغير. يسمح حسابنا الـ </span>Mini <span style="font-family:&quot;Arial&quot;,sans-serif">&nbsp;للمتداولين برافعة مالية تصل إلى 2000: 1 بحد أدنى مطلوب للإيداع يبلغ 10 دولارات فقط. استفد من هذه الرافعة المالية الأعلى لتحقيق عائدات محتملة أكبر.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">تأكد من مراقبة صفقاتك عن كثب لفهم كيفية تغير الرافعة المالية الخاصة بك أثناء توسيع حجم صفقتك. نوصي باستخدام أوامر جني الأرباح ووقف الخسارة لتأمين الأرباح وإدارة المخاطر بشكل فعال.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">بينما تتكيف مع وجود رافعة مالية متحركة في تداولك ، تعرف على مستويات الرافعة المالية المقدمة في السوق المفضل لديك. احسب متطلبات الهامش الخاصة بك بشكل صحيح لتجنب تفعيل نداء الهامش بشكل مبكر.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">خلاصة القول ، توفر الرافعة المالية المتحركة للمتداولين ميزة كبيرة ومرونة لمتابعة استراتيجيات قوية في الصفقات الصغيرة مع الحفاظ على رأس المال وإدارة المخاطر مع زيادة التداول والتعرض في السوق. ومع ذلك ، من الأهمية بمكان فهم وتوقع المخاطر المرتبطة بالتداول.</span></span></span></span></span></span><br /> <span style="font-size:11pt"><span style="direction:rtl"><span style="unicode-bidi:embed"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">تداول برافعة مالية متحركة في بيئة تداول محاكاة خالية من المخاطر عن طريق فتح حساب تجريبي </span>Mini<span lang="AR-SA" style="font-family:&quot;Arial&quot;,sans-serif">.</span></span></span></span></span></span><br /> <br /> &nbsp;</p>