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إجابات النموذج التجريبي الأول والثاني أحياء للصف الثالث الثانوي 2025...

- في إطار الاستعداد لامتحانات الثانوية العامة 2025، يبحث طلاب الصف الثالث الثانوي شعبة علمي عل...

الصف الأول الثانوى 2

منذ يوم

تحميل مراجعة العمالقة ليلة امتحان اللغة الإنجليزية أولى ثانوي الترم...

-في إطار استعداد طلاب الصف الأول الثانوي لامتحانات الفصل الدراسي الثاني 2025، نقدم لكم مراجعة ...

الصف الأول الثانوى 2

منذ يوم

مراجعات جيو ماجد النهائية علوم أولى ثانوي ترم ثاني 2025...

-يقدم لكم موقعنا التعليمي أقوى مراجعة نهائية في العلوم المتكاملة للصف...

الصف الثانى الثانوى 2

منذ يوم

تحميل مراجعة Bit by Bit النهائية لغة انجليزية لكل الصفوف...

- تتشرف أسرة كتاب Bit by Bit بتقديم المراجعة النهائية في مادة اللغة الإنجليزية ل...

الصف الثانى الثانوى 2

منذ يوم

إهداء من فريق العمالقة مراجعة ليلة امتحان اللغة الانجليزية...

- تحميل ملف ليلة امتحان اللغة الانجليزية الصف الثاني الثانوي الترم الثانى 2025 PD...

منذ 2 أيام

مراجعة الوافي النهائية في الفيزياء 2025 للثانوية العامة PDF مجانًا

- 📘 لطلاب الثانوية العامة 2025، نقدم لكم هدية الوافي المجانية في الفيزياء بصيغة P...

الصف الثانى الاعدادى 2

منذ 3 أيام

مراجعة كتاب العمالقة ليلة امتحان اللغة الإنجليزية الصف الثاني الإعدادي...

- تحميل مراجعة كتاب العمالقة ليلة امتحان اللغة الإنجليزية للصف الثاني الإعدادي ال...

منذ 3 أيام

تحميل نماذج امتحانات الثانوية العامة التجريبية مايو 2025 PDF -...

-تحميل نماذج امتحانات الثانوية العامة التجريبية مايو 2025 PDF من وزارة التربية والتعليم، يشمل ...

منذ 3 أيام

هدية الوافي كيمياء للثانوية العامة 2025 PDF | مراجعة نهائية...

-تحميل هدية الوافي في الكيمياء للثانوية العامة 2025 PDF مجانًا، تشمل أقوى مراجعة ليلة الامتحان...

الرياضيات 2 ثانوى ترم 2

منذ 4 أيام

تحميل نماذج الأضواء النهائية الصف الثاني الثانوي الترم الثانى 2025...

-مع اقتراب امتحانات نهاية العام، يبحث طلاب الصف الأول الثانوي عن نماذج امتحانات نه...

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