10 نفر اول کنکور سراسری علوم ریاضی و فنی
نفر اول: یاسمن سعیدی از تهران
نفر دوم: نگین یغمایی از تهران
نفر سوم: صدرا صفادوست از تبریز
نفر چهارم: شایان نیککار از اصفهان
نفر پنجم: امید چهرهگشا از اصفهان
نفر ششم: سپند فرقدانی چهاسوقی از اصفهان
نفر هفتم: مهسا خوشنما از اصفهان
نفر هشتم: میعاد لقایی از بابل
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)
نفر نهم: امیر نوریپور از آمل
نفر دهم: مهدی بخشی از تبریز
10 نفر برتر رشته علوم تجربی
نفر اول: سید شایان پورمیربابایی از آستانه اشرفیه
نفر دوم: آناهیتا نجفی از رشت
نفر سوم: سید زهرا موسوی از شیراز
نفر چهارم: مهسا دولتشاهی از خرمآباد
نفر پنجم: مهسان صمدی از اصفهان
نفر ششم: فاطمه فاضلیفرد از خرمآباد
نفر هفتم: آرین آیتی از اصفهان
نفر هشتم: فراست رجبی نیاسانی از لنگرود
نفر نهم: علیرضا رضایی از میانه
نفر دهم: حسین خاکپور از کاشمر
رتبه اول تا دهم رشته علوم انسانی
نفر اول: علی ولایی از شمیرانات
نفر دوم: صدیقه ضبیحی از شمیرانات
نفر سوم: امید شمساللهی از تهران
نفر چهارم: الهام حبیبزاده از تهران
نفر پنجم: فاطمه حسنزاده گرده از تهران
نفر ششم: پوریا خانی از خمینیشهر
نفر هفتم: فاطمه رحیمی قهرودی از تهران
نفر هشتم: صبا بادکوبه از تهران
نفر نهم: امیرحسین قدیانی منفرد از تهران
نفر دهم: صبا کوشا مقدم از تهران
3 نفر برگزیده رشته هنر
نفر اول: طارا فرسادفر از شمیرانات
نفر دوم: مهتا منصوری تهرانی از تهران
نفر سوم: آوا تدین از شمیرانات
نفرات برگزیده زبان
نفر اول: محمد مرادی شهمیری از تهران
نفر دوم: سروش ثابتی از مشهد
نفر سوم: ریحانه باقری از اصفهان
یا بی ارزش شمردن کار دیگران خودمون رو عوض کنیم ،و کمی به خودمون زحمت بدیم نه اینکه رویاپردازی کنیم
اون میگه درود بر لر ها
یکی دیگه میگه تهرانیا افتخار افریدن
.
اینقدر هم دیگه را جدا از هم نبینیم بد نیست
اره اون سال ها اینجوری بود الآنم هست ولی کمتر من خدم دارم واسه المپیاد زیست میخونم الان کلاس های آنلاین المپیاد هست ک میشه شرکت کرد و امکانات الان خیلی بهتره شده خداروشکر
...............لطفا رسیدگی شود...............
چیزی نمونده که ما سکته کنیم به خدا
با سلام - متشکرم ،تبریک میگم باعث افتخار و سربلندی منطقه هستید-بنده به نوبه خودم به شما فتخار میکنم و آرزوی موفقیت روزافزون برات دارم
اصلا کنکور خیلی مزخرفه
هر چه زودتر حذف بشه بهتره دوستان عزیزم
درگیری ها رو تمتم کنید بسته.
حرفم شد فصل الخطاب
التماس دعا
ایشالا سال بعد مااااااااااااااااااااااا
امیدوارم موفق باشید .
در جواب یکی از دوستان که گفته بودن بالاخره نفهمیدیم نفرات 4 و 6 تجربی از لرستان بودن یا خرم آباد باید بگم خرم آباد مرکز استان لرستانه
هرچی هم که امکانات زیاد باشه بازم به خود ادم بستگی داره
ولی شهرستانیا واقعا گل کاشتن دم همشون گرم
دمت گرم همشهری خودمه
اخخخخخ چی میشد ماهم یه چهار ساله دیگه مثه تومیشدیم!
دمت گرم همشهری خودمه
اخخخخخ چی میشد ماهم یه چهار ساله دیگه مثه تومیشدیم!
مابهتون افتخار می کنیم
زیاد اهمیتی نداره به نظرم
مهم فهمیدنه مطلبه
را من که اصلا اهمیتی نداره
این ب دور از انصافه جناب مدیر سایت!
ب همین دلیله ک از تهرانی ها بدم میاد، خود پسندن!
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همه چی بستگی به هوش و پشتکار خودتون داره، به جای تنفر و حسادت تلاش کنید!
همه چی بستگی به هوش و پشتکار خودتون داره، به جای تنفر و حسادت تلاش کنید!
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من رتبه 163 کنکور سال 90هستم
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