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اريد كود vb6 لعد الدوائر السمراء فى الصورة
#1
اريد كودلعمل سيليكت وعد الدوائر السمراء فى الصورة
اريد كودلعمل سيليكت وعد الدوائر السمراء فى الصورةاريد كودلعمل سيليكت وعد الدوائر السمراء فى الصورةاريد كودلعمل سيليكت وعد الدوائر السمراء فى الصورةاريد كودلعمل سيليكت وعد الدوائر السمراء فى الصورةاريد كودلعمل سيليكت وعد الدوائر السمراء فى الصورةاريد كودلعمل سيليكت وعد الدوائر السمراء فى الصورةاريد كودلعمل سيليكت وعد الدوائر السمراء فى الصورةاريد كودلعمل سيليكت وعد الدوائر السمراء فى الصورة

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


الملفات المرفقة صورة/صور
   
الرد }}}}
تم الشكر بواسطة:
#2
السلام عليكم

ممكن ولكن هل ابعاد الصورة ثابتة
هل الالوان ثابتة من حيث الشدة
ما هي فورمات الصورة bmp , bng ,jpg ,gif

يعطيك العافية
شـــايـفـــك

الرد }}}}
#3
(01-06-16, 06:32 PM)abulayth كتب : السلام عليكم

ممكن ولكن هل ابعاد الصورة ثابتة
هل الالوان ثابتة من حيث الشدة
ما هي فورمات الصورة bmp , bng ,jpg ,gif

يعطيك العافية

عليكم السلام
الصورة ابعادها  ثابته بس انا عايز احسب عدد الدوائر دى وكل دايرة تاخد رقم معين مثلا
وفورمات الصورة jpg  وهى ثابته


و gif  وهى متحركة حركة من 2 الى 3 ثوانى

(01-06-16, 06:32 PM)abulayth كتب : السلام عليكم

ممكن ولكن هل ابعاد الصورة ثابتة
هل الالوان ثابتة من حيث الشدة
ما هي فورمات الصورة bmp , bng ,jpg ,gif

يعطيك العافية

ودى صورة تانية


الملفات المرفقة صورة/صور
   
الرد }}}}
تم الشكر بواسطة:
#4
دا الى انا اقصدة


الملفات المرفقة صورة/صور
   
الرد }}}}
تم الشكر بواسطة:


المواضيع المحتمل أن تكون متشابهة .
الموضوع : الكاتب الردود : المشاهدات : آخر رد
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آخر رد: Microformt
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آخر رد: sendbad100
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يقوم بقرائة الموضوع: بالاضافة الى ( 1 ) ضيف كريم