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تصغير الصور الأقسام

اذهب الى الأسفل

تصغير الصور الأقسام  Empty تصغير الصور الأقسام

مُساهمة من طرف albatoul الإثنين 19 مارس 2012 - 2:39

سلام عليكم
اريد ان اصغر الصورالتي أريد أن اضعها في أقسام منتدي بحجم صورة التالية :
https://i.servimg.com/u/f49/16/39/11/34/220.jpg
والصور المراد تصغيروها هي :
https://encrypted-tbn2.google.com/images?q=tbn:ANd9GcTIA95S6OnZk18Yp6Or4DLevEW3muo7E7dEizsw6zgnVLxFo3eF

https://encrypted-tbn3.google.com/images?q=tbn:ANd9GcSFSmO-mIIuwQul87_VRNH8Y-fWZ69x0zoD_7VYQroxzane500g8g

https://encrypted-tbn3.google.com/images?q=tbn:ANd9GcQbXzCwZoaFE9Vr4BxsGFwolAyMsSG8xNVLnpoJxxxxs5d3ou4fdQ

https://encrypted-tbn2.google.com/images?q=tbn:ANd9GcTNlTFX3vhz9Br5xbdNXVWf_8-v2s6RXwp51Q2sy1W4THs5YW3ofTrUFpo88g

https://encrypted-tbn0.google.com/images?q=tbn:ANd9GcRd69oACE68j1MBBjFOHCpIzp1s32Hx21HVqQ2CBs078KwC4REk

https://encrypted-tbn2.google.com/images?q=tbn:ANd9GcQzF3YrXo6puTIbdca7xde5k4_0bJkOfLjJWBsHj-52-SWGgQTv

https://encrypted-tbn3.google.com/images?q=tbn:ANd9GcT649c5qhefyByeOmTMTu-1sFgkSZ8K-_ni12knp9Jj380khwSM

https://encrypted-tbn1.google.com/images?q=tbn:ANd9GcSM9PWH3CbaDpIPVuuLrZNlZDl1aPxtZ6nTIt-CA5nqfa8oT32X

https://encrypted-tbn0.google.com/images?q=tbn:ANd9GcQgWKgMRszdm_4K_OfwoVvdAu_XjgxgUsZVQ0gSIH9Y4J-LdOJpmg

https://encrypted-tbn1.google.com/images?q=tbn:ANd9GcTmh-KJS9h__xPxbWEGpwe7koSOKhCZJMS5Sb-O_twRWRc1zQ7v1w

https://encrypted-tbn1.google.com/images?q=tbn:ANd9GcTI7rrZ0jdsSNK9nNlwhUBVxciUYoXu0hmWARweGcZJLqEvMOrR

https://encrypted-tbn1.google.com/images?q=tbn:ANd9GcTIMZXYGhZhxNXjWKZjKucdJQh1hAkY0-0tn99QBEcAIAb936bsSg

https://encrypted-tbn1.google.com/images?q=tbn:ANd9GcQ_XeC58DEIut_bPNgMRAA8FoAnQ5az3eBjSB0DT5wRtYC2AN1d3Q

https://encrypted-tbn1.google.com/images?q=tbn:ANd9GcTbO_uwr-BZssGwiJitvysFsLIbA5sPc1xCb61H2TomzP_H4zcb

https://encrypted-tbn1.google.com/images?q=tbn:ANd9GcSLO9Mv9Tohp4iQr_ThPDukHVsks_NJ5SGWmExZ81HmwLbj7py_WuNal-1g

https://encrypted-tbn2.google.com/images?q=tbn:ANd9GcQPSU8Vo_m-YJJ6hDfS8EiIwOITTYDj0sQbpVoM88w9o16Iuq7v

https://encrypted-tbn0.google.com/images?q=tbn:ANd9GcQDBnA5hF6Nw5Q8vJLr_oomWmixAp9L7pCkrlVefnsORgRmdg2O

https://encrypted-tbn1.google.com/images?q=tbn:ANd9GcTkdD_FjtAJFFYjGCBbdcpSwm17A0htuj-R7bH11wvETKukleXR8Q

https://encrypted-tbn1.google.com/images?q=tbn:ANd9GcTMGVrTQt1VKHxreAWGGBQAUL5N207J5fv_X3j-ddcqWOUcGoBTzg

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