منتديات احفاد الرسول
هل تريد التفاعل مع هذه المساهمة؟ كل ما عليك هو إنشاء حساب جديد ببضع خطوات أو تسجيل الدخول للمتابعة.

منتديات احفاد الرسول

بسم الله الرحمن الرحيم قُلْ هُوَ اللَّهُ أَحَدٌ اللَّهُ الصَّمَدُ لَمْ يَلِدْ وَلَمْ يُولَدْ وَلَمْ يَكُن لَّهُ كُفُوًا أَحَدٌ
 
الرئيسيةأحدث الصورالتسجيلدخولتفسير القران الكريم قراءة القران الكريماذاعات القران الكريمكتبقنواتقصص رائعة منتديات الياس عيساوي بث قناة الجزيرةاوقات الصلاةاستماع للقراءن الكريم
دليل سلطان للمواقع الإسلامية

 

 تمرين شامل في الهندسة الفضائية

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ذكر عدد المساهمات : 16999
تاريخ التسجيل : 04/07/2013
الموقع : https://www.youtube.com/watch?v=QriWAmC6_40

تمرين شامل في الهندسة الفضائية Empty
مُساهمةموضوع: تمرين شامل في الهندسة الفضائية   تمرين شامل في الهندسة الفضائية I_icon_minitimeالجمعة فبراير 14, 2014 1:40 am

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soq4W9WLAbh9fG/j8uYvR5jl7u5cF9p4I/4mFsePD2TSIJFEVsKYayTD4fZqWNZUMX9IwoBiVlWSMSUEtj6X7VFqzxvIijQfTxv4/LmL0eY5e7uXBfaeY438flzF6P3P/8QAFBEBAAAAAAAAAAAAAAAAAAAAoP/aAAgBAhEBPwF/H//EABQRAQAAAAAAAAAAAAAAAAAAAKD/2gAIAQERAT8Bfx//xAA8EAABAwMCBAUACQMDBQADAAABAAIRAxIhMXEQIkFREzJQYbEgIzAzQEKBkaEEUmJyksEUgtHh8CSisv/aAAgBAAAGPwL8ZW2H2FxBPTCOoIMQRlC46mAhM5xKa3q7RSEJkk6AKRO0ZV+YTXDqJRaZ0nTgWkOxEmMIkybdYCuMkeykyR7Ix01UpjwcP0RI6GMrH8prDMu0VwOEB3ROsdlfOFE57JrA0EdTKstEdTKjxSLTpGquGilSNFInjf04W9YnhJU8Q09VJ4QeGOL9x88aG59ZrbD7CGRMg5Xjuy6dG9k3618ggocjA2cglUza1triSqhy2849lTqMIuZ36pzoDr2x7IMDRoc9vZMpnENy5qLiA5oGO6ptu8uqc4WCQAHdQnUwGwXZu6hFrWMjrJ1TmWNAnX/lVHZAwEGB256pv5mNcY7wU4OAN7zp0CyA44bjoB1VIh0hkzdqnmPM66CsVnMH+KP17jPcBAMza67+Uakjq5uOsK8FvlAVWrETDRPYJ1a6Z6Ix5i4uj9VeahZ/jqmW1SLdMaIONV2DOiadGN99UZrOGZwFPju0iOic4VHPdHVD/wDIqf8AKe+8vcRoU64FjBENxlNscWOAVrXZLpL1mu79gpNVzhM5TnXnIjZZ/qH/AKAKXVnuQZTYTdo6MBPjnLjciXPtnoMwhNZzhM5T9x88aG59ZrbD1x+4+eNDc+s1th6dBI4QHAnf6GTwx9J+4+eNDc+s1th6TEQySZXiCi3PvEptzWBvXK5ZLuoQ8RjNRB7Kr4lIvui0wtBbCkMd96TlsY7yjjlhCrYbamNMjtKmnTZHu7VBr2N3uQDidOgRL+p/ZRTBI6Hgx1h8hzHF+4+eNDc+s1th64/cfPGhufWa2w9JNxhrG3Ku17nNf5my6MFWF5FPxILg6endU7Hue1xIyU2OrrVbbUNkHlGqNtGqf+1VI8QY6yjbSqOz/acKLK1oOpahUh5gnEapr3NfsGkJv1dZruwb/CJ/t1UWG3/QeDLaueou6cX7j540Nz6zW2HpIcRkLQKIwruowvFsF/dQxobtxwI+iHOY0kaEhQBA4aDi/cfPGhufWa2w9HEauMBCjIgj9ZRNTPK46RMIvc5roF0QrvaU3Ia52kofWNz7ptrwWnoqnOJDoyg+clPuc3GgHbui8HQx3T4e05wn/WDk1TXQ5wd2CP1jFyODncGN/K724v3Hzxobn1mtsPR40OoKAI0N2vVSG/uZRY3AODssPczoY6hA6hujegXkb+ykNE7IXDRB2caDohyhQAvKP2XlH7IWODfYjC8jf2WGgcLszvxfuPnjQ3PrNbYenNkAEut1TGR5uvZGmWtw63zZQd4f1btDK0NsSXdAnXNDQOsotjRNA/uhabnsgG2x3ngynHm/ji/cfPGhufWa2w9Nbd5RnWMppg8ufMUXF3NItMeVS6oSL74jqgA9xYNB2R8+ezyshx3eVDZ/eUDULXRpAhE8wns4hTzHdx4Nqnzt69+L9x88aG59ZrbD00vkkAwYCnMzERmVIXiCS32CvIMJv+WiE9foTE8LMzxfuPnjQ3PrNbYemGyLukqqxpDmvjzHqrxaCHyGTjRZNrvZA+N/+q+/PaITIe5tmicfGOcxHVZ/qD20TbKnMBGeqP18T/ijNUkHURwa8taI6g5PtxfuPnjQ3PrNbYfh7b23dpUKGvaT2BRAcCR78YnI+xtkXduGuqhr2k+xUBzZHvxkKJzwkmAuRzXbFajtwkGR9EAkZ4v3Hzxobn1mtsPw/wDUN8EuvaADCZUtLvCIbpk91yteOdxyMD3VNpo2uY2CU7AdUJ5AnmqBZ06lCrVaGmNAvCoQXxnPlQIaC6I8ya3OBzYQLQzXGenuuYN8M9J0RaGN9nXLysbs7/0vEqxdbBtQe9rB7t6o3RrmOybWayQwwMZhcrXDnccjAQbUo2ljIJKaamDbrHVU2CnLj5mv7boCynj/AC/9IOq2cvUdUWU58XQYwnhwkxpMqm7wyy2na4nqnBopOl1w6Qpc2lp/cnYEnpKMhhERg5Uc135YGqvdAb05uAqAO6bR14v3Hzxobn1mtsPwsdfpY4zGT+OfuPnjQ3PrNbYfhAWxM/whUlunbKaA0W2nrsmtbHNgY6p7+XPYJwLRbjqjTD2xGWwoFpPthHxB1PX3Vd9F0wNCZlXYJOnTCNzQNinEuAdjm9+yaRa8/sjfDdiqLi+6JwfzIFjf0hPMQ+DGFULJe38ufZNup1LuvZOcKVR86BGabmsAmSrQfyzjKLocBGZ7ptQvzk23R+yqAXeUOHcIdKhxGpTIbUBGpcsMml1I1Vp/p60DrCucLN1cbi0jB6KGUy4XQXDRFvLh0R1RyOXK8jrP9PCmWk98HpxfuPnjQ3PrNbYfh7uv0oP2rixoF2vAwNcox11V1ou78L8g+x14Q4Aj3UECOygCBwBLQSPZQMfRfuPnjQ3PrNbYejE9k1+LjzRHROLXGwNDtMJzg8Na19sQjdqDanuPlZ1TrqzTCik8XD+V8o2x+6HIbSYlVWmpbaMThAMqNzOqdzAt7q28Tumy4NuE5Rmo3Hui1ruYEfqOApzycX7j540Nz6zW2Ho/fFv6L7sK+3m7qyT3n3VhLj/cZ8y8oWikz+h1WArgwTrw0HCICtIwtAtOAfbzDrxfuPnjQ3PrNbYfhxUswfjuiy1sY65KNjAWB1syp0OhTv8AHVG7EKRDo1Q90ciB1lEdlcXYTqjenfCzEEYUtapGsSF3dE2odDGijUxKLI9wnVQ2R+Ud00dHiWlH2XtqFywTr+iBOqgwBGqOdFMT3RIiYlGYDQNZXlFu6gwBGqJE4McLIxME8X7j540Nz6zW2H4Yg9VbVh0NtGP5UOrPIIDTplEtc4NJm3pKMGHk3IsdUEv82MfovKT/ANxUhmd1zDT3Vvhi3snWuye+U2nceUzKLXc4cZNyksn9SsM6zqULXlnTC8mdynW4BEbJ7qrpnENwuUIAPgNJITOaQwQFcdSc+6gMwP8AIryfyVH9PGxKHiC90RJJXNLjuUalQ3OP6LD3NxBjquYXfqpDf5Vz2Sd1yt4Cq7mcBgxxfuPnjQ3PrNbYfjcoDInuEY6I6mDBMKUR24EnQJjD5nCQrYcMkZCmHW6zHCenspVh6onshOJEoxPAtzI4SFJnhbwkHXui90wOy8PM8X7j540Nz6zW2H42oIBD410VJhk2kunt7J5Zz39zELNU++BlMa9jy0aW9EH/APUVP4TnGoXmOqfdqXXBs/whUDocHAtHSFc6wS5xJbqZ6Kww61sCOqYGi+GxgqmwG2Mlw/8ACA8d0D2CzUc6NJR5qrDpgS2ER49Qz1KMOL3Y1RLnlgP5BlYrOmImArj/AFFTbEIgOL+wPRObVc7mdODp7IkVnkuwZ0Qn+oeP9OFAaCD1nReI55k9ICexsZGJV0i2Q478X7j540Nz6zW2H4TVTOOMSJ+kYcMGP14SDI+yic8NfsMrB4a/RfuPnjQ3PrNbYfbi42g9Ve1s3Geyc6xl5wM4RtpNExOVUMSQ0WBPouYfOHCG3DVNL6ZNIPd+X+YVKxtsgyPZOYzIDdfdUhpNPmfb137qvHkBx/yuTnb3QY1l8Nk+zlik0Y/uRe9oaT0lAUyP7jjRFvX+3usstaBhfn8OP5TCHcsHomBjjmQR/wArkd26L8xd/imhriD/AJI3m7YJrYLSBoVznCm3R5dd7Qvq8gHmB/4TopRONQg0Um2ARqmmvDT1PRNcGF09z0Qv7/sn1Bkk8nY7IhlADtzKHMaB0M6KoCJ+qNojqmO/O9wwBEItE36BvdCiKX8/KqNtJx2VM2nyaxxfuPnjQ3PrNbYfg54z14wPsp6/ZwcjjjjspjP037j540Nz6zW2HoDGjFxiVlx8J4tHaUSHFzvCJ8136pz6dZz7ROsoEg5MKpzObY5rRBidFTbUM3T+nZPbbUxoWt1ReKdUdhYnOF2sS5MAfytNhE91SZJN0zKc0NdjrbhS9tWSP7DhR4dUdZtKbcTp+ZBzWVXgjo0o8jznENK8Nl94zgYTmk28s6ouDarsREFCzxJ9wV5KrsflaU6GkZxykKpD7SBqmW1c9Wz04v3Hzxobn1mtsPQIKi0LDQFEYmUHFoLhoVcQruuiJDnbTjhB0XlE91d1Wnvxh1w92mEGjQKAICNrQJ7LIBUAR9DICm0TxfuPnjQ3PrNbYfiy7sqbDmfMfhMa+Oef0QZPMeiY5xa5rqlkRCzp1PZOM6CVTE+YTKzUbpKgEFuoKdbIt1uC5ntTyMtAnHVXSIIkDsmW5vMBPbh0XfliIQf0IlAmGl2kps1GyU2whzHIud5R1TnNw4DdU2vtIqMuEDROPiNhr4UNc3SdUbox1RF3MBMKeisH7ynvbEgdVTb+V/txfuPnjQ3PrNbYfiy06FS4unBOUHn8ui8Qkk9PZBwBkZEmVlzoOo6LlCPI3Psvu2/suVoGy57Ht6SMr7tn7IsGB7Lla0bBADlgyE5rCRdnugGOLIEY7Joza3RvRfds/ZSGgHZSS4jW3oiyIae2FLQZiMmVzMadwvu2fsrYEdlFjf2XmcB1A6rDRPeE5rph2uVdmR78X7j540Nz6zW2HpUlCmdSJQBbaSJUlGJUwg6cHg3ByYUdU9rgeRt0oOiJWSg4NdB0ReQSB2TWdXcX7j540Nz6zW2HpQjUEFB94812mdlf0aICk1HC482fhQK9XSOinxKmkapvhhpAEQSri9xdbCsbUqNbrEqfFqHTU9k835OmE6Ty3fwrRFp/NOQo8WpHbCewECQmVbjI1zxfuPnjQ3PrNbYejyThZOglYcDwJDwQNUAHDIkKSYC114YOnEgHLdeBcen037j540Nz6zW2Ho9Rzm9gFc140i0hE8sWQN0+YJjlhTZHIKcfJTnuaDawNaZxqnN+7Ok6q+9pgQAj9YwY6BOe4guPZC0Wt6h/VZDnn/EIFxaI6cLe/Xt9N+4+eNDc+s1th64/cfPGhufWa2w9E8UunxH69myqzC42CAGwqrfy4KgtxsozcGcoHdVHgnyWE+6FKTLYaqg8N9pGCEGFrye4Huh4hg+6uZSqG6LvZCGOMmPdNp+G8iMmMhOc+QOkqwNnuegTmNF3TGU2cQERa6ekDX6b9x88aG59ZrbD0OCrY5e3DH0C6MnjDmg7rA4wVaGgDsoaAB7fYv3Hzxobn1mtsPQ6n9tMfugHOhzXEPhXHXqqJpPgPdEwnh5ksdbPdQ+Ad03MAtlXVHtbPdQyoLtVRLjF2uFDajQO6pEv8xgmFAIJzoVzVAPZF4BcAY5cypvaJGh6L7xpfomnuE1lj3E9vpv3Hzxobn1mtsPQzPXUd06zFysBIHsU1pbhui8MCG+yzLtzw0C0HCAFCnIPsVAaFaw2dVzQTstBwljo9iJ+m/cfPGhufWa2w9FJOgVO5vnP7LmbALrQeD8YYqbogP8A4KhTIUD90SpiOGkqRwLomFI4ufBMdkKfWJ4v3Hzxobn1mtsPRXNPUQsvjlt0TOzTKY6Ra3PunQ6AXXJoLpAfeiAW2n91N7vE7ysPqaz5l5qkzPmX1UuPYnVB1Z72n+0HReep38yDLC5k5AOVzPq56FyY26KbNIOUPDjB6q9pl/vohe6T/Cey6LhGiaXEQ3THF+4+eNDc+s1th9vF35rf1WEATF2ArnHCuBwsO6xwawnmdog4OkEwEbTNpgrw7uZC90SjHRWyLu3CHOiIGih7sxOnRZdiJmOiDZyUB1KyfoAE68M8C0HIWT7YyuUz1Rb1AlXzhZUtMhFoOQhB10WEATqreuqyi55hoQbOTxfuPnjQ3PrNbYfbh5gYyP8AJMaXOa5uDCpBvNa+SSVjUPuAJ1We3fGqqXM+sf7q2mDcevZSIFun/K/p5HlEHdVZbF1QEQ5T+W6+f0hNjXwywydJTv7Q0NWKjP8Abn5TXmqB3bCrU7ZktnZSQHOstJlV88hZyt7eyY9tS20aRhAf9QMdbMozWaZ/wXhtYTdp2/VCKbrW/wAprzVDT2I6LnrSNfKvDawm7Tt+qtbyMAjI12X37dOjVc99zojATagYXuY0sc3ruqUHyhxJ36IlzxpHKEKYqcoHmIWlgH92ZQZc20f4/wDtXOfJ9gvvQ7XzNTbawEf46rnq3CZ0UsrBg/0oh7wZzgQqjGtyRjKFTbM6e3F+4+eNDc+s1th6JkqZ468dRxifs4nPF+4+eNDc+s1th6HVxLsBqFFzDyVcctwhU3VKZNIXfl99YTAwQLMj4VUUxIa3B91dVEscwBhjqg12vhi//UubGebZVXkWsa4/licJktukcwmFa2iOzZd5UB4YHd09VFl7d4UlvmP7IuZSDg04dOqxRbr/AHdESYCaRRZeNTdhAeFLY/uUTDug7rDIpdMqo20nHZUzbpmY4v3Hzxobn1mtsPQ56/RiBBUNEcIjH2EHRQxoaPb7B+4+eNDc+s1th9i0AkS4DCqPPR1oCbOSZyq/1hNrbm5lXDDsfpKDWvIAtbqibJzEAp7s0yFjILSYUdAy7dCr4l5IEtnATG3YLThNyZbVs3VQRUAjBHdH6p/7HKJF1h7hOupQPy51XiwRHQ4VZzKbpYMSNUGMqvdLQ6ZlMBnmMJmT4c2HtKw4ulzgBdMpj/Gc5zm5Eonnxiy1OMVn+xBT3c1molcrnEOibMwgdMdU64uzkYxCDQx0Gebog5zn3+JaWA6KCXtjOGzK+7ce4AKoiSym/U6forrnRkZVcU2m+mEGte98sukmQruh0QNtZ2v5SiIqDOOQoXTJ6xMKeYtA1tOSi7nLf8gdU5oY4HUGET/bqrQ02/6TlVCH2kDVNF/LxfuPnjQ3PrNbYfYwVMKQ0IiMHWERGuqmBPdYChwBCmOkIO6hRaP2UwJ7puvKZ/X6Bhzo7E4QcWgkacMNAV9ou7ryhSGgHZYAz9DAAQvaDHdWuAIUBXQJ78DA1UESoAwoY0BYACJsbJ+hBEjhB0Qc5oJCgCAsgFTAni/cfPGhufWa2w/ElFp6R1UsIMGD7cA1wGVaMmcrmIEoAaTCynPow8t6Kk1o5XtulFriP8fdB7RiJQYSPLPurvKPdGXDGqDZEnRPIIwYwg60ZQdGSNFMDA5vZDxOUkwnMI0RkxCptkc6DqkNJMIxrGEZEQr3aLKtf5+saBOe0SQrIESB78X7j540Nz6zW2H4k5OVNaKn6KfDEoC5vhTJ7qWsAKdyDm1X3TVLKYBWXmw/lVrOQTPKg5pcInG6uNJsrlptELnYCvDZyNOuFFgQLWAEIcoHfGqnwwoc0EBWWwJnBRLmAyoa2F9afEjSQgCwYUGmIQhzmwIwjYLTESnO/qLXdgF5yGnUKbRd3TmlxhwjCDzkgY4v3Hzxobn1mtsPR5OibaGm7SXQibWQNTeg54AKkQU2Gs5tOfVW8kRmHTwsDW9/Mr4px0N6t/NwlxgcC46D6b9x88aG59ZrbD0dyp2/lkz+qbSDYmS7/wAINm11qjzuhSRIYw2/upcD5QM/ynPv5YHROc1ujY3VP6u5ophu3dH/AO6BS12N0wtnE6d0Lteqt79fpv3Hzxobn1mtsPUZjP2b9x88aG59ZrbD8a2O6p3jzMuJu6ptQtNz/wAt5Qk6aSU57ebtBToabRTvJuKe+I0GpTmNc2R76qrLSbWyOY5KsazywXS8pwOg/wDKtzOxTGg4MfIVWm4DlbOqY205Zc7nOFUc2eXHmmVDajSfYqrLSYbI5jkoU7cuAnmKFxHTqjUbzRpnVPhri1gH5zklE4Bce89OBPb6b9x88aG59ZrbD8aI7yhfM2gbYVpny2j2VpQGRmcJ7RcA8RsjkknJJTnDVydN0k6yrw52dR0TnHQ/+VdblNcNBHyE4lz8++icW3C4RhOLcXdOBkuk9ZV5LuhjooPeUAZwZTgLgDHXSEGgzE5KhSRn5+m/cfPGhufWa2w/G5XlefcBfd1P9qDoInupgnZfd1P9qLbHCO44R4dT/avu6n+1QDwglTBOy+7qf7VbY8YnI4R4dT/aifDqf7eGjjsF93U/2oyC2P7vsX7j540Nz6zW2H41v+oKm9k8lOD+yZTbcYaHOKPhwiHau5cKq54NzaQbCf8AsPdVL4tn/hV3Nugiyf8A7dFj7uWLE/8A+6qI5Z7Kn+n/APQVZwkYtjv7oeJd9VTVa8c0g/wuYMj2VZzboIsJQYJxa3Rcgb+qsPmfjCrPNwdyt27oeH5TPwggKVhb+Yn6b9x88aG59ZrbD8blBo0H2JI1PAOOo+y5uAcZkdQY+m/cfPGhufWa2w/G+G3BiSeyZ9dVl7i0C1qt8Z7rRJECFb1iUG+I5sidBCY/xKnOCdGoFziYbkokOIxOEwePV5m3aDAT6k1HNgHmAGEQ0SGiSmvDqjBdZgBVI/qKkMMEwEHXuddnmXZD66pzPsi0IM8R+CegyreqYPEe2/GAFLa1UySAIblMY6ctkE6rUISCdlI0Wfpv3Hzxobn1mtsPxpI/OyJ7FNeHafKvL5lsHdeLGUXXR/amNubAZbp8ItcvDp8qeLuVzC3ZOaYc44FoT2j8wEFBpcAJJMD4Vhfi64xhNpP5oR8MRKpuu01/ZXucCc6DVCpCBLsBUrXtuYCNO6YejBqrpP7BC10HIQaNAiLoHso+k/cfPGhufWa2w9C+8CAvGTHDmeBuvvG/urmmQpOi+8Cta4E6qSvvAg0PBJ4Q57QV94390HNMg/Zv3Hzxobn1mtsPQHEa6KkGuNswQrA7zVBB/wAU1g8uempUeG4+6px35h3CaZy550xgJjvMYnCD3gjElU2OdoSXe6FRz/O3yjomXnAZKpsu1fJ21UfltxhR4bt0yNPzBUjdzFpe7oqI/ubBVtv8poDrcEppOpCmJ9vpv3Hzxobn1mtsPQC12hQJguHVN5Ry6eyHKMacJjKAsbA0xwtjHZAwJCIZDJ6gJsflFu4Q5RjRCGjGOBwM6ocjcaYV5PSBw5gDwn6b9x88aG59ZrbD0dvKZc+yE5g1Dbp6IPPZXDRUoaZfP6QnQIjrqr3dpV3tKYIPM27ZXBkDoXdVkgK4c2yusPX+ECND9g/cfPGhufWa2w9GMJjrvLr+yFS6TBB91a4Lw2cuIlXtd0OFJdJiNEWuC8NnKn83K5pEKHOu/RCZVrT+qw+Dnp3QaNAnMDhDsaIDt9J+4+eNDc+s1th64/cfPGhufxv/xAAqEAEAAgIBAwMEAgMBAQAAAAABABEhMVEQQfBhcbFQgZGhIMEwQNHh8f/aAAgBAAABPyH/AHPHc9HU+Q+D+NBVZhtzAtLOpZ1iaKV+ssPcSwFh2zFstqULLJ9kudkpthoVrB9lRcmmNTUyi0mcbxG5xUvdQ+CitohuoIBGx0wX30gvUqUttlT1cCt0cwnzCl17xQrLoQGWgtlmarXLG1QV0rJDm6Vwq+JtOenEC5DnEChbtUtttsy1E/af6hpRW8swbE52Q9o1ylb2T7RiKQ4uxwQQtqAi0QlvQqgF1krooC8RHY0sothAqq0Fu3QkDV1iAAcJZ0Cl92pZ4OrWJ2AWEs1e4XTbWO3v0tbaahAUW2gC4gQdup4vhDXTwXH1nx3PR1PkPg/iW5qcYbldSxvWUT77uWE2MTQ3xHSCtQtzh/uD8Ai9mTH5lmr95YV/Ub4vK1Dv4JdCB4BLx7ZjLOq2OI71AdFSrT6XKN8qq+WPpCTDv6TLdELjbsjZshSS72hgFgSFa9JdVBvn2esa2wDferz+5ecyDtU9PWMy6kbHJ9/mXHdZbO/vFBSZuwPd3zA3zJrKyu0Ow2w7Z6wZROwPncBzvRfRVFsyGq72YUu+7GVqZ9CWV85JrNs201T73yx8V3ut1jFSjg5grdquWlhbDQMVmNQO8gXBYtpgBfWZcmb9X0iAAihGprROzMPbn1hbAqGuJUnHpwbXuBvG1AWSlbKVWrn5ir0Bpz9mZJ0sQr0rvqJ2rFZ96cUsU3j/AJEb0YogChZvAfzAIS1YhxUUDIotyXxGZt6FrMsDm2IydrZRBseeffieL4Q108Fx9Z8dz0dT5D4PrPi+ENdPBcfWfHc9HU+Q+D6NuWXV546qG2oECXQu+noawy6WXV5llpZZslBQXgvpcXumn362XV546+L4Q108Fx9Z8dz0dT5D4PowV5JDePauY53ALqXh1c2BLGz6RQEilbgzn4gSzpCc879YG5ewKrV9sy6DkG83KKu7BFPAg5AxU97lhVK8sGw7d/zM7BwXMP6nABOfF47Qx46KNs5Kho0Y44vhs51z0QDyg9vJh6+L4Q108Fx9Z8dz0dT5D4PrPi+ENdPBcfWfHc9HU+Q+D6N7nNVar/z9yj5JmHBh1dkflmkBkBvuHZBuTFL/AFAZQbyL9sRSEWBED7Rwweu894zy2iR3dXFwAC6KnrMZO1cyX+e8eRMG9qsl6irGyY4394pZa1v5NTVWFh2ynxLVuT79q6foD5pjHv18Xwhrp4Lj6z47no6nyHwfRsSAr7Rfbfadoeiph0wU9J6KawigMtoKz1vaLNtHf+PdwMCQwYNB0BbLua6+L4Q108Fx9Z8dz0dT5D4PojDpVui9hJ6N/wAVMHSkOYu0BrWhT3CWk4/RLkL83/kMzicOJ245xvT/AMlA0rSj/wBmwGhrFzGPbOM+p3lUnszKBYHGqYKiHcC//HMqVmzNj1mB7npqr5lQFnYb756L53nuq989fF8Ia6eC4+s+O56Op8h8H0QMyhOAkWEqln903Z0hZQd7laXvxfYXqEQwHwSZEIKb2MEAyfgSiDyITLLXMgWdzh9pqhTeCoLQDgIVqOoqrtwoqTDZR+oVF2+2J2l6HQLRAotNdfF8Ia6eC4+s+O56Op8h8H0pUevaGh2Cd0F5o64cPzEB1mF9Luq1KKpk3q5SbvMYGCB13V3aal70bVnZLkGbL/qEjJM0agULUF9z2r26BeFtn0HXxfCGunguPrPjuejqfIfB9KGrukJcHH3hmiqlpnnccxmUrpxM+K5GlTnKP4uKijZAH4uWFBPZJ8xiIsq1L9zAKa1XrFittWP2GciOBAfvogS+JWldfF8Ia6eC4+s+O56Op8h8H0oA8nwo3U2le7uSq9pm/V02UjGkimrRgsFV2yXMTFTtEzptR/DYGQY6JGiReDB79fF8Ia6eC4+s+O56Op8h8H0m89DZRCBW9bTejgIU32xo0S933lDO27zD/sSGZweb/qZi6atTVXcMV4umr9TvOyw4NHKWOGjgSWwGmWQ0Ee1oRLqNwix30UITn4g118Xwhrp4Lj6z47no6nyHwf6jYz0w3KAkt0RWX9gs3d4DI6ioh2F66WXV5/lea7z0SXlmumcKWLM7isu2AsGEkpDTprLAAgjpJ29jdXnoyEG1Za4TeSp+a7u/HQ4JO5/FYA4Au+vi+ENdPBcfWfHc9HU+Q+D/AFCgrUy85v0shDI4B1SPT/kttjiYKODu5ZFeX9097gVoMFK9WsT1UiWDxQailPsb/wCdojurU1+7vcCqFS6h71mB0d12pfvAqY35uGHxMp96K/TEyOXel/UQ0YTnL+4KproKxhEUjmyOw4/uaOPlc/qGpbkZHtO1f8hhs8KBRpO9zEQDj9Pe2XC7Njr3lr3fh+6lR4krLfJGdQtvq7V6xSr7hY83qFowwCeuWPOGoKvjH2pmWQAqftqWDF0wtjY6mRHMHAxq5gsILavN1mMY4dhFBSUuF8HtRfQHE0vSrR9b6+L4Q108Fx9Z8dz0dT5D4P8AS7gd1dRFBFNnUBaE5OoaANjW/wDEFFHRB2RB2D/o+L4Q108Fx9Z8dz0dT5D4P9FYsCxL9X4j3U1vFfeGvivrzlqY/RbLV/xVz7IOF+73jz4ns79ItbORnqPCsrQrGgTW5d0tWq+5g2+nES0Qs/guPMO1kuMuAlW5cHVTL0hbdGJS7zZR7wbkDLc+PeZbL6lTPcKJTtiBEJSHZ2LfWNqbGoNETXaXMlMdf/IW4YqrhMyu3s+yRtH8Brs/5MdiWSv2pcnEulTIbG8fqXDeLW3mu/M7AAuU59Y2BDFht7QOg1Ky5mRF1oxZrPRcH+m+YA8RoEDxT1Fr5u/tD1lLD3jYADQ933vFdEqsLVp09u/XxfCGunguPrPjuejqfIfB/qdr0rf8h6LLuuetHWj+a6Krp36a8Wt7xZjLtcz0kVhno4l720PcdPQxQuW2NbGICAGglE1doXIgIAHY/j4vhDXTwXH1nx3PR1PkPg+hk7oXLJ+pHJPep2uyVFub717RH6LbWHf3ZqC+nlhewbrX+o/NZYTJ6R80+va6mcq6L9BE7KGqt+eIJaKe/vXwwZVRRp61e5ycJhSFy9wsg99fEM+buuz86hSsQLVElT7OZadaUJsMnp0rsEHbGnF88ffr4vhDXTwXH1nx3PR1PkPg+huSmUxvWX9Zo0AFW1RqN+q8ZeQttX1TODt4L7oFr8E1YY9IaQ4ptKes0Ae0o8XbesdgH3n/AMaABQARZKp3iUIutT/4UNQH26AUNFHV4vhDXTwXH1nx3PR1PkPg/wBNQK4CWMrTF5JJRAI5jWCpkXVVWzbXEHAoUOGI2ruJR+ZYoL857QUHsd5ClIlk+iLceriggc7QIKzQmcy5Am/Y94FRECr2vaUC4Xpc7p/qWY9qj3gWFAUHMAWLbNrr7xQR0gf3LEGrDuY/7MJMoDmS/YmeXAkt9wbm+AIMmUmdsSl8twmgWwhWKcE9+JjVKVMxQE1vJiPeRoFhj5U7l94AyJqzlplQqcE1niNAIBWJ3rHPTX7RcyKWY46+L4Q108Fx9Z8dz0dT5D4P9MtaFMoqSgpR/wBS5J0ug+0uPAn/AOkIxt7Vl8S2UFGQHtliWlOBWf8ApP3eGffmVlj2Uj4itnuDUFK3sQ09NygTZR63fywB+oA2+EOWwUXiPzFxqr3L8xtBHZ195mu3qzP7i97VAX5RGBtLBR3fWdn/ALrBz6sl75v3mSpu3bceu7kWx2IKQYAMH7mviVfa/MI1aEtG+95zMG7Zkv3KeNi7/wDSJMVAooB6XmJYC0KYTCMnlV+LhbJNWmazurVDqpPVX179BdQyDHXxfCGunguPrPjuejqfIfB/tW2agYDloiIDWoq00zJF2px3jZWqqYXAIaSyFXNum+it0FsTuhQJxOw3DUWble2ijdJzDJZEFex7pV0Sy6YXsHRrExYtLxHIOR48ZeBQatKvpQschvoAssYNMj0L6U711d9pYUXuAO6UYLOS5UuInY71i+Ovi+ENdPBcfWfHc9HU+Q+D/ar39Y3hhGOoDMLBkLOXcSBZarSBSxqoUEEPkLt2smDJwgAPxUbQ4Aoa9oqrJchQVt9oURBF+4c5Yt0NhKLRh74PntL4jZ86UK1VzFlspz7QEAaWH/hBFDVimM3MvwUyHLgZb0CsDRUEPTCWHtLWhzQNVmEfd2V+IXSTh+ioN+u6h7D0hPlldL1TWlApQ5qolsRbVO6+IyMGHSXSzW/2KlQnErRQq4B3oVj06+L4Q108Fx9Z8dz0dT5D4P8APZddEloD1Z296rxBHT0Rs9JfVQ30A3SNRIKbNfp0NCTSP+ARLGzp2931eegigLNnVQFWg62MUEFLdQBaA9YBYPt0QLQBNfw8Xwhrp4Lj6z47no6nyHwf5DrMBBpZVvAoO8xob0iO1/mYKdusd94r1SAve/3Ufbp9qEL294o51Vs2Fejv5hBUT+t+4Ohbei+ogOW4KWFrs2l8G1TOajfOzs5s+IM9Wrj3rxLrjF2zAHAyLW4/9hexSC7LP/Ytu1ua9/7l9dhgfFekbXbYvVIUcHs9S4KqI6/8QyVU2u15mOysWaZhJGUWvvAh+IYlvpCiqhM5ryf8lLeWHYqgfn4l5x7IVxqGUdVK1X/7GRPUt8+0sIq0acTJ/N0GX9S94Bs+qC3OAfhSzRZsMRLbdhnhLtfULX3Y/EIiXeDFUle25Un2By83ArOdMnPquUt3qCbe0Q2VY2VsxfXxfCGunguPrPjuejqfIfB/oKIgs09QEAtt6AtQFtsBoA4P8XYDsv8AxsgE2PRAIljAAAAaDqoigunpLhVTA/z8Xwhrp4Lj6z47no6nyHwf7prDlh2Kv+oXwKEsKOH8/iMzQeUduPaVpAq1P/2K0UYdrj1oCNtln71EiUzS3Qty5rEAV9Mo39KiFxVKm3xlLOZAI5TOfeUIVO7I38fmEgozu+7lxCgLle1d5jxKUcjiqlcDoUbL1qKAATdho7tziRZ24aKimy/USnB0UtYw9nbMH7QPbgGv43/yD8FN0ArFmqh4dEiD/kSkqUaBfe/SXZL2jSQnsji4YxzfXxfCGunguPrPjuejqfIfB/u+rWxNjMJgmipeZjgqDKQYDAs3HxDJEoVSm9M9pFPSVNir0jkxWEgaNg7i38zt+tX6QuGuFHo9TzUaSoCNBQSkLgJsUrabiYqGrNSsIcH8LK1e7J+7FZ6+L4Q108Fx9Z8dz0dT5D4P9jD9uh6wogYcK/8Ahm8VBXDJ+ogCApyluUGLDKCfiZDRBcIFyXRTXaOkGtIrvn2lloLbsS6Qyh7GP3El3dqRPTmNYEyGfWdtNH3P+S8U653ythIYgXt7/iFgLM2FmM97lzq/BxhMMef2nCAbNzWeHqbz8TAxsi1OQaUp+JdG0FCirP3EuNouMS6WMLtV04jC7Yo04lIDJ99Qm2mV4I57DTRjibmWOyIRKn7qvfPp18Xwhrp4Lj6z47no6nyHwf7GgcqXrk0KCmsQ3mjT1e8MYwQLi26joKNnRdpcWoNC5S9xrt5lqsm2GYG2C+2CUD6KjD/FFP8A4WHQMVhNqrvBM4IlDTLHyUq7b3LjWq5eyYntvW7cz/4WNFzaUmdM5XaJxYpP+E5AARBxmI2jyDP/AIWfBViWhV6UlwVNjEVeM4LliIKAiAjMFFpD7dfF8Ia6eC4+s+O56Op8h8H0dkS9gNrAWRvp9pdSrY8RAtEDEAd3vANJLDHaD1BRS+vQ8R3Zdq5ne8GnEKxy+xOPeZWUDT2mrDF/aWNeZVVnMIcNoLY67rU+3XxfCGunguPrPjuejqfIfB9HxFro96ZSxK+gqoTEU31F/wDkZgrACjjSVgIdzT8QJboIRkO2oMM4CPaAebm3FekQIa4f7uYR9LEj2do1yl/AGN86mjGoa7O33jeiw/AFTB3C+x8TDyoUuoFI6wqcVrr4vhDXTwXH1nx3PR1PkPg+iOBALWPoN2faUGYus8b6D/m0OiLINRezmOTBtYOhW9DpYhNqetp7B6OhXCuH8/F8Ia6eC4+s+O56Op8h8H0RHHkStie3vE1c9te8EJUEtz3KTGc1C3+ZsWgLlpcHVHFhcPiEtaNPkl0MFF013hJn0tMSsgtHEu6PNwt6UwA6QwD3DZd847w1mIlWilIMBef5eL4Q108Fx9Z8dz0dT5D4PqO/8Hi+ENdPBcfWfHc9HU+Q+D6Dc0MR00vj5hD1AUoodxoDT7C3f9Q7Tvv/AO4n502W1uPxUSkSquig375hnIIOWuZZtIHXn2NQNnGx7MxWCF2qP3Bkdmee3tA61tXQ5ZdClQVnPtAAsnLX3lVgRKf2MvbIWFM7via7i3faW7Z3un4RqVKaz/LxfCGunguPrPjuejqfIfB9AJtCUwIk0K4VAAA7S9pVtv8AAYGy19ddTKDuhcsKC8tdQBAR2M9MIjE9DVCv8Pi+ENdPBcfWfHc9HU+Q+D6AhY0Czkw4FcG+PkjhTSyno1M4dAtinn2hik6SjT/sRs4aPO0Hm41TF9s/1AyTIFTVQ8cgDjV695tsyn9ntA+ZBSNcO/aG0Pqhy3oJRtUOaqZTDKTmIyobmVXsmEdUrvLN5lUZrATL7RVSkFlCcVlHvn+fi+ENdPBcfWfHc9HU+Q+D6AlGwh2qagYb5Ldt/eUkk70P5nu2G4h7A7CWbtd1m4oUgkU3+KfZvSIJTqVe13vNymgriLuSKuqoarDnMDIA0QhiDvkrAsn4ulLV96BefR/n4vhDXTwXH1nx3PR1PkPg+hKVQWwWoVG9Hu/r8ygOkoAvlseXiEm8HO+BiATl1OEs5vjcKC1nLEDeJovcv9BrcQIKW6hXZOLgLUxFLd4J2qF1BC6nmWckPFd/9qAqU2m0RULVmdH99fF8Ia6eC4+s+O56Op8h8H0I9SZSuX6Kra7kN1KreU1EgD0q7Yjxq69XnGP1M8mJqs8H5jIphvNK4jh0iZazuWFe/uZfS1KHsZaAE3t+i4tEqv2LU2Z7beqGd2s3uPvHX3J+bGshUsXsqmFlbZWrG0K9k1tvBBBNuQxe7wQkA0HKop6ygyuq318Xwhrp4Lj6z47no6nyHwf5KQs21dO0uLXTTAVpUcsXUBDZlljLXsWWJnt0q6Aordbg4rQ5Y8R0Dsyn8TClwUZCtVMGZqFtsh0R3yTKhdZjygLwTXLEKVqGpJ6riegLCKD3Kih+ov8AhSydOh4uraOnOIyG+rgFX31Ne4acSljsPaYWzrG4oCq9TY8VZM6hpI+bM9N1LW100yl86+fefYnZAbVGoLXcWKfhgX18Xwhrp4Lj6z47no6nyHwf42PqDcm/d+JxBdVsrWKmZVMQO/Gg/qYoOy8ymq/uPpykKtb29glHhDtr3QDWDK97p6doU4lpzS8Y3UMCMUGfxEOh2xzeqEpLA3tBm+8YQvJOUuGYiqRvatQNg5zZ+dzh5ha03Mv+grbZX6JxY25bf4XGpLA7L3iNuLfJ+4XZ9t+ynvL1lYOr9e1w4d+0n2n/ALKESuztpzUskncME9s6nDLF+3oivbpuFzRuWNkKNP33KN9hRx/yaf6hWbpAZIpKjK/HpNv+rDXrlZhGo7vP33MUqa7T9hjhODTajtXKUlV1o4/5MYEFXY2+zNZjtMvvzqFqekxR9M6gEkKDN/NxnExOc3ecw4DRtS4qqG3cAU9Xi+ENdPBcfWfHc9HU+Q+D6CksA9WJWCub6obBeN9R8DffpZdXmdoXxf8AERLGyWXV5llXeP4doei+vi+ENdPBcfWfHc9HU+Q+D6AoWpDS4e/tcsgSUMHnjMfo4hZy4LtxftCKt708n/UoUsD/AFhFnPk77PRVMxgL7lGhlyUeWf1AbYxooN8R3Yq8gnvKo9V+yYzFCOoxMgS+YFWYC63S1rp5EdtfiFSzKhSvX1jdAphGYBqmKFwOo68gnwHeUcBV9t7Gpt6Jo3gcq7s/e+7K277RN8TtnrvLgP318Xwhrp4Lj6z47no6nyHwfQMChTF9QFQLdvPTN50VhlGI9CIIiWMXvHbX+AGAVhGenYBX+DxfCGunguPrPjuejqfIfB/IlgMVWLmTq/0eAbuXTTh4gxpAhR3/AOaiZIhb7X/Yb7ugrx3xBwJDoGEMHwtQ/wB1hxZXf7wG28w/SWbowljC7Pv1zLL7wzr6xEumsp7KhujgmyR6Y36Tva5uKaOfvLdjrdn9TEb14tOxCxLl404gjEiyN/kuGksWuzERUexzazzdH3nsyXMKFdtbmYxD2L9u0sluNmrvd1KIS5MBntjiUUtlRR28zGBIqa85xqJkrzv+9xHR3CBw94b0yKYJ6x26rIVk1jis3BK6jLB41KVlcGxfbE2Hh27rHo/8j5KcLG6d4iwF0xuy8Sj1wD/0IFqmwpnJfED6aRk08e8E7aqjGEdfaKEmwR7TBM7WovuBU12OFC/hcw35lKfTJhldUguMLA1fyO0ZyvaOSUGrhge9OK73z6dfF8Ia6eC4+s+O56Op8h8H8ss6sbGkYE9y39+feAAEvRzKSxLGF+8RRr80GXj3mfzDaIN4noQBLiqRb2ccTIYwWccQCgxbo7otfV1TJDlsHO+T0Qdl9FLB8wTYLMmujisO6KuehmsMxURpW6rvPWzhCaidqN/wKoz0Km4CspPRzbAAAA0Eu/FWeiaAVb6ytIcJKADgEIQK20bjquO6Nz37DW/4UhcD0qP+U1YaUhgQdiWeU3ZuYWEKGuvi+ENdPBcfWfHc9HU+Q+D/AFthSV3YJh7C89/aLdg2/wBOmIkqxeHMIKKB6LiZSaK4jiQu3kb/APkFHdi/WGc9WW3iFdliXbggiLil5ioCvY5qn+yZoFb9npHqsN61MA2HsudgXY5ILBXOxcsrtLyvOf1OcmLxqqsS9u3uTGZwHa/eCyMkTiaNBdvHMEOEpnLiIV0Dq5rTMhj1XVXd9faL9BLm8Y54i4KjpfQLYe0t0tRw3Bzslj7dfF8Ia6eC4+s+O56Op8h8H+tgcAr2jlQqiyQOv1U7Aqc/Z7Rcod4utsd+uLbb7RqzbQiKXK2m/vE0V3AzLjgWWOUdIPax8eyManth5ItQ0AGyNEFRVm0mnHCGorJuwhaFsE5gHpEGRCsLiY/a+8VCtxBphCiFEUFBRjRLUdKqeuxHtKs0wNzsgZdoD3jKilEGYYLenBNNhbU4y5NY6+L4Q108Fx9Z8dz0dT5D4PojDWl7bG8U3Axe87Ct9ohhloNkUmhnLRBbGt1/RiVcUpVwZZdd44RaoNVOaqbehwH9QY/cdtD/AH0ox5F6MjWRf5+L4Q108Fx9Z8dz0dT5D4PonwvmD01cFza/1D2GL2c7/K5TariUOa1BXPDrBB1ELHnA/EeHYFxb3T0uKBqLTOXE2jo51TNfepfCAcmXL9T95gno9pci1nzTFMOZ21jpzCobEocIXRe/5eL4Q108Fx9Z8dz0dT5D4PoiApLIAKCj/D2h6v8AH4vhDXTwXH1nx3PR1PkPg/2nh0pGJRkrSNOIdcV8B/8AICGAoZGMAELsgvuS8eoYuITGARsOazEglxQdLnb8KL0PiKKr7KHdERa7Kx6id2zV5EppZGPS/uVUVWke3hDeVy7OMRigKFUBu56RmshZpL9ojydRM9rVHb8yuNaAaO6uY8VWRh9xMzSAlnaRxZY4Qo9UyDNgxa4gCaf5eL4Q108Fx9Z8dz0dT5D4P9oJrgwZLsh3KY/MsCwGTQ49Y3yjHagDJWoOUawdDiGVQ2GVgwZBfxUzrku4awemIEiHIHJqpSxkrPqZ2/nd33lUuxn1v6jaJxvsXdEFJlYtZvH5hD6L7CoA0E2WK9wusHpgjJq3J2NQ+OKfg3A2AwB37xFkUV7KvxGdPIucjK71NVZMt/d/1AAo0fy8Xwhrp4Lj6z47no6nyHwf7WVQdsxzBe1sYgTrjRwXWxPw7m2Vm1Iw3V0tLHqYQgd6EJAKdug4Iuhn4kBbKzW3MlXSwsV3IC86IGy5TH826dipqsKvF/4fF8Ia6eC4+s+O56Op8h8H+24FDDo7Xa/XUQlkwzv/ALAobe7cbwde1q2pTJGPsvhFeZLEpChumIEYlUv4RgItheEqC3bCc1QXc+f8p3jycfz0w7/TgcrhpADgbvO/fEyUFQuzPZHrnrNyjeHA4Stflmj4lSurtR7R2LB3uztny+GGKuehx4fmPYRVm+R3n60ZlBVhr8fz8Xwhrp4Lj6z47no6nyHwf7RwGwbmkAo/wk3yfm+hw3o/N/1/iNAXUMFQYAVWFX2/n4vhDXTwXH1nx3PR1PkPg/2rzKeko5pvABW1xqd11wsX7E8OVM7dimFbhQuAYmibnEQy4icc8gL/AHEAJfPHc4gNBkqHLJUzIJQ9dBLxRcIzdXnt7QtZKFa+mI10OFAIPbECoG3PE75EHdm32l1kE3TTesxA9wsgvvKXA97IAq211e5jUz1us09xOYi0k+8DsLbXA2wiS0WRAVAHd/n4vhDXTwXH1nx3PR1PkPg/2gYfBpdF1f5hOWionAMfv8y7x0LebWpx7Ts3D93dxNHA01h3zuY7mfecvDUNK8YeJaIW5L94EqxB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[/img]
الرجوع الى أعلى الصفحة اذهب الى الأسفل
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تمرين شامل في الهندسة الفضائية
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