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bsggr78 
| hoşbulduk hocam
llvm evet cross derleme yapabiliyor en uygunu olduğu söyleniyor şöyle ama gdc windowsa kurulmuyordu en son
d nin engeli varmı bilmiyorum ancak linuxtan windowsada .exe derleme yapamıyoruz yani platform sınırlaması heryerde geçerli
büyük projelerde her platformda çalışabilmek için ihtiyaç olan bir özellik
hocam sadece en basidinden gcc argümanı eklediğimizde bile hata oluyor
hani birtürlü çıkmadı çalışan elf linux için
en basidinden böyle bir hata var hocam
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>
clang kullanınca böyle bir hata:
<https://image.prntscr.com/image/XSUIINXMTg_CAtAJKgt-Uw.png>
ld.lld linker ile clang kullanırsak böyle:
<https://image.prntscr.com/image/NYPXXa0mSg2RoVzdpVussQ.png>
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