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7-Zip açık kaynak kodlu bir yazılım. Kullanımı kolay ve basit arayüze sahip bu program dosya sıkıştırma programları arasında en popüler alternatiflerden biri. Ücretsiz olmasıyla dikkat çeken programda hertürlü sıkıştırma özelliğini bulabileceksiniz. Kodların büyük bölümü GNU LGPL lisansı altında.
Güçlü, hızlı ve küçük boyutlu bir BitTorrent istemcisi olan uTorrent, gelişmiş istemcilerin sağladığı özellikleri; daha az işlemci, bellek ve sabit disk alanı kullanarak sunabilmektedir. Video, müzik, oyun gibi internet ortamında yer alan dosyaları innDirmenize yarayan bu program oldukça kullanışlıdır.
7-Zıp İndir Full, Türkçe+Multilang Dil Seçenekli Programın amacı büyük Dosyaları sıkıştırmaktır. 7-Zıp format’larla entegre edilerek kendiliğinden açılan dosya özelliği getirilmiş, Dosya ve FAR yöneticisi ile Güçlü komut satır sürümü dahil, 87 dilde yerleştirme yaparak. Tüm Dosyalarınızı sıkıştırmaya olanak sağlar.
7-Zip yüksek sıkıştırma yüzdesine ulaşan bir dosya arşivleyicisidir.
7-Zip Genel Özellikleri:
Yüksek sıkıştırma oranı ile yeni 7z formatıyla LZMA ve LMZA2 sıkıştırması yapabilirsiniz
Desteklenen Formatlar:
Paketleme / Açma: 7z, XZ, BZIP2, GZIP, TAR, ZIP ve WIM
Sadece Açma: ARJ, CAB, CHM, CPIO, CramFS, DEB, DMG, FAT, HFS, ISO, LZH, LZMA, MBR, MSI, NSIS, NTFS, RAR, RPM, SquashFS, UDF, VHD, WIM, XAR ve Z.
ZIP ve GZIP formatları için 7-Zip PKZip ve WinZip programlarındaki oranlara göre 2-10% kadar daha iyi oran sağlıyor.
7z
via Új Letöltés - A letöltések paradicsoma www.ujletoltes.hu/3156-winrar-5-50-64-bit-magyar-letoltes...
WinRar 5.50 64.Bit (magyar) ÚJ!
A WinRar nem más, mint egy kiváló, könnyen kezelhető, nagy tudású szoftver, amely segítségével a gépünkön található fájljainkat tömöríthetjük össze, ez által megspórolva rengeteg helyet a gépünk merevelemezén vagy SSD tárhelyünkön.
A WinRar az egyik legjobb tömörítő program, amely hatékonyan kezeli a Rar és a Zip fájlokat, ezen kívül megbirkózik még a 7z, Ace, Arj, Bz2, Cab, Gz, Iso, Jar, Lzh, Tar, Uue, Z kiterjesztésű tömörített állományokkal is, ráadásul magyarul is tud!
Ultimate Niche Finder es una gran herramienta para ayudarle a palabras clave de raspado de masa y widdle hacia abajo a una pequeña elite. Al igual que hicimos en nuestros Tráfico Travis mensajes, Ultimate Niche Finder es capaz de todo eso y un poco más. Hay algunas diferencias entre Tráfico
Dividing Monomials A monomial is defined as an algebraic expression which has exactly one term. Its general form can be written as Axmyn where, A is the coefficient, x, y are the variables and m, n are its exponents.Monomials can include numbers, numbers and variables combined together by multiplication or variables combined by multiplication.An algebraic expression which contains only one term is called a monomial.For example, −7z,8xy,a2b3 are some examples of monomials.
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