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	<title>FUNGSI PINJAMAN DARI BAHASA INGGRIS DALAM TEKS BERBAHASA INDONESIA PADA RANAH OLAHRAGA | Nurweni | Adabiyyāt: Jurnal Bahasa dan Sastra</title>
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	<meta name="DC.Description" xml:lang="en" content=" Borrowing of different linguistic units can be encountered in almost all Indonesian texts of various domains, including sport domains. This study aims at describing the functions of borrowing from English in Indonesian texts of sport domains. The data of linguistic units borrowed from English, both loanwords and metaphorical code-switches, in Indonesian texts of sport domains were taken from the sport articles of an Indonesian national newspaper in 2010—2011, and from three sport books, each concerns with techniques of playing sports, sport education, and sport for health. The linguistic units borrowed were analyzed their pragmatic functions based on their external factors, namely, their speech components. The research results show that the linguistic units borrowed from English hold all kinds of pragmatic functions proposed by Jakobson (1973: 54—57) in the texts of sport written in Indonesian. The results imply that even though the functions expressed in the linguistic units borrowed from English are based on some reasons, not all of the functions need to be expressed in those borrowed linguistic units.      "/>
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		<em>Ari Nurweni</em>
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	<div id="articleTitle"><h3>FUNGSI PINJAMAN DARI BAHASA INGGRIS DALAM TEKS BERBAHASA INDONESIA PADA RANAH OLAHRAGA</h3></div>
	<div id="authorString"><em>Ari Nurweni</em></div>
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		<h4>Abstract</h4>
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		<div><p>Borrowing of different linguistic units can be encountered in almost all Indonesian texts of various domains, including sport domains. This study aims at describing the functions of borrowing from English in Indonesian texts of sport domains. The data of linguistic units borrowed from English, both loanwords and metaphorical code-switches, in Indonesian texts of sport domains were taken from the sport articles of an Indonesian national newspaper in 2010—2011, and from three sport books, each concerns with techniques of playing sports, sport education, and sport for health. The linguistic units borrowed were analyzed their pragmatic functions based on their external factors, namely, their speech components. The research results show that the linguistic units borrowed from English hold all kinds of pragmatic functions proposed by Jakobson (1973: 54—57) in the texts of sport written in Indonesian. The results imply that even though the functions expressed in the linguistic units borrowed from English are based on some reasons, not all of the functions need to be expressed in those borrowed linguistic units.</p><p><em> </em></p></div>
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		<h4>References</h4>
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							<p>Gunarwan, Arsim. 1995. ”Perencanaan Korpus Bahasa dan Pemekaran Kosakata Bahasa Indonesia”. Dalam Soenjono Dardjowidjojo (Ed.), 1995, Bahasa Nasional Kita: Dari Sumpah Pemuda ke Pesta Emas Kemerdekaan (1928-1995). Bandung: Penerbit ITB.</p>
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							<p>Jakobson, Roman. 1973. “Functions of Language”. Dalam Alen, J.P.B. dan Corder, S.Pit (eds). Reading for Applied Linguistics. London: Oxford University Press.</p>
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							<p>Kaehler, H. 1978. “Standardisation and Development of Newspapers’ bahasa Indonesia”. Dalam Papers from the Conference on the Standardisation of Asian Languages, Manila, Philippines, December, 1974. Department of Linguistics Research School of Pacific Studies. The Australian National University.</p>
							<p>Kridalaksana, Harimurti. 2002. Struktur, Kategori, dan Fungsi dalam Teori Sintaksis. Jakarta: Universitas Katolik Indonesia Atma Jaya.</p>
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		DOI: <a id="pub-id::doi" href="http://dx.doi.org/10.14421/adb.v12i1.675">http://dx.doi.org/10.14421/adb.v12i1.675</a>																				

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XHK3y/43vl7brtoybobbwMBvRw9LEFB/KjiUO1VyCEFxJejjlOBZWQaXsEV4w8s/vyGn52z9ZbFk+45/XrYtneglvSt2JT4yvP33n7Z6Su+dzeKhC9HOhpVidBMGbYVip9W03TCfco41KBFrlUhtRJV87t/gQbin1y1gcOHYI+cf0qSY9irgwnKf6OMo4bYqFpb7gihcmEFHFAah9UgNVprWwccSP41OVjS1iBUsfWZbdIJE5nq93DS8aW1J48woyNoKCz4o2xU7aI/4mTyO37kWA0aU/87hxAq4s5HvO0Yx0CTIVqNpp26zfVi4183CzucStHwpPMgQ6RjSbXv9jAG7f+33s8hSaCDPPvKF0DVl/mt+DulFSWXymkl8XUhbbEUIZEvh18/ZWPa/ML9qGrAIDghgwraR2KibaEA8yR4LVD+KEINXN+BPNBm5G1uRex1LYp9fYn80IP4G1PlmnEq+CDbV4g3MgKGZf5PEWqbKdHs1ptYkgLFsUg0ECCRmeGi3tHqo2eWC1gtOqVGkWD427jckYS42cCpx4PY5KoItRMZN+WBQs5BiTNIQuCZ00eVBD2rLo97olpgyKhmcWRULjeK+NFxwhDl9zkRzaQO2bdjMBhLwOkin62R4IxlkoBkO7jfArvQEmeRThrVtiLaovQCY3Zyuox7AFRQxWsGPEp0+ntBe9QWi74GfpfEGWKjSgYW6INJZxZLpkJv9R/NphSLW2+EFEQ/EZ6SP8bmxgpTBP07VE3RmIaY+Tc+gwTGw2hDGZxIj0gckSh/jzZEi5TYhCVqHGMtcWLhhBlJRFR5TT7p8h6gx1hpQRiDkvwRafiZfyMhkOAoxUggJJYW9hMnCUid/DcJlsSqpKlSTwdlswQQaloIqqrIwGd0Bk4+R2GGFRNQBMr+qHxmuU2hfPH/I4f+npf+OvDW66+2jj91zGKdHcSHyctZnCnuXfnX7u6+/rvnLJ62QE4bJpJ2HuOppMdIQAxpN2Wkp+meXfVO51WnnjMCjph5sTlYXIgdMm5pibHKhW9IM4rkYUky9EGCIyCAEEGGG9iGOQpb9GVEJObNKHkddYZb6zbsfdrkw95FwxKkssTFn3JGgvjR0t/XRMRFfTZp8rgRlIRGq0HabUarCcwlTMZWUaFAOp8skajJihinNd+GWqpxCMfwen+/+NmbaBe5xVmirwFV80AgmWemijue+cPBc847NdYMeK0EU6Qi7psWJfJys3VPrHjNcesdt60TlW2l3eH2/0qIizVTmpHAJUGBUKzDsCeKDVtHIEzDmCdtYjI6EijHhcRkxZiQcVkBOSzvrhl76oVnP2IqTBl4/8032icsHHOGtwMhom63yDolUyzvXu2tbG/aOGVicaYTISi9EQwU0p8gB2+WEBkj00RfPdE9YSL3rGxx01O/rrYlRHw8/dSJY1z1LqK40j1gcjFZMSImLkZsqNwx7LyrLn32q1WrMkeMKpzA+DjfPQJzyTajcyIKJp0x/9E777yTRKe1KVV+qyIulcamAA2KOCUOmkQZ9FBrCIm/BaSgSv0KTapmO9q2tfms0i7l/UO1faLTaxCZBImRPBLOiH6nI3HrwT07AatbCknVPW1UybjE6NjvNXe2C8AF+6GG6pCl4oX0RAUxoWvqbHOW1VY93rtsR+0Fd//wLqfbJb1FHb3dHXGR0YQZ6g/WVjUXpGXtSYiOO7eps7XHiHqTVI7RDnG5EOC6sP2HyxuRTXMvrndffdq5owHDu1HhOJFR0rGvupypVB/gN+9pk065LDo88ixk2PQAEuiX4rw4MIOA1HXh79FUmfdWldWPyimsxKJd3NrV0QNpJZ+9pXT3/jG5w9alxCXeAGid+fMdm1ai7y/MGjspLTs57a7O3u4YXNeFxvV4d8fG/TsfwiNk6QFAAyOnjBh3j9vjzgUAokOvxxa9bpd33a4tn5w9Y/4Mp9udg7baMUZwtEkxCndUmM4L8Qd+1wdYYKQX775y6/plPf19z6lFNmHYqLwRWfm/wGrO3Hxg976DtZV/xjPLL5m7+IfhVutZiOH2qvf9cu+O0lE5BStS4hJuAjQyHNkyn6HPj+P6XvStJD0h+QcY2xSTwSDr+KGvA++u/+xZ9PNtPu/y+WfeGG61XQAnoMts9O+9gXmvLq2p/CHHODCmQbPm6wghIC1PdFr5X32//wcgNhWU2Oy4oQAAAABJRU5ErkJggg==" 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