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	<title>ANALYSIS OF FOREARMS PASSING BASIC MOVEMENTS IN VOLLEYBALL BY USING RESISTANCE BAND TOOLS | Rafika | JURNAL PENDIDIKAN GLASSER</title>
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	<meta name="description" content="ANALYSIS OF FOREARMS PASSING BASIC MOVEMENTS IN VOLLEYBALL BY USING RESISTANCE BAND TOOLS" />
			<meta name="keywords" content="The forearms passing movement, resistance band" />
	
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	<meta name="DC.Creator.PersonalName" content="Rafika Rafika"/>
	<meta name="DC.Creator.PersonalName" content="Suaib Nur"/>
	<meta name="DC.Creator.PersonalName" content="Puspa Sari"/>
	<meta name="DC.Date.created" scheme="ISO8601" content="2023-09-12"/>
	<meta name="DC.Date.dateSubmitted" scheme="ISO8601" content="2023-03-02"/>
	<meta name="DC.Date.issued" scheme="ISO8601" content="2023-06-07"/>
	<meta name="DC.Date.modified" scheme="ISO8601" content="2023-09-12"/>
	<meta name="DC.Description" xml:lang="en" content="Passing down is very important to earn points, passing movement is done when receiving services and smashes from the enemy, passing that is not effective can result in defeat the team team. The purpose of this research is to improve the basic movement of passing under the volleyball game. This study used a quantitative method experimentally with a one-group pre test and post test design. In conclusion, the average results of the analysis of the downward passing motion using the resistance band tools, the pretest results get an average value of 16.75 and the posttest results get an average value of 26.33. The average value of the posttest is higher than the average value of the pretest, meaning that there is a contribution by the resistance band tool to the basic movement of passing down"/>
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	<meta name="DC.Identifier" content="2414"/>
	<meta name="DC.Identifier.pageNumber" content="395-400"/>
							<meta name="DC.Identifier.DOI" content="10.32529/glasser.v7i2.2414"/>
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	<meta name="DC.Source.ISSN" content="2598-2818"/>
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	<meta name="DC.Source.Volume" content="7"/>						<meta name="DC.Subject" xml:lang="en" content="The forearms passing movement, resistance band"/>
				<meta name="DC.Title" content="ANALYSIS OF FOREARMS PASSING BASIC MOVEMENTS IN VOLLEYBALL BY USING RESISTANCE BAND TOOLS"/>
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	<meta name="citation_issn" content="2598-2818"/>
        <meta name="citation_author" content="Rafika Rafika"/>
        <meta name="citation_author_institution" content="Universitas Muhammadiyah Palopo"/>
        <meta name="citation_author" content="Suaib Nur"/>
        <meta name="citation_author" content="Puspa Sari"/>
<meta name="citation_title" content="ANALYSIS OF FOREARMS PASSING BASIC MOVEMENTS IN VOLLEYBALL BY USING RESISTANCE BAND TOOLS"/>

	<meta name="citation_date" content="2023/09/12"/>

	<meta name="citation_volume" content="7"/>
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								<meta name="citation_doi" content="10.32529/glasser.v7i2.2414"/>
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			<a href="https://lonsuit.unismuhluwuk.ac.id/glasser/search?subject=school%20management%2C%20quality%20of%20education"><span style="font-size: 75%;">school management, quality of education</span></a>
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	<p><a title="ZOTERO" href="https://www.zotero.org/" target="_blank"><img 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" 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" alt="" width="144" height="32" /></a></p>
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src="data:image/png;base64,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" alt="" width="142" height="45" /></a></p>
<p>&nbsp;<a title="GRAMMARLY" href="https://app.grammarly.com/" target="_blank"><img 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" 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	<p><a title="RJI" href="http://www.jurnalindonesia.org/" target="_blank"><img 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" 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<p>&nbsp;</p>
<p><a title="rujukan" href="http://rujukan.lipi.go.id/" target="_blank"><img 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" 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	<a href="https://lonsuit.unismuhluwuk.ac.id/glasser/issue/view/156" target="_parent">Vol 7, No 2 (2023)</a> &gt;	<a href="https://lonsuit.unismuhluwuk.ac.id/glasser/article/view/2414/0" class="current" target="_parent">Rafika</a>
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	<div id="articleTitle"><h3>ANALYSIS OF FOREARMS PASSING BASIC MOVEMENTS IN VOLLEYBALL BY USING RESISTANCE BAND TOOLS</h3></div>
	<div id="authorString"><em>Rafika Rafika, Suaib Nur, Puspa Sari</em></div>
	<br />
			<div id="articleAbstract">
		<h4>Abstract</h4>
		<br />
		<div>Passing down is very important to earn points, passing movement is done when receiving services and smashes from the enemy, passing that is not effective can result in defeat the team team. The purpose of this research is to improve the basic movement of passing under the volleyball game. This study used a quantitative method experimentally with a one-group pre test and post test design. In conclusion, the average results of the analysis of the downward passing motion using the resistance band tools, the pretest results get an average value of 16.75 and the posttest results get an average value of 26.33. The average value of the posttest is higher than the average value of the pretest, meaning that there is a contribution by the resistance band tool to the basic movement of passing down</div>
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			<div id="articleSubject">
		<h4>Keywords</h4>
		<br />
		<div>The forearms passing movement, resistance band</div>
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		<h4>Full Text:</h4>
									<a href="https://lonsuit.unismuhluwuk.ac.id/glasser/article/view/2414/1243" class="file" target="_parent">PDF Download</a>
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			<div id="articleCitations">
		<h4>References</h4>
		<br />
		<div>
							<p>Asnaldi, A. (2020). Meningkatkan keterampilan passing atas bola voli melalui media pembelajaran menggunakan alat bantu Improve volleyball passing skills through learning media using assistive devices. 2(1), 23–35.</p>
							<p>Astuti, Y. (2017). Pengaruh Metode Drill dan Metode Bermain Terhadap Keterampilan Bermain Bola Voli Mini ( Studi Eksperimen Pada Siswa SD Negeri 14 Kampung Jambak Kecamatan Koto Tangah Kota Padang ). 4, 1–16.</p>
							<p>enlinopita &amp; stiana. (2021). Apakah Latihan Resistance Band Dapat Meningkatkan Kekuatan Lengan Siswa Ektrakulikuler Bola Voli SMP Kristen Aletheia Malang.</p>
							<p>Hanggara, D., Syafiral, &amp; Ilahi, B. R. (2018). Implemestasi Estrakulikuler Bola Voli di SMA N 1,2 dan 3 Bengkulu Tengah. Kinestik,Jurnal Ilmiah Pendidikan Jasmani, 2(1), 16–22.</p>
							<p>Honest Ummi Kaltsum. (2017). Pemanfaatan Alat Peraga Edukatif Sebagai Media Pembelajaran Bahasa Inggris Sekolah Dasar. 19–24.</p>
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		DOI: <a id="pub-id::doi" href="https://doi.org/10.32529/glasser.v7i2.2414">https://doi.org/10.32529/glasser.v7i2.2414</a>																				

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