쇼트트랙 최민정 4관왕 달성, 남자 1,500m 종목 금은동 메달 싹쓸이남녀 계주 우승

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쇼트트랙 최민정 4관왕 달성, 남자 1,500m 종목 금은동 메달 싹쓸이남녀 계주 우승: -2023 레이크플래시드 동계세계대학경기대회-; 2023.01.22 11:30 입력

▶최민정 여자 개인종목 500m, 1,000m, 1,500m와 여자계주 우승으로 대회 4관왕 달성▶한국 대표팀 남자 1,000m 종목 금은동 메달 모두 싹쓸이로 압도적인 활약▶여자계주와 남자계주 모두 우승 달성▶한국 쇼트트랙 국가대표팀 이번 대회 종합 금 7, 은 4, 동 5개 획득<table id="news_image" border="0" cellpaddin="0" cellspacing="0" align="center" style="border:1px solid #d2d2d2;margin-top:15px;margin-bottom:15px;"><tbody><tr><td><div style="margin:8px"><img alt="쇼트트랙 최민정 4관왕 달성, 남자 1,500m 종목 금은동 메달 싹쓸이남녀 계주 우승" src="http://heraldsports.kr/PEG/2023/1/16743722172484.png" width="635" align="absmiddle"></div></td></tr></tbody></table>  대한빙상경기연맹(회장 윤홍근ㆍ제너시스BBQ 회장)은 2023 레이크플래시드 동계세계대학경기대회에서 쇼트트랙 국가대표 최민정(성남시청)이 개인종목 500m와 1,000m, 1,500m와 여자계주 종목 우승까지 이번 대회 4관왕을 달성했다고 밝혔다.  22일(한국시간) 미국 뉴욕주 레이크플래시드 ‘1932 잭 시어 아레나’에서 열린 쇼트트랙 여자 1,000m에서 최민정(성남시청)이 1분38초107의 기록으로 1위를 차지하며 결승선을 통과했다.  최민정은 중위권에서 기회를 엿보다 6바퀴째부터 1위로 치고 나오며 그대로 결승선에 들어왔다. 함께 출전한 서휘민(고려대)은 1분38초252의 기록으로 3위로 결승선을 통과하며 최민정과 함께 시상대에 올랐다. 같은 날 진행된 남자 1,000m 종목에서 한국 대표팀은 금은동 메달을 모두 싹쓸이했다.  레이스 중반까지 3위권에서 기회를 엿보던 장성우(고려대)는 마지막 두 바퀴를 남기고 선두로 치고 올라오며 1위로 결승선을 통과했다. 함께 출전한 이정민과(한국체대)과 김태성(단국대)도 나란히 2위와 3위로 결승선을 들어오며 한국 선수들이 시상대 모든 자리를 차지하는 쾌거를 거두었다.  한국은 계주 종목에서도 여자, 남자팀 모두 금메달을 획득하는 성과를 거두었다. 최민정, 김건희(단국대), 박지윤(의정부시청), 서휘민이 출전한 여자계주에서 한국 대표팀은 레이스 내내 선두권을 유지하며 1위로 결승선을 통과하며 금메달을 목에 걸었다.   이어서 진행된 남자계주에서는 장성우, 정원식(경희대), 김태성, 이준서(한국체대) 조가 출전하여 7분10초689의 기록으로 우승을 차지했다.   이번 동계세계대학경기대회에 출전한 최민정은 첫날 진행된 여자 1,500m 종목 우승을 시작으로 500m, 1,000m와 여자계주 종목까지 모두 금메달을 획득하며 대회 4관왕 달성이라는 업적을 거두었다. <div id="hwpEditorBoardContent" class="hwp_editor_board_content" data-hjsonver="1.0" data-jsonlen="109072"><!--[data-hwpjson]{
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{
"t": "대한빙상경기연맹(회장 윤홍근ㆍ제너시스BBQ 회장)은 2023 레이크플래시드 동계세계대학경기대회에서 쇼트트랙 국가대표 최민정(성남시청)이 개인종목 500m와 1,000m, 1,500m와 여자계주 종목 우승까지 이번 대회 4관왕을 달성했다고 밝혔다.n"
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"pp": "01D92E3231C050F000000022",
"si": "01D92E3231C050F000000024",
"bf": 0,
"ru": [
{
"cp": "01D92E3231BFB4B00000001D",
"ch": [
{
"t": "22일(한국시간) 미국 뉴욕주 레이크플래시드 ‘1932 잭 시어 아레나’에서 열린 쇼트트랙 여자 1,000m에서 최민정(성남시청)이 1분38초107의 기록으로 1위를 차지하며 결승선을 통과했다.n"
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"01D92E3231BFB4B000000012": {
"np": "01D92E3231BFB4B000000013",
"id": -2147483648,
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"si": "01D92E3231C050F000000024",
"bf": 0,
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{
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{
"t": "최민정은 중위권에서 기회를 엿보다 6바퀴째부터 1위로 치고 나오며 그대로 결승선에 들어왔다.n"
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"id": -2147483648,
"pp": "01D92E3231C050F000000022",
"si": "01D92E3231C050F000000024",
"bf": 0,
"ru": [
{
"cp": "01D92E3231BFB4B00000001D",
"ch": [
{
"t": "함께 출전한 서휘민(고려대)은 1분38초252의 기록으로 3위로 결승선을 통과하며 최민정과 함께 시상대에 올랐다.n "
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},
"01D92E3231BFB4B000000014": {
"np": "01D92E3231BFB4B000000015",
"id": -2147483648,
"pp": "01D92E3231C050F000000022",
"si": "01D92E3231C050F000000024",
"bf": 0,
"ru": [
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"cp": "01D92E3231BFB4B00000001D",
"ch": [
{
"t": "같은 날 진행된 남자 1,000m 종목에서 한국 대표팀은 금은동 메달을 모두 싹쓸이했다.n"
}
]
}
]
},
"01D92E3231BFB4B000000015": {
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"id": -2147483648,
"pp": "01D92E3231C050F000000022",
"si": "01D92E3231C050F000000024",
"bf": 0,
"ru": [
{
"cp": "01D92E3231BFB4B00000001D",
"ch": [
{
"t": "레이스 중반까지 3위권에서 기회를 엿보던 장성우(고려대)는 마지막 두 바퀴를 남기고 선두로 치고 올라오며 1위로 결승선을 통과했다. 함께 출전한 이정민과(한국체대)과 김태성(단국대)도 나란히 2위와 3위로 결승선을 들어오며 한국 선수들이 시상대 모든 자리를 차지하는 쾌거를 거두었다.n"
}
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"01D92E3231BFB4B000000016": {
"np": "01D92E3231BFB4B000000017",
"id": -2147483648,
"pp": "01D92E3231C050F000000022",
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"bf": 0,
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{
"t": "한국은 계주 종목에서도 여자, 남자팀 모두 금메달을 획득하는 성과를 거두었다.n"
}
]
}
]
},
"01D92E3231BFB4B000000017": {
"np": "01D92E3231BFB4B000000018",
"id": -2147483648,
"pp": "01D92E3231C050F000000022",
"si": "01D92E3231C050F000000024",
"bf": 0,
"ru": [
{
"cp": "01D92E3231BFB4B00000001D",
"ch": [
{
"t": "최민정, 김건희(단국대), 박지윤(의정부시청), 서휘민이 출전한 여자계주에서 한국 대표팀은 레이스 내내 선두권을 유지하며 1위로 결승선을 통과하며 금메달을 목에 걸었다.n"
}
]
}
]
},
"01D92E3231BFB4B000000018": {
"np": "01D92E3231BFB4B000000019",
"id": -2147483648,
"pp": "01D92E3231C050F000000022",
"si": "01D92E3231C050F000000024",
"bf": 0,
"ru": [
{
"cp": "01D92E3231BFB4B00000001D",
"ch": [
{
"t": "이어서 진행된 남자계주에서는 장성우, 정원식(경희대), 김태성, 이준서(한국체대) 조가 출전하여 7분10초689의 기록으로 우승을 차지했다.n"
}
]
}
]
},
"01D92E3231BFB4B000000019": {
"np": "01D92E3231BFB4B00000001A",
"id": -2147483648,
"pp": "01D92E3231C050F000000022",
"si": "01D92E3231C050F000000024",
"bf": 0,
"ru": [
{
"cp": "01D92E3231BFB4B00000001D",
"ch": [
{
"t": "이번 동계세계대학경기대회에 출전한 최민정은 첫날 진행된 여자 1,500m 종목 우승을 시작으로 500m, 1,000m와 여자계주 종목까지 모두 금메달을 획득하며 대회 4관왕 달성이라는 업적을 거두었다.n"
}
]
}
]
},
"01D92E3231BFB4B00000001A": {
"np": "",
"id": -2147483648,
"pp": "01D92E3231C050F000000022",
"si": "01D92E3231C050F000000024",
"bf": 0,
"ru": [
{
"cp": "01D92E3231BFB4B00000001D",
"ch": [
{
"t": "한국 쇼트트랙 대표팀은 이번 대회 종합 금 7, 은 4, 동 5 개의 메달을 획득하며 다시 한번 쇼트트랙 강국임을 증명해냈다."
}
]
}
]
}
},
"sl": { },
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"lr": 0,
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"ld": 0,
"ls": 0,
"pp": {
"ls": false,
"wi": 59528,
"he": 84188,
"gt": 0,
"ml": 8504,
"mr": 8504,
"mt": 5668,
"mb": 4252,
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"mg": 0
},
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},
"pb": [
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"bf": "01D92E3231BFB4B00000001B",
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},
{
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{
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}
],
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}
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}
},
"bi": [
{
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}
],
"bidt": {
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

프린트

스피드스케이팅 김민선 여자 500m, 혼성계주 종목 우승대회 3관왕 달성

한국 여자 아이스하키, 슬로베니아 잡고 3연승

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