데이터로 보는 2024년 아파트 실거래가 디아파트(The APT)입니다.
제주특별자치도 서귀포시 동홍동에 위치한 제이원클래시움 아파트입니다.
- 건축년도는
2020년
이며 2024년 07월 30일
기준 5년차
의 신축급
아파트로
총 NA세대
로 이루어져 있습니다.
- 작년 8월 이후 최근 1년간 거래량은 10건으로, 전체 세대수 대비 약 NA 거래회전율을 보였습니다.
- 이전 1년(2022.08~2023.07) 회전율 NA 대비 (거래 증감 확인 중)한 수치입니다.
- 이는 제주특별자치도내 아파트 중 백분율로 보면 ****, 서귀포시에서는 상위 ****에 해당하는 수준이니 참고 바랍니다.
※ 리포트는 공공데이터를 이용한 시스템을 통해 자동생성되며, 새로 확인되는 정보는 본 리포트의 수정을 통해 수시로 업데이트됩니다.
베타 서비스 중 오류가 있을 수 있으니 반드시 실제 데이터를 확인해주세요. 사실과 다른 정보는 댓글로 제보해주시면 바로잡겠습니다.
“동홍 제이원클래시움 아파트” 매매가격/실거래가 분석 정보
단지 기본 정보입니다.
※ 현재 관련 정보를 매칭 중입니다.
① 면적대별 평균가(단위 : 억 원)
연도\면적
|
40
|
60
|
70
|
75
|
80
|
85
|
110
|
115
|
135
|
2024
|
.
|
2.49억
|
.
|
2.65억
|
.
|
.
|
.
|
3.7억
|
.
|
2023
|
.
|
.
|
2.7억
|
2.5억
|
.
|
3.1억
|
.
|
.
|
.
|
2022
|
.
|
.
|
.
|
.
|
.
|
.
|
3.5억
|
4억
|
.
|
2020
|
1.55억
|
.
|
.
|
.
|
3.48억
|
3.69억
|
5.27억
|
5.57억
|
6.63억
|
② 실거래가 데이터 전체 요약(평균/중위값) 일람
|
전용면적(㎡)
|
date
|
price
|
|
Min. : 36.03
|
Min. :2020-05-14
|
Min. :15500
|
|
1st Qu.: 71.23
|
1st Qu.:2020-07-08
|
1st Qu.:27000
|
|
Median : 84.57
|
Median :2022-04-04
|
Median :34816
|
|
Mean : 89.21
|
Mean :2022-05-15
|
Mean :37296
|
|
3rd Qu.:110.97
|
3rd Qu.:2023-11-30
|
3rd Qu.:46381
|
|
Max. :133.70
|
Max. :2024-07-29
|
Max. :66301
|
평형별 최고가 기록입니다.
- 모든 날짜는 국토부에 실거래 신고된
계약일자
기준입니다.
- 전용면적이 소수점 차이로 세분화된 경우가 있어 약 2평씩 한 그룹으로 묶었습니다.
이어지는 차트는 모두 이러한 올림 구간
면적을 기준으로 합니다.
- 예시1) 국민주택 규모/30평대: 81, 82.9, 84.5 ☞ 85
- 예시2) 20평대: 56.84, 59.1, 59.98 ☞ 60
③ 5㎡ 단위로 구분한 면적별 최고가 및 해당 일자
전용면적(㎡)
|
매매가
|
계약일
|
층수
|
40
|
1.55억
|
2020-10-13
|
9
|
60
|
2.49억
|
2024-03-30
|
8
|
70
|
2.7억 [직]
|
2023-12-11
|
8
|
75
|
2.7억
|
2024-01-11
|
2
|
80
|
3.48억
|
2020-05-14
|
7
|
85
|
3.69억
|
2020-07-11
|
6
|
110
|
5.27억
|
2020-07-11
|
8
|
115
|
5.71억
|
2020-07-06
|
8
|
135
|
6.63억
|
2020-07-06
|
8
|
가격 예상(회귀분석)
총 거래건 일람 및 제이원클래시움 아파트의 실거래가격 변화 그래프입니다.
각 평형대별 최고가는 컬러 라벨로 표시했으며, 붉은색 숫자는 기존 추세를 고려했을 때 거래 가능성 있는 금액대입니다.
최근 급등한 경우 직전 매매가 영향으로 다소 낮게 계산될 수 있습니다.
아파트 가격에 큰 영향을 미치는 정책요소나 경제지표를 일절 고려치 않고 회귀식으로 도출한 숫자이므로 참고용으로만 활용 바랍니다.
- 활용 예
- 최근 호가 및 매물이 없을 경우
- 실거래가 등재가 늦는 경우 예상치
- 비슷한 시기임에도 금액 차이가 큰 1층은 가중치를 적용하여 계산에 활용했습니다.
※ 현재 분석에 필요한 정보를 추가 확보 중입니다.
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)
가격변동 추세 및 흐름도
한눈에 알아보는 월별 평균가격 변화 그래프입니다.
전용면적별 거래 기록을 점으로 나타내 과거의 추세를 알 수 있으나 새로운 인사이트는 얻기 어렵다는 한계가 있습니다.
- 각 월별로 거래된 금액의 평균값을 하나의 선 그래프(line chart)로 시각화했습니다.
- 하단에 이어지는 거래량 막대차트(bar chart)와 함께 비교해보는 것이 좋습니다.
면적별 구분
확대 차트(최근 5년 한정, 위 차트 사각형 부분)
면적별 거래량 추세
월별 거래량 흐름의 최근 5개년 확대 차트입니다.
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)
(Updated : Tue Jul 30 13:18:51 2024)
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데이터 확보 중입니다.
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동홍 제이원클래시움 아파트 가 위치한 서귀포시 근방 1km 범위 내에 총 67 개 아파트 단지가 있습니다.
이 중 가장 가까운 TOP 67 아파트 링크입니다.
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73m - 덕산가온누리빌(2015) / 제주특별자치도 서귀포시 태평로512번길 1-4 (동홍동,덕산가온누리빌)️
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134m - 해피앙스(2012) / 제주특별자치도 서귀포시 태평로 506 (동홍동,동홍동 해피앙스)️
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157m - 주공4(동홍주공4)(1994) / 제주특별자치도 서귀포시 태평로512번길 10 (동홍동,동홍4 주공아파트)️
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161m - 제이원타워(2015) / 제주특별자치도 서귀포시 태평로 509 (동홍동,제이원타워)️
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162m - 모다드림(2013) / 제주특별자치도 서귀포시 태평로 504 (동홍동,모다드림아파트)️
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177m - 주공1(1988) / 제주특별자치도 서귀포시 동홍중앙로 10 (동홍동)️
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183m - 가나노블휘닉스(2011) / 제주특별자치도 서귀포시 태평로 505 (동홍동,가나노블휘닉스)️
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206m - 덕산캐슬(2008) / 제주특별자치도 서귀포시 태평로 529-6 (동홍동,덕산캐슬)️
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209m - 삼아(1991) / 제주특별자치도 서귀포시 태평로536번길 6 (동홍동,삼아아파트)️
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251m - J.F.D(2015) / 제주특별자치도 서귀포시 동홍서로 6 (동홍동,J.F.D아파트)️
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252m - 예그린하우스(2012)️
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256m - 제이원파크(2015)️
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295m - 세기1(가나동)(1990)️
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311m - 주공2(동홍2)(1990)️
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315m - 동홍일호(1996)️
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344m - 동홍동코아루(2013)️
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389m - 신환(2000)️
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409m - 세기2(동홍세기2)(1992)️
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415m - 캐슬휘닉스Ⅱ(2013)️
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450m - 캐슬휘닉스(2007)️
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507m - 늘푸른원룸(2014)️
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523m - 늘푸른(2014)️
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525m - 명지(가동,나동)(1991)️
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529m - 아이진B동(2007)️
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529m - 아이진A동(2007)️
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562m - 레노시스씨티(3차)(2006)️
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562m - 대성뉴본(2005)️
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566m - 휴마루(2015)️
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619m - 충암(2002)️
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620m - 충암뉴빌라6(2002)️
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650m - 동아주택(2013)️
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659m - 우성프라자(2007)️
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663m - 레노시스시티2(2004)️
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671m - 서림(2007)️
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680m - 한라(102동,103동)(1990)️
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682m - 대림e편한세상(2001)️
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698m - 일호레노시스시티I(2004)️
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698m - 바원S클래스(2020)️
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700m - 한라(101동)(1990)️
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706m - 남양맨숀(A동)(1987)️
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709m - 그레이스빌(2007)️
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714m - 석정누리개발3차(2012)️
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724m - 효림스카이(2007)️
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727m - 올레더화이트(2016)️
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758m - 대오(1998)️
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761m - 오우퍼빌(2004)️
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775m - 가나휘닉스(2008)️
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777m - 동홍동서강파인힐3차(2015)️
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805m - 동홍위더스빌31차(2019)️
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820m - 일호2차(1998)️
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821m - 동홍그린2차(2012)️
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826m - 영신무지개2차(1995)️
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837m - 더힐누리안(2016)️
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853m - 남진이르빌(2004)️
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855m - 그랜드캐슬(2007)️
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858m - 서강파인힐(101동)(2012)️
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859m - 동홍그린(2009)️
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878m - 본헤르동홍형남(2017)️
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879m - 일호3차(2000)️
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881m - 아이진3차(2012)️
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898m - 서강파인힐102동(2012)️
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911m - 동방(1993)️
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913m - 동홍동파밀리움(2018)️
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950m - 충암7차(2003)️
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965m - 대성2차B(2004)️
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966m - 금성동홍스마트빌(2016)️
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975m - 네스트힐(2013)️
요약 리포트
데이터 기반 제이원클래시움 아파트
의 면적대별 예상가격은
최근 거래가 드물어 추가 정보 수집 후 산출 예정입니다.
- 전용면적 기준 5㎡ 구간1)으로 나누면 크게 9가지 평형대(~40, ~60, ~70, ~75, ~80, ~85, ~110, ~115, ~135)가 있으며
수요가 가장 많은 국민주택규모의 최고가 거래는 각각
20평형대 (층, 만 원),
국민평형인 30평형대는 (층, 만 원)에 기록했습니다.
- 1) 흔히 사용하는 ’평’단위로 보면 공급면적 2평(6.6㎡)에 전용률(70~80%)을 곱해 5㎡로 평형대를 구분했습니다.
- 계산식 : 6.6 × 76% ≒ 5.016㎡
- 최고가 거래 이후 보다 낮은 금액으로 거래된 기록이 있었습니다.
새로운 매매 정보가 입수되면 최신 실거래를 기반으로 업데이트 됩니다.
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