데이터로 보는 2024년 아파트 실거래가 디아파트(The APT)입니다.
충청북도 청주청원구 율량동에 위치한 두진 아파트입니다.
- 건축년도는
1990년
이며 2024년 07월 27일
기준 35년차
의 재건축연한 도래
아파트로
총 NA세대
로 이루어져 있습니다.
- 작년 8월 이후 최근 1년간 거래량은 5건으로, 전체 세대수 대비 약 NA 거래회전율을 보였습니다.
- 이전 1년(2022.08~2023.07) 회전율 NA 대비 (거래 증감 확인 중)한 수치입니다.
- 이는 충청북도내 아파트 중 백분율로 보면 ****, 청주청원구에서는 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.
“율량 두진 아파트” 매매가격/실거래가 분석 정보
단지 기본 정보입니다.
[주의] 거래량이 매우 적은 아파트입니다. 차트를 그리기 위한 정보가 부족할 수 있습니다.
※ 현재 관련 정보를 매칭 중입니다.
① 면적대별 평균가(단위 : 억 원)
연도\면적
|
50
|
60
|
75
|
2024
|
.
|
.
|
0.97억
|
2023
|
.
|
0.75억
|
0.99억
|
2022
|
.
|
0.76억
|
1.03억
|
2021
|
0.74억
|
0.71억
|
0.79억
|
2020
|
.
|
0.78억
|
0.96억
|
2019
|
.
|
0.84억
|
0.89억
|
2018
|
0.8억
|
0.91억
|
.
|
2016
|
0.07억
|
1.09억
|
1.21억
|
2015
|
0.78억
|
0.87억
|
1.3억
|
2014
|
0.75억
|
0.95억
|
1.23억
|
2013
|
0.75억
|
0.9억
|
1.19억
|
2012
|
0.72억
|
0.95억
|
.
|
2011
|
0.56억
|
0.63억
|
1.09억
|
2010
|
0.55억
|
0.64억
|
0.75억
|
2009
|
.
|
0.64억
|
0.5억
|
2008
|
0.48억
|
0.55억
|
0.71억
|
2007
|
0.45억
|
0.53억
|
0.64억
|
2006
|
0.4억
|
0.47억
|
0.62억
|
② 실거래가 데이터 전체 요약(평균/중위값) 일람
|
전용면적(㎡)
|
date
|
price
|
|
Min. :49.83
|
Min. :2006-02-07
|
Min. : 750
|
|
1st Qu.:59.85
|
1st Qu.:2010-03-20
|
1st Qu.: 6300
|
|
Median :59.85
|
Median :2013-09-30
|
Median : 7500
|
|
Mean :64.12
|
Mean :2014-07-09
|
Mean : 7935
|
|
3rd Qu.:74.58
|
3rd Qu.:2020-04-27
|
3rd Qu.: 9500
|
|
Max. :74.58
|
Max. :2024-07-14
|
Max. :14500
|
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
|
50
|
0.82억
|
2013-09-25
|
4
|
60
|
1.09억
|
2016-02-25
|
2
|
75
|
1.45억
|
2016-02-18
|
2
|
가격 예상(회귀분석)
총 거래건 일람 및 두진 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 : Sat Jul 27 11:01:49 2024)
추가 정보
데이터 확보 중입니다.
□ 주변 단지 모아보기
율량 두진 아파트 가 위치한 청주청원구 근방 1km 범위 내에 총 50 개 아파트 단지가 있습니다.
이 중 가장 가까운 TOP 50 아파트 링크입니다.
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48m - 목화2(1994) / 충청북도 청주시 청원구 율봉로167번길 65-21 (율량동,목화아파트)️
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70m - 대창2(1994) / 충청북도 청주시 청원구 율봉로159번길 74-19 (율량동,율량대창2차아파트)️
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78m - 한울(1991) / 충청북도 청주시 청원구 공항로150번길 51-12 (율량동,한울아파트)️
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122m - 부강(1993) / 충청북도 청주시 청원구 공항로150번길 59 (율량동,율량 부강마을 아파트)️
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143m - 목화1(1994) / 충청북도 청주시 청원구 율봉로167번길 37 (율량동,율량동 목화아파트)️
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160m - 대창(1993) / 충청북도 청주시 청원구 율봉로159번길 73-2 (율량동,대창 율량 아파트)️
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229m - 현대(890)(1991) / 충청북도 청주시 청원구 율봉로159번길 10 (율량동,율량동 현대아파트)️
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238m - 한울2(1996) / 충청북도 청주시 청원구 율봉로167번길 66-9 (율량동,율량한울2차 아파트)️
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310m - 서우(1988) / 충청북도 청주시 청원구 공항로 133 (율량동,서우아파트)️
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329m - 삼정2(1992) / 충청북도 청주시 청원구 율봉로175번길 54 (율량동,삼정2차아파트)️
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330m - 정도드림-빌(1999)️
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335m - 일신힐-사이드(2003)️
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344m - 율량동재원(1993)️
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372m - 현대(1206)(1992)️
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433m - 카운티스(2003)️
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509m - 성원(1995)️
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517m - 두진백로그린타운(1996)️
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520m - 덕성(1989)️
-
540m - 율량동대창5차301동(2000)️
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540m - 율량동대창5차(2000)️
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551m - 삼정1(1991)️
-
578m - 율량대창4차(1996)️
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578m - 대창4차(1996)️
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604m - 대창3(1995)️
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605m - 율량효성2(1997)️
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618m - 실루엣(2007)️
-
642m - 삼성(1996)️
-
644m - 신라(1989)️
-
651m - 율량럭키7동,8동(1992)️
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659m - 럭키(1991)️
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675m - 통일신세대(1996)️
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698m - 효성(1993)️
-
698m - 원진맨션(2005)️
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718m - 이랜드해가든(2009)️
-
725m - 대원칸타빌2차(2014)️
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729m - 율량효성(1996)️
-
747m - 신라(1292-0)(1995)️
-
770m - 청주사천푸르지오(2018)️
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810m - 한울302동(1999)️
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812m - 한울301동(1998)️
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837m - 대진(1985)️
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837m - 영숭새하늘빌리지(2001)️
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844m - 신화(1990)️
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850m - 신라개발(1986)️
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851m - 동아(1990)️
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890m - 우림필유1차(2006)️
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954m - 금호어울림(2022)️
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996m - 신라(1988)️
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997m - 대원칸타빌1차(2013)️
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998m - 형제(1991)️
요약 리포트
데이터 기반 두진 아파트
의 면적대별 예상가격은
최근 거래가 드물어 추가 정보 수집 후 산출 예정입니다.
- 전용면적 기준 5㎡ 구간1)으로 나누면 크게 3가지 평형대(~50, ~60, ~75)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.
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