JUI RESIDENCES

NON-LANDED RESIDENTIAL

SERANGOON ROAD,
Singapore

District: D12 – BALESTIER, TOA PAYOH, SERANGOON

Complete Year

2022

Units

Property Type

NON-LANDED RESIDENTIAL

Tenure

FREEHOLD

Property Details

ID 218
Project ID PI190700006
Project Name JUI RESIDENCES
Road SERANGOON ROAD
Latitude 1.3262687
Longitude 103.8661427
District D12 – BALESTIER, TOA PAYOH, SERANGOON
Region Central Region
Broad Region Rest of Central Region (RCR)
Country Singapore
Property Description NON-LANDED RESIDENTIAL
Expected Top 1 JUNE 2022
Tenure FREEHOLD
Architect JGP Architecture (S) Pte Ltd / CarverHaggard Ltd
Project Account Overseas-Chinese Banking Corporation for Project Account no. : 712-194190-001 of Tiara Land Pte Ltd
Property Security 24 Hours Security
Land Size Area 2,945.50 Sqm/ 31,705sqft
Expected Date Legal Completion 2025-06-01 00:00:00
Payment Schemes NPS
Mukim Lot No LOT 05052P MK17
Total No Units 117
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Pricing


No. of Rooms Unit Type Sqm Sqft No. of Units Stack Price Min. Price Max.
1 BEDROOM A2 43 463.00 13 03 $869,388 $895,918
A1 40 431.00 13 04 SOLD SOLD
2 BEDROOMS B3 66 710.00 13 07 $1,282,474 $1,383,505
B2 65 700.00 13 08 $1,264,948 $1,343,299
B1 61 657.00 13 09 $1,198,969 $1,292,784
3 BEDROOMS C4 93 1001.00 13 01 $1,796,016 $1,935,417
C2 83 893.00 13 02 $1,541,667 $1,671,875
C1 82 883.00 13 05 $1,561,458 $1,654,167
C3 88 947.00 13 06 $1,700,000 $1,830,208
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Location

Unit

Bedroom type Area (sqft)
1 BEDROOM Room 431-463
2 BEDROOMS Room 657-710
3 BEDROOMS Room 883-1001

Site Plan

Floor Plan

  • TYPE A1 / A2

    1 BEDROOM

  • TYPE B1 / B2 / B3

    2 BEDROOMS

  • TYPE C1 / C2 / C3 / C4

    3 BEDROOMS

Jui Resi

01 02 03 04 05 06 07 08 09
18 C4 C2 A2 A1 C1 C3 B3 B2 B1
17 C4 C2 A2 A1 C1 C3 B3 B2 B1
16 C4 C2 A2 A1 C1 C3 B3 B2 B1
15 C4 C2 A2 A1 C1 C3 B3 B2 B1
14 C4 C2 A2 A1 C1 C3 B3 B2 B1
13 C4 C2 A2 A1 C1 C3 B3 B2 B1
12 C4 C2 A2 A1 C1 C3 B3 B2 B1
11 C4 C2 A2 A1 C1 C3 B3 B2 B1
10 C4 C2 A2 A1 C1 C3 B3 B2 B1
09 C4 C2 A2 A1 C1 C3 B3 B2 B1
08 C4 C2 A2 A1 C1 C3 B3 B2 B1
07 C4 C2 A2 A1 C1 C3 B3 B2 B1
06 C4 C2 A2 A1 C1 C3 B3 B2 B1

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