Most and least expensive streets

Leamington Spa, CV32


Leamington Spa, CV32 has a total of 386 streets. The most expensive street in CV32 is Guy Street, with an average sale price of £3,202,500. The least expensive street in CV32 is Newland Road, with an average sale price of £75,000.



Filter by number of transactions

Most expensive streets

Rank Street Transactions (Past 5 years) Average price
1 Guy Street

CV32 4RT | CV32 4RX
2 £3,202,500
2 Westhill Road

CV32 6RA
1 £2,383,000
3 Parade

CV32 4AA | CV32 4AE | CV32 4AG | CV32 4AJ | CV32 4AQ | CV32 4AT | CV32 4AY | CV32 4BA | CV32 4BB | CV32 4BD | CV32 4BG | CV32 4BL | CV32 4BQ | CV32 4BT | CV32 4DA | CV32 4DB | CV32 4DD | CV32 4DE | CV32 4DG | CV32 4DN | CV32 4DW | CV32 4NL | CV32 4ZX
24 £1,700,052
4 Stoneleigh Road

CV32 6QR | CV32 6RE
2 £1,337,500
5 Old Milverton Road

CV32 6AY | CV32 6BA
5 £1,261,125
6 Cloister Way

CV32 6QE
20 £1,163,756
7 Milverton Crescent

CV32 5NG | CV32 5NJ | CV32 5NQ
2 £1,092,500
8 Lansdowne Circus

CV32 4SW
4 £980,000
9 Cloister Crofts

CV32 6QG | CV32 6QQ
6 £977,667
10 Holly Walk

CV32 4HY | CV32 4JE | CV32 4JG | CV32 4NN | CV32 4PA | CV32 4XP | CV32 4YB | CV32 4YS
7 £967,467


Least expensive streets

Rank Street Transactions (Past 5 years) Average price
1 Newland Road

CV32 7PX | CV32 7PY | CV32 7QA
1 £75,000
2 Royal Priors

CV32 4XT | CV32 4XU | CV32 4YA
1 £77,500
3 Tavistock Street

CV32 5PJ | CV32 5PL | CV32 5PW
12 £118,565
4 Crown Way

CV32 7SE | CV32 7SF | CV32 7SH | CV32 7SQ
7 £127,667
5 Guy Place East

CV32 4RG
1 £145,000
6 Denby Close

CV32 7PS
3 £150,667
7 St. Pauls Square

CV32 4TX
4 £158,250
8 Kennedy Square

CV32 4SY | CV32 4SZ
4 £160,708
9 Milverton Hill

CV32 5HY | CV32 5HZ | CV32 5JA
2 £162,250
10 Pine Court

CV32 7AE
3 £163,333


Street ranking notes

Average street prices are calculated using all sales in the HM Land Registry data from the past 5 years. It is important to note that as homes are demolished and built these prices will fluctuate over time accordingly. Use the transactions number filter to avoid any anomalous data caused by low transaction numbers.