We are a Specialist Veterinary Practice with both Medical and Surgical specialists.
Contact:
Telephone
(011) 792 6442/3
Emergency after hours
083 698 3819
Emergencies will be handled immediately.
A surcharge applies to consulations on Weekends and Public holidays.
Operating Hours
Weekdays
07h30 –12h00 / 15h00 –18h00
Saturdays
08h30–12h00
Sundays & Public Holidays
09h00–11h00
Visiting hours:
Weekdays – 12h00 – 17h45
Weekends & Public holidays : No visitors allowed.
- Strictly by appointment only.
- 15 minute visit
- Only 1 patient allowed to be visited by a maximum of 2 visitors.
Physical Address:
63 Kayburne Avenue
Randpark Ridge
Randburg
South Africa
From Pretoria, Krugersdorp, Hartebeespoort etc
From Pretoria, Krugersdorp, Hartebeespoort etc
Option 1
- Take Malibongwe off N14 and go South
- After Kya Sands industrial area on left turn right into Northumberland [Total garage on one corner and Shell on other]
- Drive West past The Dome and Honedew Totota
- Turn left into Beyers Naude
- When Lifestyle Nursery is on left, turn right into John Vorster Ave.
- Turn 1st left into Kayburne Ave.
- There is an Engen garage on the right hand side [on the corner] and we are next door
- [Over the road from Rawson Properties and the Optometrist]
Option 2
- Take Beyers Naude Drive off N14 and head South
- When Lifestyle Nursery is on left, turn right into John Vorster Ave
- Turn 1st left into Kayburne ave
- There is an Engen garage on the right hand side [on the corner] and we are next door
- [Over the road from Rawson Properties and the Optometrist]
Address & Directions
We are conveniently situated at: 63 Kayburne Avenue, Randpark Ridge
We are conveniently situated at: 63 Kayburne Avenue, Randpark Ridge
Click here to download the map and directions as a pdf.
From The N1
Take Beyers Naude in a Westerly direction towards Honeydew.
At Lifestyle Nursery [on Right], turn left into John Vorster Ave.
Turn 1st left into Kayburne Ave.
There is an Engen garage on the right hand side [on the corner] and we are next door
[Over the road from Rawson Properties and the Optometrist]