Indulgent Party Package
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Our Indulgent Party Package has been designed for you to have a party weekend to remember.
You are in for a treat with our afternoon tea full of mouth-watering treats and tasty delights on arrival. Sit back and relax in the day with full use of our wellness facilities and party in style in the evening with delicious food and entry to our Bier Keller and Nightclub. An overnight stay with a full English breakfast is included to cure any hangovers your group may have!
FROM £125 PER PERSON.
SUBJECT TO AVAILABILITY.
MUST BE 21+.
What’s included?
- Sumptuous Afternoon Tea on arrival
- Delicious 3 course evening meal with half a bottle of wine per person
- FREE entry into the Bier Keller bar and Après nightclub
- Overnight stay in spacious bedrooms with full English breakfast in the morning
- Full use of our in-house Wellness leisure Facilities
Please ensure you book in advance.
Book Here
Questions & Answers
Do we need to pay a deposit? If so, how much?
£20.00 deposit per person at the time of booking. Please note that deposits are non refundable and non transferable.
When is the final balance due?
4 weeks prior to your arrival.
Is the price based on 2 people sharing a room?
Yes.
Is there a limit of how many people can be in a group?
No.
Can people do the package but not stay overnight?
Yes.
Is the price per person?
Yes.
Can I pay a deposit for confirmed numbers and add guests on?
Yes.
What are the prices for each activity for non-residents?
£25.00 for afternoon tea, £25.00 for cocktail making and £45.00 for dinner, wine and entry to the Bier Keller & Apres, £15.00 for Wellness.
Can I put the booking on hold without a deposit?
No.
What is the age restriction?
21 and over.
How much will the package be for single rooms? Or triple rooms?
£50.00 extra for a single room and £30.00 extra for a triple room.
Can all of the guests pay individually?
No, the payment needs to come from the booker.
Can we upgrade the rooms?
Yes, for an extra charge.
Will the rooms be close together?
We do our best to allocate groups as close together as possible, however this cannot be guaranteed.