Unity Project UPwithART 2023 Raffle Rules of Play

The Prize Description:

The Prize in the UPwithART 2023 Raffle is a work of art with a total value of $6,500, as

appraised by two independent and certified art appraisers in April 2023.

Tom Benner (Canadian, 1950-2022)

Dolphins, 1991

cold-rolled metal

30.5 x 86 x 37 cm

The work is a maquette for a sculpture titled, Harbour Dolphins, 1995

The prize will be awarded to the Winner free of all encumbrances, and the prize is not

taxable.

The price of tickets:

Tickets are $25 each or 5 for $100.

The number of tickets:

The maximum number of tickets available for sale is 485 tickets.

How to purchase tickets:

Tickets can only be purchased online at https://trellis.org/upwithart/raffle

The location, date, and time of the draw:

Location: 421 Ridout Street North, London, Ontario

Date: May 6, 2023

Time: 8:05pm

How the draw will be conducted:

Tickets will be sold from April 27th, 2023 until 485 tickets have been sold or until 8 PMEST May 6th, 2023.

Tickets will be $25.00 each or 5 for $100.00. There is no limit to how

many tickets may be purchased by an individual. Tickets will be sold online only through

Trellis (https://trellis.org/upwithart/raffle). Ticket purchasers will have to provide an email

address as part of their check out process, and once complete will receive an email with

attachments of the official raffle ticket and a checkout receipt.

How Winner will be determined:

There will be one draw only for the one stated prize. The winner will be determined by a

random draw utilizing AGCO registered Electronic Raffle Supplier (ERS) Random

Number Generator (RNG).

The winner shall be announced live to all participants at the UPwithART event on May 6

at Museum London following the draw, and the winner name will automatically be

posted on https://trellis.org/upwithart/raffle

The Winner will be contacted by telephone and/or by email.

If the Winner is at the live event and hearing the announcement of the Winner, they will

be invited to attend at the event checkout station to claim their prize.

Winners are not required to be present at the draw location.

Conditions of eligibility:

The following individuals are not eligible to participate in the raffle: All employees of the

organization associated with the management and execution of the raffle, including all

Unity Project and Museum London staff, and all of Unity Project and Museum London

Board members.

Players must be 18 years of age or older, must be residing and have a mailing address

within Ontario upon purchase of tickets.

Prize claim requirements and unclaimed prize:

Winners will have to provide a photo ID in order to claim the prize.

Winners consent to the use of their name and photograph by the licensee for publicity

purposes.

Every reasonable effort to contact the Winner will be made, including attempting to

locate the Winner through the telephone number and address on the ticket stub of the

raffle ticket, by advertising in local newspapers and/or radio stations.

If a person believes they are the Winner and have not been contacted by the

organization staff, please email slanger@unityproject.ca or call 519-433-8700 ext 201.

The Winner will have 6 months to claim their prizes. Once the prize has been claimed

the Winner will have an additional 30 days to schedule and coordinate with the

organization for the delivery of the prize. It shall be the responsibility of Unity Project to

coordinate delivery of the prize to a location in Ontario.

The prize will be secured in safekeeping for a period of six (6) months from the date of

the draw. If at the end of six months the prize has still not been claimed, the prize or

monies equivalent to the fair market value of the prize will be donated to a beneficiary

approved by the AGCO licensing authority.

Refunds, lost or stolen tickets:

Please email the organization if seeking to claim refund, if you have any dispute or

regarding lost tickets. No refund shall be issued after the draw is done unless deemed

reasonable by the organization. Please provide full and clear explanation.