BECOME A MEMBER
Please consider becoming a member of Hamilton Right to Life and encourage your family and friends to do the same. As a life advocacy group, we need you!
As a member you will receive our quarterly newsletters, have voting privileges at our Annual General Meetings and have the opportunity to participate in various committees, working directly with our Board of Directors to create and implement policies. Your membership gives us a stronger voice in the public forum.
Membership runs November 1 to October 31 each year.
Normal membership fee is $30.
You can visit out CanadaHelps Page to donate securely online now or mail* a cheque to:
Hamilton Right to Life
209 MacNab Street North
*When mailing your donation, please note that your donation is earmarked for annual membership.
Church Liasons: We need volunteers to serve as liasons to local church groups and other communities, to promote the Pro-Life cause with their own groups, and to link their membership with our organization.
This may involve putting up posters, connecting with the pastor or leader, placing notices in bulletins, selling dinner tickets for us etc.
Office Administration: We require help with occasional office work and newsletter mailings.
Telephone Tree:We would like to establish a “telephone tree” to remind memebrs of HRTL of any important events happening.
Public Education Committee: Public Presentations: We need help staffing public information booths. We also need your expertise to help make Pro-Life presentations to schools, groups etc.
Advertizing Committee:This committee plans and organizes any public advertizing that we do as an organization around Hamilton.
Fundraising Committee:We plan how we would raise funds in addition to the fundraisng happening through the newsleters and membership appeals.
Please call the HRTL office to indicate your ablities and time possibilities.
DONATE TO HAMILTON RIGHT TO LIFE
Please consider a donation to assist us with our on-going educational efforts. Visit our donate page.
Email enquiries using the form below: