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Laurier Club | Liberal Party of Canada

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If multiple people would like to donate, please make a separate donation from each individual.</p> <p>Thanks for your support!</p></span> </div> <div class="modal-footer"> <button class="btn btn-default" data-dismiss="modal" type="button">Close</button> </div> </div> </div> </div></span><span id="donatePage:j_id49"><span id="donatePage:j_id49:j_id50:j_id51"> <p>Join the Laurier Club by contributing at least $1750 annually (or $145.84/monthly). If you&#8217;re 35 years of age or under, it&#8217;s just $75 monthly ($900 annually).</p></span></span> <p><a data-target="#lc-info-modal" data-toggle="modal" href="#"><i aria-hidden="true" class="fa fa-info-circle"></i> Learn more about the Laurier Club</a>.</p> <div aria-labelledby="myModalLabel" class="modal fade" id="lc-info-modal" role="dialog" tabindex="-1"> <div class="modal-dialog" role="document"> <div class="modal-content"> <div class="modal-header"> <button aria-label="Close" class="close" data-dismiss="modal" type="button"><span aria-hidden="true">&times;</span></button> <h4 class="modal-title" id="myModalLabel">About the Laurier Club</h4> </div> <div class="modal-body"><span id="donatePage:j_id56"><span id="donatePage:j_id56:j_id57:j_id58"> <p>In 1918, Sir Wilfrid Laurier established the Laurier Club when he sent out 600 letters to community leaders and business professionals asking for their crucial support. Today, you can continue this long-standing tradition by donating to the Laurier Club. </p> <p>Benefits of Laurier Club Status</p> <ul> <li>Invitations to Laurier Club events across the country, hearing from leading voices on our Liberal team</li> <li>The opportunity to meet a strong network of business and community leaders who share your commitment to Liberal values</li> <li>Special updates and briefings on the Liberal Party of Canada&#8217;s goals and campaigns</li> <li>A Laurier Club lapel pin, which symbolizes your commitment to the Liberal Party of Canada.</li> <li>Knowing that you are playing an important role in transforming our Party into the most open, inclusive and forward-thinking political movement in Canada.</li> </ul> <p><small>Tax receipts will be issued at the end of the year, and pursuant to Canada Revenue Agency rules, may be adjusted for the goods and services received by Laurier Club donors at Laurier Club events.</small></p></span></span> </div> <div class="modal-footer"> <button class="btn btn-default" data-dismiss="modal" type="button">Close</button> </div> </div> </div> </div> </div> </div><div id="donatePage:donate-progress" class="donate-progress"> <ul> <li class="progress-1 active">Amount</li> <li class="progress-2">Name</li> <li class="progress-3">Payment</li> </ul></div> </header> <div class="salesforce-form-container__body"> <span class="secure-note"><span aria-hidden="true" class="fa fa-lock"></span>secure</span> <div class="general-error"></div> <script type="text/javascript"> var stage1Binding = function() { }; 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</script> <input id="amount-other" name="amountother" placeholder="Other" type="hidden" /> <div class="one_time_donation"> <div class="row "> <div class="col-xs-12"> <div class="form-group"> <h4 class="no-bottom-margin"> Date of Birth </h4> <p class="bottom-margin-5"><span class="text-muted">(required for Laurier Club youth pricing (35 years of age and under))</span></p> <div class="dob-input-group"> <div> <label for="dob-year">Year</label> <select id="dob-year"></select> </div> <div> <label for="dob-month">month</label> <select id="dob-month"> <option>---</option> <option value="01">January</option> <option value="02">February</option> <option value="03">March</option> <option value="04">April</option> <option value="05">May</option> <option value="06">June</option> <option value="07">July</option> <option value="08">August</option> <option value="09">September</option> <option value="10">October</option> <option value="11">November</option> <option value="12">December</option> </select> </div> <div> <label for="dob-day">Day </label> <select disabled="disabled" id="dob-day"></select> <span style="display:block;font-weight:normal;font-size: 0.8em">Select year/month first</span> </div> </div> <div><input id="donatePage:natrec-form-amount:birthdate" type="hidden" name="donatePage:natrec-form-amount:birthdate" pattern="\d{4}-\d{1,2}-\d{1,2}" /> </div> </div> </div> </div> <div class="row "> <div class="col-xs-12"> <div class="form-group lc__schedule-select-container "> <h4 class="bottom-margin-5" style="margin-top:0"><strong>Schedule</strong></h4><fieldset style="border: none;"><table role="presentation" id="donatePage:natrec-form-amount:schedule"> <tr> <td> <input type="radio" checked="checked" name="donatePage:natrec-form-amount:schedule" id="donatePage:natrec-form-amount:schedule:0" value="monthly" /><label for="donatePage:natrec-form-amount:schedule:0"> Monthly</label></td> <td> <input type="radio" name="donatePage:natrec-form-amount:schedule" id="donatePage:natrec-form-amount:schedule:1" value="annually" /><label for="donatePage:natrec-form-amount:schedule:1"> Annually Recurring</label></td> <td> <input type="radio" name="donatePage:natrec-form-amount:schedule" id="donatePage:natrec-form-amount:schedule:2" value="onetime" /><label for="donatePage:natrec-form-amount:schedule:2"> One-time</label></td> </tr> </table></fieldset> </div> </div> </div><input id="donatePage:natrec-form-amount:natLimit" type="hidden" name="donatePage:natrec-form-amount:natLimit" value="1750.0" /><input id="donatePage:natrec-form-amount:edaLimit" type="hidden" name="donatePage:natrec-form-amount:edaLimit" value="1750.0" /> <div id="pnlTopUp"> <div><input id="donatePage:natrec-form-amount:topUp" type="checkbox" name="donatePage:natrec-form-amount:topUp" class="form-control donate-checkbox " /><label id="donatePage:natrec-form-amount:topUpAmountLabel" for="donatePage:natrec-form-amount:topUp" title="For every donation, we鈥檙e charged a small fee by the credit card company. Tick this box to cover the charge yourself and ensure your full donation amount reaches us." class="normal-font-weight"> Cover the transaction fees we are charged (adds $0 to your donation, which is included against your maximum annual political contribution limit)</label> </div> </div> <div class="row "> <div class="col-xs-12"> <div class="lc-summary-container-outer"> <h4><strong>Summary</strong></h4> <div class="lc-summary-container "> <p class="donation-summary-text" style="display:none"> <i aria-hidden="true" class="icon fa fa-smile-o yellow"></i><span id="donatePage:natrec-form-amount:j_id83"> <span class="donating-verb"></span> <span class="amount-text dollar-amount"></span> <span class="schedule-text"></span></span> </p> <p class="donation-tax-savings-text" style="display:none"> <i aria-hidden="true" class="icon fa fa-info-circle"></i> <span class="tax-savings-pre-text"></span> <span class="tax-savings-amount dollar-amount"></span>. <br /> <small> Based on total tax credit for 2025. <a class="more-information" data-target="#tax_info_modal" data-toggle="modal"> More Information. </a> </small> </p> <p class="is-under-35-notice" style="display:none"><i aria-hidden="true" class="icon green fa fa-check-circle-o"></i> You qualify for under 35 pricing. </p> <p class="auto-renew-notice--annually" style="display:none"><i aria-hidden="true" class="icon info fa fa-asterisk"></i> Auto-renew donations will be automatically renewed each year on your Laurier Club anniversary date. You can change your contribution at any time by calling 1-888-542-3725.</p> <p class="auto-renew-notice--monthly" style="display:none"><i aria-hidden="true" class="icon info fa fa-asterisk"></i> Monthly donations will be automatically charged to you on a monthly basis starting today. You can change your contribution amount or schedule at any time by calling 1-888-542-3725.</p> </div> </div> </div> </div><div id="donatePage:natrec-form-amount:form-didyouknow-panel"> <div class="row "> <div class="col-xs-12"> <div class="did-you-know-container bottom-margin-5"> <strong class="red-text">Did You Know?</strong>&nbsp;Effective January 1, 2025, you may donate up to $1,750 per year, at the national, riding, and leadership campaign level, for a total maximum contribution of $5,250. The maximum possible tax credit remains $650.00. <a class="more-information" data-target="#tax_info_modal" data-toggle="modal"> More Information </a> </div> </div> </div> <div aria-labelledby="tax-credits-modal-title" class="modal fade" id="tax_info_modal" role="dialog" tabindex="-1"> <div class="modal-dialog" role="document"> <div class="modal-content"> <div class="modal-header"> <button aria-label="Close" class="close" data-dismiss="modal" type="button"><span aria-hidden="true">&times;</span></button> <h4 class="modal-title" id="tax-credits-modal-title">Information on contributions</h4> </div> <div class="modal-body"><span id="donatePage:natrec-form-amount:j_id89"><span id="donatePage:natrec-form-amount:j_id89:j_id90:j_id91"> <h3>Tax Credits</h3> <p>All Canadians with taxable income receive generous tax credits when they donate to the Liberal Party of Canada. The size of your reduction in taxes payable depends on the sum of all your political contributions.</p> <p>If you have already made a contribution this year, please use the table below to calculate your cumulative tax credit.</p> <ul> <li>Donations between 0 and $400: give you a 75 per cent refund</li> <li>Donations between $400 and $750: give you $300 plus 50 per cent of any amount over $400</li> <li>Donations over $750: give you $475 plus 33 1/3 per cent of any amount over $750 up to a maximum of $650 per year</li> </ul> <h3>Limits on Contributions</h3> <p>Only Canadian citizens or permanent residents may make political contributions, in each of the following amounts:</p> <ul> <li>No more than $1,750 in any calendar year to each registered political party</li> <li>No more than $1,750 in total in any calendar year to the combined entities of each registered political party (Electoral District Associations, Nomination Contestants and Candidate campaigns)</li> <li>No more than $1,750 in total between all registered leadership contestants in a particular leadership contest.</li> </ul> <h3>Learn More</h3> <p>Your support helps build a better Canada. Have more questions about donating to the Liberal Party of Canada? <a href="https://www.liberal.ca/contribute/">Visit our information page about how you can contribute and support our progress for Canadians</a>.</p> <p>For more information about tax credits please visit the <a href="https://www.canada.ca/en/revenue-agency/services/tax/individuals/topics/about-your-tax-return/tax-return/completing-a-tax-return/deductions-credits-expenses/federal-political-contributions-line-40900-total-contributions-line-41000-tax-credit.html" target="_blank">Canada Revenue Agency</a> website and for more information about contribution limits, please visit <a href="http://www.elections.ca/content.aspx?section=pol&amp;dir=lim&amp;document=index&amp;lang=e" target="_blank">Elections Canada</a>.</p></span></span> </div> <div class="modal-footer"> <button class="btn btn-default" data-dismiss="modal" type="button">Close</button> </div> </div> </div> </div></div> <div class="row "> <div class="col-xs-12"> 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" 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