BEGIN:VCALENDAR
VERSION:2.0
PRODID:-//ChamberMaster//Event Calendar 2.0//EN
METHOD:PUBLISH
X-PUBLISHED-TTL:P3D
REFRESH-INTERVAL:P3D
CALSCALE:GREGORIAN
BEGIN:VEVENT
DTSTART:20231011T003000Z
DTEND:20231011T020000Z
X-MICROSOFT-CDO-ALLDAYEVENT:FALSE
SUMMARY:How Can You Potentially Maximize Your Social Security Benefits
DESCRIPTION:NOW ZOOM!\n\n\n\n\n\nHow Can You Potentially Maximize Your Social Security Benefits\n\n \n\nYou've paid into the Social Security program for over 30 years and does it make sense to learn how to get the potential maximum Social Security Benefits you're entitled to?  \n\nThe TOP FOUR Social Security Benefit MISTAKES\n\n	Mistake of Taking Retirement Social Security Benefits Early.\n	Coordinate Couple's Social Security Benefits.\n	Not planning for Widow's Social Security Benefits\, Survivor Benefits.\n	Divorced Spousal and Divorced Widow's Benefits.\n\n \n\nDon't wait until the last minute to discover your benefits options. Please attend his educational Social Security Benefits workshop. Space is limited attendees on October 10th at 5:30pm   7pm ON ZOOM. PLEASE EMAIL ME FOR ZOOM INVITE - kinley.wong@LFG.com\n\n \n\nKinley Wong has more than twenty-one years of experience at Lincoln Financial Advisors as a financial planner\, CRPC designation\, Series 7\, 65\, 63 and 6. \n\nI am looking forward to seeing you\, Kinley Wong\n\nCRN-5877135-081123\n\n \n\nKinley Wong\, CRPC \n\nFinancial Planner Lincoln Financial Advisors Corp. \n\n3000 Executive Parkway\, Suite 400\n\nSan Ramon\, CA 94583-4335\n\ndirect 925 659-0267\n\ne-mail kinley.wong@LFG.com\n\nCA Insurance license #0C98195\n\nKinley Wong is a registered representative of Lincoln Financial Advisors Corp.\n\nSecurities and investment advisory services offered through Lincoln Financial Advisors\, a broker-dealer (member SIPC) and registered investment advisor.  Insurance offered through Lincoln Marketing and Insurance Agency\, LLC and Lincoln Associates Insurance Agency\, Inc. and other fine companies. Bridges Wealth Strategies is a marketing name for registered representatives of Lincoln Financial Advisors.\n\nLincoln Financial Advisors Corp. and its representatives do not provide legal or tax advice. You may want to consult a legal or tax advisor regarding any legal or tax information as it relates to your personal circumstances.
X-ALT-DESC;FMTTYPE=text/html:<strong><span style="font-size:24px">NOW ZOOM!</span></strong><br />\n<br />\n<img alt="" 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" /><br />\n<strong><u><span style="font-family:calibri\,sans-serif"><span style="font-size:14.0pt">How Can You Potentially Maximize Your Social Security Benefits</span></span></u></strong><br />\n&nbsp\;<br />\n<span style="font-size:12.0pt">You&rsquo\;ve paid into the Social Security program for over 30 years and does it make sense to learn how to get the potential maximum Social Security Benefits you&rsquo\;re entitled to?&nbsp\; </span><br />\n<strong><span style="color:#333333"><span style="font-size:14.0pt">The TOP FOUR Social Security Benefit MISTAKES</span></span></strong>\n<ul>\n	<li><strong><em><span style="font-size:12.0pt">Mistake of Taking Retirement Social Security Benefits Early.</span></em></strong></li>\n	<li><strong><em><span style="font-size:12.0pt">Coordinate Couple&rsquo\;s Social Security Benefits.</span></em></strong></li>\n	<li><strong><em><span style="font-size:12.0pt">Not planning for Widow&rsquo\;s Social Security Benefits\, Survivor Benefits.</span></em></strong></li>\n	<li><strong><em><span style="font-size:12.0pt">Divorced Spousal and Divorced Widow&rsquo\;s Benefits.</span></em></strong></li>\n</ul>\n&nbsp\;<br />\n<span style="color:black"><span style="font-size:12.0pt">Don&rsquo\;t wait until the last minute to discover your benefits options. Please attend his educational Social Security Benefits workshop. </span></span><span style="color:black"><span style="font-size:12.0pt">Space is limited attendees on October 10th&nbsp\;</span></span><span style="color:black"><span style="font-size:12.0pt">at 5:30pm &ndash\; 7pm ON ZOOM. PLEASE EMAIL ME FOR ZOOM INVITE - kinley.wong@LFG.com</span></span><br />\n&nbsp\;<br />\n<span style="font-size:12.0pt">Kinley Wong has more than twenty-one years of experience at Lincoln Financial Advisors as a financial planner\, CRPC designation\, Series 7\, 65\, 63 and 6. </span><br />\n<span style="font-size:12.0pt">I am looking forward to seeing you\, Kinley Wong</span><br />\n<span style="font-size:10.0pt">CRN-5877135-081123</span><br />\n&nbsp\;<br />\n<strong><span style="color:black"><span style="font-size:12.0pt">Kinley Wong\, CRPC&nbsp\;<br />\nFinancial Planner Lincoln Financial Advisors Corp.&nbsp\;<br />\n3000 Executive Parkway\, Suite 400<br />\nSan Ramon\, CA 94583-4335<br />\ndirect 925 659-0267<br />\ne-mail </span></span></strong><a href="mailto:kinley.wong@LFG.com"><strong><span style="font-size:12.0pt">kinley.wong@LFG.com</span></strong></a><br />\n<strong><span style="color:black"><span style="font-size:12.0pt">CA Insurance license #0C98195</span></span></strong><br />\n<span style="color:black"><span style="font-size:10.0pt">Kinley Wong is a registered representative of Lincoln Financial Advisors Corp.</span></span><br />\n<span style="color:black"><span style="font-size:10.0pt">Securities and investment advisory services offered through Lincoln Financial Advisors\, a broker-dealer (member SIPC) and registered investment advisor.&nbsp\; Insurance offered through Lincoln Marketing and Insurance Agency\, LLC and Lincoln Associates Insurance Agency\, Inc. and other fine companies. Bridges Wealth Strategies is a marketing name for registered representatives of Lincoln Financial Advisors.</span></span><br />\n<em><span style="color:black"><span style="font-size:10.0pt">Lincoln Financial Advisors Corp. and its representatives do not provide legal or tax advice. You may want to consult a legal or tax advisor regarding any legal or tax information as it relates to your personal circumstances.</span></span></em>
LOCATION:ZOOM! PLEASE EMAIL ME FOR ZOOM INVITE. Please contact Kinley for reservation at kinley.wong@LFG.com or call (925) 659-0267
UID:e.1449.10417
SEQUENCE:3
DTSTAMP:20260412T184159Z
URL:https://business.danvilleareachamber.com/events/details/how-can-you-potentially-maximize-your-social-security-benefits-10417
END:VEVENT

END:VCALENDAR
