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:20260113T163000Z
DTEND:20260113T173000Z
X-MICROSOFT-CDO-ALLDAYEVENT:FALSE
SUMMARY:AAUW Northville Novi Meeting
DESCRIPTION:AAUWNN January Meeting\n\nTuesday\, January 13/26\, 11:30 a.m.\n\nNorthville Sports Den\n\n\n\nLearn What Rank Choice Voting Can Do\n\nRank Choice Voting is being brought to Michigan by Rank MI Vote.\n\nAmerica is more politically divided than ever   and too many voters feel unheard. It's time for a solution that lowers the temperature\, rewards collaboration\, empowers voters\, and truly reflects the will of the people.\n\nThat's what Ranked Choice Voting does\, and that's what Rank MI Vote's Bridge the Divide community action series is all about.\n\n\n\n\n\nIt's time for a solution that lowers the temperature\, rewards collaboration\, empowers voters\, and truly reflects the will of the people. That's what Ranked Choice Voting does.\n\nRank MI Vote is a non-partisan\, volunteer-led\, grassroots organization dedicated to bringing Ranked Choice Voting to Michigan via a constitutional amendment on the November 2026 ballot. It is legally organized as a ballot question committee. It gives voters real choices and rewards candidates who build coalitions instead of pointing fingers\, helping restore civility\, fairness\, and trust to our democracy.\n\nHow does Rank Choice Voting work?\n\nVoters have the option to rank candidates in order of preference   favorite candidate #1\, second-favorite #2\, and so on.\n\nIf any candidate has a majority (over 50%) of first-choice votes\, they win.\n\nIf no candidate reaches a majority\, there is an instant run off   the candidate who received the least votes is eliminated and those votes count for their voters' second choices.\n\nThrough instant computerized tabulation that can be verified on paper ballots\, steps 2 and 3 repeat until one candidate reaches a majority.\n\nAt our meeting\, you'll:\n\n  Learn about the problems with our current system and how Ranked Choice Voting fixes them\n\n  Hear our plan to bring Ranked Choice Voting statewide through a 2026 Constitutional Amendment\n\n  Discover how you can help bring hope and collaboration to Michigan\n\nBe sure to join us at our January 13  11:30 am meeting at the Sport's Den in Northville. Ravi  Yalamanchi\, of the Oakland Branch invites all to come and join the discussion. Please feel free to invite anyone else you believe would be interested in this topic.
X-ALT-DESC;FMTTYPE=text/html:<span style="font-size:18px\;">AAUWNN January Meeting<br />\nTuesday\, January 13/26\, 11:30 a.m.<br />\nNorthville Sports Den<br />\n<br />\nLearn What Rank Choice Voting Can Do<br />\nRank Choice Voting is being brought to Michigan by Rank MI Vote.<br />\nAmerica is more politically divided than ever &mdash\; and too many voters feel unheard. It&rsquo\;s time for a solution that lowers the temperature\, rewards collaboration\, empowers voters\, and truly reflects the will of the people.<br />\nThat&rsquo\;s what Ranked Choice Voting does\, and that&rsquo\;s what Rank MI Vote&rsquo\;s Bridge the Divide community action series is all about.<br />\n<br />\n<img alt="" height="144" src="data:image/png\;base64\,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" style="height: 144px\; width: 300px\;" width="300" /><br />\n<span style="font-family:times new roman\,serif\;">It&rsquo\;s time for a solution that <em>lowers the temperature\, rewards collaboration\, empowers voters\,</em> and <em>truly reflects the will of the people</em>. That&rsquo\;s what <strong>Ranked Choice Voting does</strong>.</span><br />\n<span style="color:black\;">Rank MI Vote is a non-partisan\, volunteer-led\, grassroots organization dedicated to bringing Ranked Choice Voting to Michigan via a constitutional amendment on the November 2026 ballot. It is legally organized as a ballot question committee. It g</span><span style="font-family:times new roman\,serif\;">ives voters real choices and rewards candidates who build coalitions instead of pointing fingers\, helping restore civility\, fairness\, and trust to our democracy.</span><br />\n<strong><span style="color:black\;">How does Rank Choice Voting work?</span></strong><br />\n<span style="color:black\;">Voters have the option to rank candidates in order of preference &mdash\; favorite candidate #1\, second-favorite #2\, and so on.</span><br />\n<span style="color:black\;">If any candidate has a majority (over 50%) of first-choice votes\, they win.</span><br />\n<span style="color:black\;">If no candidate reaches a majority\, there is an instant run off &ndash\; the candidate who received the least votes is eliminated and those votes count for their voters&rsquo\; second choices.</span><br />\n<span style="color:black\;">Through instant computerized tabulation that can be verified on paper ballots\, steps 2 and 3 repeat until one candidate reaches a majority.</span><br />\n<strong>At our meeting\, you&rsquo\;ll:</strong><br />\n<span style="font-family:segoe ui emoji\,sans-serif\;">&#9989\;</span><span style="font-family:times new roman\,serif\;"> Learn about the problems with our current system and how Ranked Choice Voting fixes them</span><br />\n<span style="font-family:segoe ui emoji\,sans-serif\;">&#9989\;</span><span style="font-family:times new roman\,serif\;"> Hear our plan to bring Ranked Choice Voting statewide through a 2026 Constitutional Amendment</span><br />\n<span style="font-family:segoe ui emoji\,sans-serif\;">&#9989\;</span><span style="font-family:times new roman\,serif\;"> Discover how you can help bring hope and collaboration to Michigan</span><br />\n<span style="font-family:times new roman\,serif\;">Be sure to join us at our January 13 &nbsp\;11:30 am meeting at the Sport&rsquo\;s Den in Northville. Ravi &nbsp\;<span style="color:#0C64C0\;">Yalamanchi\, of the Oakland Branch</span></span> <span style="font-family:times new roman\,serif\;">invites all to come and join the discussion. Please feel free to invite anyone else you believe would be interested in this topic.</span></span><br />\n&nbsp\;
LOCATION:Northville Sports Den
UID:e.3463.6614
SEQUENCE:3
DTSTAMP:20260505T101722Z
URL:https://www.northville.org/events/details/aauw-northville-novi-meeting-6614
END:VEVENT

END:VCALENDAR
