Lincoln Consolidated School District Operating Levy Renewal (November 2012)
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A Lincoln Consolidated School District Operating Levy Renewal proposal was on the November 6, 2012 election ballot in Washtenaw and Wayne, which are in Michigan, where it was approved.
This proposal renewed an 18.2105 mills property tax ($18.2105 per $1,000 of assessed taxable valuation) for 5 years to fund operations of Lincoln Consolidated School District. The first year revenue from this tax is estimated to be $2,720,614.[1]
Election results
Lincoln School District Expenses Prop. | ||||
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Result | Votes | Percentage | ||
![]() | 13,479 | 60.68% | ||
No | 8,734 | 39.32% |
Election results from Wayne County Election Results and Washtenaw County Election Results (dead link).
Text of measure
Language on the ballot:
“ | This proposal will allow the school district to levy the statutory rate of 18 mills on all property, except principal residence and other property exempted by law, required for the school district to receive its revenue per pupil foundation allowance and renews millage that will expire with the 2013 tax levy.
Shall the currently authorized millage rate limitation of 18.2105 mills ($18.2105 on each $1,000 of taxable valuation) on the amount of taxes which may be assessed against all property, except principal residence and other property exempted by law, in Lincoln Consolidated School District, Washtenaw and Wayne Counties, Michigan, be renewed for a period of 5 years, 2014 to 2018, inclusive, to provide funds for operating purposes; the estimate of the revenue the school district will collect if the millage is approved and levied in 2014 is approximately $2,720,614 (this is a renewal of millage which will expire with the 2013 tax levy)?[1][2] |
” |
See also
- November 6, 2012 ballot measures in Michigan
- Washtenaw County, Michigan ballot measures
- Wayne County, Michigan ballot measures
Footnotes
- ↑ 1.0 1.1 Washtenaw County Clerk, Nov. 6 2012 proposals
- ↑ Note: This text is quoted verbatim from the original source. Any inconsistencies are attributable to the original source.
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